| 12345678910111213141516171819202122232425262728293031323334353637383940414243444546474849505152535455565758596061626364656667686970717273747576777879808182838485868788899091929394959697989910010110210310410510610710810911011111211311411511611711811912012112212312412512612712812913013113213313413513613713813914014114214314414514614714814915015115215315415515615715815916016116216316416516616716816917017117217317417517617717817918018118218318418518618718818919019119219319419519619719819920020120220320420520620720820921021121221321421521621721821922022122222322422522622722822923023123223323423523623723823924024124224324424524624724824925025125225325425525625725825926026126226326426526626726826927027127227327427527627727827928028128228328428528628728828929029129229329429529629729829930030130230330430530630730830931031131231331431531631731831932032132232332432532632732832933033133233333433533633733833934034134234334434534634734834935035135235335435535635735835936036136236336436536636736836937037137237337437537637737837938038138238338438538638738838939039139239339439539639739839940040140240340440540640740840941041141241341441541641741841942042142242342442542642742842943043143243343443543643743843944044144244344444544644744844945045145245345445545645745845946046146246346446546646746846947047147247347447547647747847948048148248348448548648748848949049149249349449549649749849950050150250350450550650750850951051151251351451551651751851952052152252352452552652752852953053153253353453553653753853954054154254354454554654754854955055155255355455555655755855956056156256356456556656756856957057157257357457557657757857958058158258358458558658758858959059159259359459559659759859960060160260360460560660760860961061161261361461561661761861962062162262362462562662762862963063163263363463563663763863964064164264364464564664764864965065165265365465565665765865966066166266366466566666766866967067167267367467567667767867968068168268368468568668768868969069169269369469569669769869970070170270370470570670770870971071171271371471571671771871972072172272372472572672772872973073173273373473573673773873974074174274374474574674774874975075175275375475575675775875976076176276376476576676776876977077177277377477577677777877978078178278378478578678778878979079179279379479579679779879980080180280380480580680780880981081181281381481581681781881982082182282382482582682782882983083183283383483583683783883984084184284384484584684784884985085185285385485585685785885986086186286386486586686786886987087187287387487587687787887988088188288388488588688788888989089189289389489589689789889990090190290390490590690790890991091191291391491591691791891992092192292392492592692792892993093193293393493593693793893994094194294394494594694794894995095195295395495595695795895996096196296396496596696796896997097197297397497597697797897998098198298398498598698798898999099199299399499599699799899910001001100210031004100510061007100810091010101110121013101410151016101710181019102010211022102310241025102610271028102910301031103210331034103510361037103810391040104110421043104410451046104710481049105010511052105310541055105610571058105910601061106210631064106510661067106810691070107110721073107410751076107710781079108010811082108310841085108610871088108910901091109210931094109510961097109810991100110111021103110411051106110711081109111011111112111311141115111611171118111911201121112211231124112511261127112811291130113111321133113411351136113711381139114011411142114311441145114611471148114911501151115211531154115511561157115811591160116111621163116411651166116711681169117011711172117311741175117611771178117911801181118211831184118511861187118811891190119111921193119411951196119711981199120012011202120312041205120612071208120912101211121212131214121512161217121812191220122112221223122412251226122712281229123012311232123312341235123612371238123912401241124212431244124512461247124812491250125112521253125412551256125712581259126012611262126312641265126612671268126912701271127212731274127512761277127812791280128112821283128412851286128712881289129012911292129312941295129612971298129913001301130213031304130513061307130813091310131113121313131413151316131713181319132013211322132313241325132613271328132913301331133213331334133513361337133813391340134113421343134413451346134713481349135013511352135313541355135613571358135913601361136213631364136513661367136813691370137113721373137413751376137713781379138013811382138313841385138613871388138913901391139213931394139513961397139813991400140114021403140414051406140714081409141014111412141314141415141614171418141914201421142214231424142514261427142814291430143114321433143414351436143714381439144014411442144314441445144614471448144914501451145214531454145514561457145814591460146114621463146414651466146714681469147014711472147314741475147614771478147914801481148214831484148514861487148814891490149114921493149414951496149714981499150015011502150315041505150615071508150915101511151215131514151515161517151815191520152115221523152415251526152715281529153015311532153315341535153615371538153915401541154215431544154515461547154815491550155115521553155415551556155715581559156015611562156315641565156615671568156915701571157215731574157515761577157815791580158115821583158415851586158715881589159015911592159315941595159615971598159916001601160216031604160516061607160816091610161116121613161416151616161716181619162016211622162316241625162616271628162916301631163216331634163516361637163816391640164116421643164416451646164716481649165016511652165316541655165616571658165916601661166216631664166516661667166816691670167116721673167416751676167716781679168016811682168316841685168616871688168916901691169216931694169516961697169816991700170117021703170417051706170717081709171017111712171317141715171617171718171917201721172217231724172517261727172817291730173117321733173417351736173717381739174017411742174317441745174617471748174917501751175217531754175517561757175817591760176117621763176417651766176717681769177017711772177317741775177617771778177917801781178217831784178517861787178817891790179117921793179417951796179717981799180018011802180318041805180618071808180918101811181218131814181518161817181818191820182118221823182418251826182718281829183018311832183318341835183618371838183918401841184218431844184518461847184818491850185118521853185418551856185718581859186018611862186318641865186618671868186918701871187218731874187518761877187818791880188118821883188418851886188718881889189018911892189318941895189618971898189919001901190219031904190519061907190819091910191119121913191419151916191719181919192019211922192319241925192619271928192919301931193219331934193519361937193819391940194119421943194419451946194719481949195019511952195319541955195619571958195919601961196219631964196519661967196819691970197119721973197419751976197719781979198019811982198319841985198619871988198919901991199219931994199519961997199819992000200120022003200420052006200720082009201020112012201320142015201620172018201920202021202220232024202520262027202820292030203120322033203420352036203720382039204020412042204320442045204620472048204920502051205220532054205520562057205820592060206120622063206420652066206720682069207020712072207320742075207620772078207920802081208220832084208520862087208820892090209120922093209420952096209720982099210021012102210321042105210621072108210921102111211221132114211521162117211821192120212121222123212421252126212721282129213021312132213321342135213621372138213921402141214221432144214521462147214821492150215121522153215421552156215721582159216021612162216321642165216621672168216921702171217221732174217521762177217821792180218121822183218421852186218721882189219021912192219321942195219621972198219922002201220222032204220522062207220822092210221122122213221422152216221722182219222022212222222322242225222622272228222922302231223222332234223522362237223822392240224122422243224422452246224722482249225022512252225322542255225622572258225922602261226222632264226522662267226822692270227122722273227422752276227722782279228022812282228322842285228622872288228922902291229222932294229522962297229822992300230123022303230423052306230723082309231023112312231323142315231623172318231923202321232223232324232523262327232823292330233123322333233423352336233723382339234023412342234323442345234623472348234923502351235223532354235523562357235823592360236123622363236423652366236723682369237023712372237323742375237623772378237923802381238223832384238523862387238823892390239123922393239423952396239723982399240024012402240324042405240624072408240924102411241224132414241524162417241824192420242124222423242424252426242724282429243024312432243324342435243624372438243924402441244224432444244524462447244824492450245124522453245424552456245724582459246024612462246324642465246624672468246924702471247224732474247524762477247824792480248124822483248424852486248724882489249024912492249324942495249624972498249925002501250225032504250525062507250825092510251125122513251425152516251725182519252025212522252325242525252625272528252925302531253225332534253525362537253825392540254125422543254425452546254725482549255025512552255325542555255625572558255925602561256225632564256525662567256825692570257125722573257425752576257725782579258025812582258325842585258625872588258925902591259225932594259525962597259825992600260126022603260426052606260726082609261026112612261326142615261626172618261926202621262226232624262526262627262826292630263126322633263426352636263726382639264026412642264326442645264626472648264926502651265226532654265526562657265826592660266126622663266426652666266726682669267026712672267326742675267626772678267926802681268226832684268526862687268826892690269126922693269426952696269726982699270027012702270327042705270627072708270927102711271227132714271527162717271827192720272127222723272427252726272727282729273027312732273327342735273627372738273927402741274227432744274527462747274827492750275127522753275427552756275727582759276027612762276327642765276627672768276927702771277227732774277527762777277827792780278127822783278427852786278727882789279027912792279327942795279627972798279928002801280228032804280528062807280828092810281128122813281428152816281728182819282028212822282328242825282628272828282928302831283228332834283528362837283828392840284128422843284428452846284728482849285028512852285328542855285628572858285928602861286228632864286528662867286828692870287128722873287428752876287728782879288028812882288328842885288628872888288928902891289228932894289528962897289828992900290129022903290429052906290729082909291029112912291329142915291629172918291929202921292229232924292529262927292829292930293129322933293429352936293729382939294029412942294329442945294629472948294929502951295229532954295529562957295829592960296129622963296429652966296729682969297029712972297329742975297629772978297929802981298229832984298529862987298829892990299129922993299429952996299729982999300030013002300330043005300630073008300930103011301230133014301530163017301830193020302130223023302430253026302730283029303030313032303330343035303630373038303930403041304230433044304530463047304830493050305130523053305430553056305730583059306030613062306330643065306630673068306930703071307230733074307530763077307830793080308130823083308430853086308730883089309030913092309330943095309630973098309931003101310231033104310531063107310831093110311131123113311431153116311731183119312031213122312331243125312631273128312931303131313231333134313531363137313831393140314131423143314431453146314731483149315031513152315331543155315631573158315931603161316231633164316531663167316831693170317131723173317431753176317731783179318031813182318331843185318631873188318931903191319231933194319531963197319831993200320132023203320432053206320732083209321032113212321332143215321632173218321932203221322232233224322532263227322832293230323132323233323432353236323732383239324032413242324332443245324632473248324932503251325232533254325532563257325832593260326132623263326432653266326732683269327032713272327332743275327632773278327932803281328232833284328532863287328832893290329132923293329432953296329732983299330033013302330333043305330633073308330933103311331233133314331533163317331833193320332133223323332433253326332733283329333033313332333333343335333633373338333933403341334233433344334533463347334833493350335133523353335433553356335733583359336033613362336333643365336633673368336933703371337233733374337533763377337833793380338133823383338433853386338733883389339033913392339333943395339633973398339934003401340234033404340534063407340834093410341134123413341434153416341734183419342034213422342334243425342634273428342934303431343234333434343534363437343834393440344134423443344434453446344734483449345034513452345334543455345634573458345934603461346234633464346534663467346834693470347134723473347434753476347734783479348034813482348334843485348634873488348934903491349234933494349534963497349834993500350135023503350435053506350735083509351035113512351335143515351635173518351935203521352235233524352535263527352835293530353135323533353435353536353735383539354035413542354335443545354635473548354935503551355235533554355535563557355835593560356135623563356435653566356735683569357035713572357335743575357635773578357935803581358235833584358535863587358835893590359135923593359435953596359735983599360036013602360336043605360636073608360936103611361236133614361536163617361836193620362136223623362436253626362736283629363036313632363336343635363636373638363936403641364236433644364536463647364836493650365136523653365436553656365736583659366036613662366336643665366636673668366936703671367236733674367536763677367836793680368136823683368436853686368736883689369036913692369336943695369636973698369937003701370237033704370537063707370837093710371137123713371437153716371737183719372037213722372337243725372637273728372937303731373237333734373537363737373837393740374137423743374437453746374737483749375037513752375337543755375637573758375937603761376237633764376537663767376837693770377137723773377437753776377737783779378037813782378337843785378637873788378937903791379237933794379537963797379837993800380138023803380438053806380738083809381038113812381338143815381638173818381938203821382238233824382538263827382838293830383138323833383438353836383738383839384038413842384338443845384638473848384938503851385238533854385538563857385838593860386138623863386438653866386738683869387038713872387338743875387638773878387938803881388238833884388538863887388838893890389138923893389438953896389738983899390039013902390339043905390639073908390939103911391239133914391539163917391839193920392139223923392439253926392739283929393039313932393339343935393639373938393939403941394239433944394539463947394839493950395139523953395439553956395739583959396039613962396339643965396639673968396939703971397239733974397539763977397839793980398139823983398439853986398739883989399039913992399339943995399639973998399940004001400240034004400540064007400840094010401140124013401440154016401740184019402040214022402340244025402640274028402940304031403240334034403540364037403840394040404140424043404440454046404740484049405040514052405340544055405640574058405940604061406240634064406540664067406840694070407140724073407440754076407740784079408040814082408340844085408640874088408940904091409240934094409540964097409840994100410141024103410441054106410741084109411041114112411341144115411641174118411941204121412241234124412541264127412841294130413141324133413441354136413741384139414041414142414341444145414641474148414941504151415241534154415541564157415841594160416141624163416441654166416741684169417041714172417341744175417641774178417941804181418241834184418541864187418841894190419141924193419441954196419741984199420042014202420342044205420642074208420942104211421242134214421542164217421842194220422142224223422442254226422742284229423042314232423342344235423642374238423942404241424242434244424542464247424842494250425142524253425442554256425742584259426042614262426342644265426642674268426942704271427242734274427542764277427842794280428142824283428442854286428742884289429042914292429342944295429642974298429943004301430243034304430543064307430843094310431143124313431443154316431743184319432043214322432343244325432643274328432943304331433243334334433543364337433843394340434143424343434443454346434743484349435043514352435343544355435643574358435943604361436243634364436543664367436843694370437143724373437443754376437743784379438043814382438343844385438643874388438943904391439243934394439543964397439843994400440144024403440444054406440744084409441044114412441344144415441644174418441944204421442244234424442544264427442844294430443144324433443444354436443744384439444044414442444344444445444644474448444944504451445244534454445544564457445844594460446144624463446444654466446744684469447044714472447344744475447644774478447944804481448244834484448544864487448844894490449144924493449444954496449744984499450045014502450345044505450645074508450945104511451245134514451545164517451845194520452145224523452445254526452745284529453045314532453345344535453645374538453945404541454245434544454545464547454845494550455145524553455445554556455745584559456045614562456345644565456645674568456945704571457245734574457545764577457845794580458145824583458445854586458745884589459045914592459345944595459645974598459946004601460246034604460546064607460846094610461146124613461446154616461746184619462046214622462346244625462646274628462946304631463246334634463546364637463846394640464146424643464446454646464746484649465046514652465346544655465646574658465946604661466246634664466546664667466846694670467146724673467446754676467746784679468046814682468346844685468646874688468946904691469246934694469546964697469846994700470147024703470447054706470747084709471047114712471347144715471647174718471947204721472247234724472547264727472847294730473147324733473447354736473747384739474047414742474347444745474647474748474947504751475247534754475547564757475847594760476147624763476447654766476747684769477047714772477347744775477647774778477947804781478247834784478547864787478847894790479147924793479447954796479747984799480048014802480348044805480648074808480948104811481248134814481548164817481848194820482148224823482448254826482748284829483048314832483348344835483648374838483948404841484248434844484548464847484848494850485148524853485448554856485748584859486048614862486348644865486648674868486948704871487248734874487548764877487848794880488148824883488448854886488748884889489048914892489348944895489648974898489949004901490249034904490549064907490849094910491149124913491449154916491749184919492049214922492349244925492649274928492949304931493249334934493549364937493849394940494149424943494449454946494749484949495049514952495349544955495649574958495949604961496249634964496549664967496849694970497149724973497449754976497749784979498049814982498349844985498649874988498949904991499249934994499549964997499849995000500150025003500450055006500750085009501050115012501350145015501650175018501950205021502250235024502550265027502850295030503150325033503450355036503750385039504050415042504350445045504650475048504950505051505250535054505550565057505850595060506150625063506450655066506750685069507050715072507350745075507650775078507950805081508250835084508550865087508850895090509150925093509450955096509750985099510051015102510351045105510651075108510951105111511251135114511551165117511851195120512151225123512451255126512751285129513051315132513351345135513651375138513951405141514251435144514551465147514851495150515151525153515451555156515751585159516051615162516351645165516651675168516951705171517251735174517551765177517851795180518151825183518451855186518751885189519051915192519351945195519651975198519952005201520252035204520552065207520852095210521152125213521452155216521752185219522052215222522352245225522652275228522952305231523252335234523552365237523852395240524152425243524452455246524752485249525052515252525352545255525652575258525952605261526252635264526552665267526852695270527152725273527452755276527752785279528052815282528352845285528652875288528952905291529252935294529552965297529852995300530153025303530453055306530753085309531053115312531353145315531653175318531953205321532253235324532553265327532853295330533153325333533453355336533753385339534053415342534353445345534653475348534953505351535253535354535553565357535853595360536153625363536453655366536753685369537053715372537353745375537653775378537953805381538253835384538553865387538853895390539153925393539453955396539753985399540054015402540354045405540654075408540954105411541254135414541554165417541854195420542154225423542454255426542754285429543054315432543354345435543654375438543954405441544254435444544554465447544854495450545154525453545454555456545754585459546054615462546354645465546654675468546954705471547254735474547554765477547854795480548154825483548454855486548754885489549054915492549354945495549654975498549955005501550255035504550555065507550855095510551155125513551455155516551755185519552055215522552355245525552655275528552955305531553255335534553555365537553855395540554155425543554455455546554755485549555055515552555355545555555655575558555955605561556255635564556555665567556855695570557155725573557455755576557755785579558055815582558355845585558655875588558955905591559255935594559555965597559855995600560156025603560456055606560756085609561056115612561356145615561656175618561956205621562256235624562556265627562856295630563156325633563456355636563756385639564056415642564356445645564656475648564956505651565256535654565556565657565856595660566156625663566456655666566756685669567056715672567356745675567656775678567956805681568256835684568556865687568856895690569156925693569456955696569756985699570057015702570357045705570657075708570957105711571257135714571557165717571857195720572157225723572457255726572757285729573057315732573357345735573657375738573957405741574257435744574557465747574857495750575157525753575457555756575757585759576057615762576357645765576657675768576957705771577257735774577557765777577857795780578157825783578457855786578757885789579057915792579357945795579657975798579958005801580258035804580558065807580858095810581158125813581458155816581758185819582058215822582358245825582658275828582958305831583258335834583558365837583858395840584158425843584458455846584758485849585058515852585358545855585658575858585958605861586258635864586558665867586858695870587158725873587458755876587758785879588058815882588358845885588658875888588958905891589258935894589558965897589858995900590159025903590459055906590759085909591059115912591359145915591659175918591959205921592259235924592559265927592859295930593159325933593459355936593759385939594059415942594359445945594659475948594959505951595259535954595559565957595859595960596159625963596459655966596759685969597059715972597359745975597659775978597959805981598259835984598559865987598859895990599159925993599459955996599759985999600060016002600360046005600660076008600960106011601260136014601560166017601860196020602160226023602460256026602760286029603060316032603360346035603660376038603960406041604260436044604560466047604860496050605160526053605460556056605760586059606060616062606360646065606660676068606960706071607260736074607560766077607860796080608160826083608460856086608760886089609060916092609360946095609660976098609961006101610261036104610561066107610861096110611161126113611461156116611761186119612061216122612361246125612661276128612961306131613261336134613561366137613861396140614161426143614461456146614761486149615061516152615361546155615661576158615961606161616261636164616561666167616861696170617161726173617461756176617761786179618061816182618361846185618661876188618961906191619261936194619561966197619861996200620162026203620462056206620762086209621062116212621362146215621662176218621962206221622262236224622562266227622862296230623162326233623462356236623762386239624062416242624362446245624662476248624962506251625262536254625562566257625862596260626162626263626462656266626762686269627062716272627362746275627662776278627962806281628262836284628562866287628862896290629162926293629462956296629762986299630063016302630363046305630663076308630963106311631263136314631563166317631863196320632163226323632463256326632763286329633063316332633363346335633663376338633963406341634263436344634563466347634863496350635163526353635463556356635763586359636063616362636363646365636663676368636963706371637263736374637563766377637863796380638163826383638463856386638763886389639063916392639363946395639663976398639964006401640264036404640564066407640864096410641164126413641464156416641764186419642064216422642364246425642664276428642964306431643264336434643564366437643864396440644164426443644464456446644764486449645064516452645364546455645664576458645964606461646264636464646564666467646864696470647164726473647464756476647764786479648064816482648364846485648664876488648964906491649264936494649564966497649864996500650165026503650465056506650765086509651065116512651365146515651665176518651965206521652265236524652565266527652865296530653165326533653465356536653765386539654065416542654365446545654665476548654965506551655265536554655565566557655865596560656165626563656465656566656765686569657065716572657365746575657665776578657965806581658265836584658565866587658865896590659165926593659465956596659765986599660066016602660366046605660666076608660966106611661266136614661566166617661866196620662166226623662466256626662766286629663066316632663366346635663666376638663966406641664266436644664566466647664866496650665166526653665466556656665766586659666066616662666366646665666666676668666966706671667266736674667566766677667866796680668166826683668466856686668766886689669066916692669366946695669666976698669967006701670267036704670567066707670867096710671167126713671467156716671767186719672067216722672367246725672667276728672967306731673267336734673567366737673867396740674167426743674467456746674767486749675067516752675367546755675667576758675967606761676267636764676567666767676867696770677167726773677467756776677767786779678067816782678367846785678667876788678967906791679267936794679567966797679867996800680168026803680468056806680768086809681068116812681368146815681668176818681968206821682268236824682568266827682868296830683168326833683468356836683768386839684068416842684368446845684668476848684968506851685268536854685568566857685868596860686168626863686468656866686768686869687068716872687368746875687668776878687968806881688268836884688568866887688868896890689168926893689468956896689768986899690069016902690369046905690669076908690969106911691269136914691569166917691869196920692169226923692469256926692769286929693069316932693369346935693669376938693969406941694269436944694569466947694869496950695169526953695469556956695769586959696069616962696369646965696669676968696969706971697269736974697569766977697869796980698169826983698469856986698769886989699069916992699369946995699669976998699970007001700270037004700570067007700870097010701170127013701470157016701770187019702070217022702370247025702670277028702970307031703270337034703570367037703870397040704170427043704470457046704770487049705070517052705370547055705670577058705970607061706270637064706570667067706870697070707170727073707470757076707770787079708070817082708370847085708670877088708970907091709270937094709570967097709870997100710171027103710471057106710771087109711071117112711371147115711671177118711971207121712271237124712571267127712871297130713171327133713471357136713771387139714071417142714371447145714671477148714971507151715271537154715571567157715871597160716171627163716471657166716771687169717071717172717371747175717671777178717971807181718271837184718571867187718871897190719171927193719471957196719771987199720072017202720372047205720672077208720972107211721272137214721572167217721872197220722172227223722472257226722772287229723072317232723372347235723672377238723972407241724272437244724572467247724872497250725172527253725472557256725772587259726072617262726372647265726672677268726972707271727272737274727572767277727872797280728172827283728472857286728772887289729072917292729372947295729672977298729973007301730273037304730573067307730873097310731173127313731473157316731773187319732073217322732373247325732673277328732973307331733273337334733573367337733873397340734173427343734473457346734773487349735073517352735373547355735673577358735973607361736273637364736573667367736873697370737173727373737473757376737773787379738073817382738373847385738673877388738973907391739273937394739573967397739873997400740174027403740474057406740774087409741074117412741374147415741674177418741974207421742274237424742574267427742874297430743174327433743474357436743774387439744074417442744374447445744674477448744974507451745274537454745574567457745874597460746174627463746474657466746774687469747074717472747374747475747674777478747974807481748274837484748574867487748874897490749174927493749474957496749774987499750075017502750375047505750675077508750975107511751275137514751575167517751875197520752175227523752475257526752775287529753075317532753375347535753675377538753975407541754275437544754575467547754875497550755175527553755475557556755775587559756075617562756375647565756675677568756975707571757275737574757575767577757875797580758175827583758475857586758775887589759075917592759375947595759675977598759976007601760276037604760576067607760876097610761176127613761476157616761776187619762076217622762376247625762676277628762976307631763276337634763576367637763876397640764176427643764476457646764776487649765076517652765376547655765676577658765976607661766276637664766576667667766876697670767176727673767476757676767776787679768076817682768376847685768676877688768976907691769276937694769576967697769876997700770177027703770477057706770777087709771077117712771377147715771677177718771977207721772277237724772577267727772877297730773177327733773477357736773777387739774077417742774377447745774677477748774977507751775277537754775577567757775877597760776177627763776477657766776777687769777077717772777377747775777677777778777977807781778277837784778577867787778877897790779177927793779477957796779777987799780078017802780378047805780678077808780978107811781278137814781578167817781878197820782178227823782478257826782778287829783078317832783378347835783678377838783978407841784278437844784578467847784878497850785178527853785478557856785778587859786078617862786378647865786678677868786978707871787278737874787578767877787878797880788178827883788478857886788778887889789078917892789378947895789678977898789979007901790279037904790579067907790879097910791179127913791479157916791779187919792079217922792379247925792679277928792979307931793279337934793579367937793879397940794179427943794479457946794779487949795079517952795379547955795679577958795979607961796279637964796579667967796879697970797179727973797479757976797779787979798079817982798379847985798679877988798979907991799279937994799579967997799879998000800180028003800480058006800780088009801080118012801380148015801680178018801980208021802280238024802580268027802880298030803180328033803480358036803780388039804080418042804380448045804680478048804980508051805280538054805580568057805880598060806180628063806480658066806780688069807080718072807380748075807680778078807980808081808280838084808580868087808880898090809180928093809480958096809780988099810081018102810381048105810681078108810981108111811281138114811581168117811881198120812181228123812481258126812781288129813081318132813381348135813681378138813981408141814281438144814581468147814881498150815181528153815481558156815781588159816081618162816381648165816681678168816981708171817281738174817581768177817881798180818181828183818481858186818781888189819081918192819381948195819681978198819982008201820282038204820582068207820882098210821182128213821482158216821782188219822082218222822382248225822682278228822982308231823282338234823582368237823882398240824182428243824482458246824782488249825082518252825382548255825682578258825982608261826282638264826582668267826882698270827182728273827482758276827782788279828082818282828382848285828682878288828982908291829282938294829582968297829882998300830183028303830483058306830783088309831083118312831383148315831683178318831983208321832283238324832583268327832883298330833183328333833483358336833783388339834083418342834383448345834683478348834983508351835283538354835583568357835883598360836183628363836483658366836783688369837083718372837383748375837683778378837983808381838283838384838583868387838883898390839183928393839483958396839783988399840084018402840384048405840684078408840984108411841284138414841584168417841884198420842184228423842484258426842784288429843084318432843384348435843684378438843984408441844284438444844584468447844884498450845184528453845484558456845784588459846084618462846384648465846684678468846984708471847284738474847584768477847884798480848184828483848484858486848784888489849084918492849384948495849684978498849985008501850285038504850585068507850885098510851185128513851485158516851785188519852085218522852385248525852685278528852985308531853285338534853585368537853885398540854185428543854485458546854785488549855085518552855385548555855685578558855985608561856285638564856585668567856885698570857185728573857485758576857785788579858085818582858385848585858685878588858985908591859285938594859585968597859885998600860186028603860486058606860786088609861086118612861386148615861686178618861986208621862286238624862586268627862886298630863186328633863486358636863786388639864086418642864386448645864686478648864986508651865286538654865586568657865886598660866186628663866486658666866786688669867086718672867386748675867686778678867986808681868286838684868586868687868886898690869186928693869486958696869786988699870087018702870387048705870687078708870987108711871287138714871587168717871887198720872187228723872487258726872787288729873087318732873387348735873687378738873987408741874287438744874587468747874887498750875187528753875487558756875787588759876087618762876387648765876687678768876987708771877287738774877587768777877887798780878187828783878487858786878787888789879087918792879387948795879687978798879988008801880288038804880588068807880888098810881188128813881488158816881788188819882088218822882388248825882688278828882988308831883288338834883588368837883888398840884188428843884488458846884788488849885088518852885388548855885688578858885988608861886288638864886588668867886888698870887188728873887488758876887788788879888088818882888388848885888688878888888988908891889288938894889588968897889888998900890189028903890489058906890789088909891089118912891389148915891689178918891989208921892289238924892589268927892889298930893189328933893489358936893789388939894089418942894389448945894689478948894989508951895289538954895589568957895889598960896189628963896489658966896789688969897089718972897389748975897689778978897989808981898289838984898589868987898889898990899189928993899489958996899789988999900090019002900390049005900690079008900990109011901290139014901590169017901890199020902190229023902490259026902790289029903090319032903390349035903690379038903990409041904290439044904590469047904890499050905190529053905490559056905790589059906090619062906390649065906690679068906990709071907290739074907590769077907890799080908190829083908490859086908790889089909090919092909390949095909690979098909991009101910291039104910591069107910891099110911191129113911491159116911791189119912091219122912391249125912691279128912991309131913291339134913591369137913891399140914191429143914491459146914791489149915091519152915391549155915691579158915991609161916291639164916591669167916891699170917191729173917491759176917791789179918091819182918391849185918691879188918991909191919291939194919591969197919891999200920192029203920492059206920792089209921092119212921392149215921692179218921992209221922292239224922592269227922892299230923192329233923492359236923792389239924092419242924392449245924692479248924992509251925292539254925592569257925892599260926192629263926492659266926792689269927092719272927392749275927692779278927992809281928292839284928592869287928892899290929192929293929492959296929792989299930093019302930393049305930693079308930993109311931293139314931593169317931893199320932193229323932493259326932793289329933093319332933393349335933693379338933993409341934293439344934593469347934893499350935193529353935493559356935793589359936093619362936393649365936693679368936993709371937293739374937593769377937893799380938193829383938493859386938793889389939093919392939393949395939693979398939994009401940294039404940594069407940894099410941194129413941494159416941794189419942094219422942394249425942694279428942994309431943294339434943594369437943894399440944194429443944494459446944794489449945094519452945394549455945694579458945994609461946294639464946594669467946894699470947194729473947494759476947794789479948094819482948394849485948694879488948994909491949294939494949594969497949894999500950195029503950495059506950795089509951095119512951395149515951695179518951995209521952295239524952595269527952895299530953195329533953495359536953795389539954095419542954395449545954695479548954995509551955295539554955595569557955895599560956195629563956495659566956795689569957095719572957395749575957695779578957995809581958295839584958595869587958895899590959195929593959495959596959795989599960096019602960396049605960696079608960996109611961296139614961596169617961896199620962196229623962496259626962796289629963096319632963396349635963696379638963996409641964296439644964596469647964896499650965196529653965496559656965796589659966096619662966396649665966696679668966996709671967296739674967596769677967896799680968196829683968496859686968796889689969096919692969396949695969696979698969997009701970297039704970597069707970897099710971197129713971497159716971797189719972097219722972397249725972697279728972997309731973297339734973597369737973897399740974197429743974497459746974797489749975097519752975397549755975697579758975997609761976297639764976597669767976897699770977197729773977497759776977797789779978097819782978397849785978697879788978997909791979297939794979597969797979897999800980198029803980498059806980798089809981098119812981398149815981698179818981998209821982298239824982598269827982898299830983198329833983498359836983798389839984098419842984398449845984698479848984998509851985298539854985598569857985898599860986198629863986498659866986798689869987098719872987398749875987698779878987998809881988298839884988598869887988898899890989198929893989498959896989798989899990099019902990399049905990699079908990999109911991299139914991599169917991899199920992199229923992499259926992799289929993099319932993399349935993699379938993999409941994299439944994599469947994899499950995199529953995499559956995799589959996099619962996399649965996699679968996999709971997299739974997599769977997899799980998199829983998499859986998799889989999099919992999399949995999699979998999910000100011000210003100041000510006100071000810009100101001110012100131001410015100161001710018100191002010021100221002310024100251002610027100281002910030100311003210033100341003510036100371003810039100401004110042100431004410045100461004710048100491005010051100521005310054100551005610057100581005910060100611006210063100641006510066100671006810069100701007110072100731007410075100761007710078100791008010081100821008310084100851008610087100881008910090100911009210093100941009510096100971009810099101001010110102101031010410105101061010710108101091011010111101121011310114101151011610117101181011910120101211012210123101241012510126101271012810129101301013110132101331013410135101361013710138101391014010141101421014310144101451014610147101481014910150101511015210153101541015510156101571015810159101601016110162101631016410165101661016710168101691017010171101721017310174101751017610177101781017910180101811018210183101841018510186101871018810189101901019110192101931019410195101961019710198101991020010201102021020310204102051020610207102081020910210102111021210213102141021510216102171021810219102201022110222102231022410225102261022710228102291023010231102321023310234102351023610237102381023910240102411024210243102441024510246102471024810249102501025110252102531025410255102561025710258102591026010261102621026310264102651026610267102681026910270102711027210273102741027510276102771027810279102801028110282102831028410285102861028710288102891029010291102921029310294102951029610297102981029910300103011030210303103041030510306103071030810309103101031110312103131031410315103161031710318103191032010321103221032310324103251032610327103281032910330103311033210333103341033510336103371033810339103401034110342103431034410345103461034710348103491035010351103521035310354103551035610357103581035910360103611036210363103641036510366103671036810369103701037110372103731037410375103761037710378103791038010381103821038310384103851038610387103881038910390103911039210393103941039510396103971039810399104001040110402104031040410405104061040710408104091041010411104121041310414104151041610417104181041910420104211042210423104241042510426104271042810429104301043110432104331043410435104361043710438104391044010441104421044310444104451044610447104481044910450104511045210453104541045510456104571045810459104601046110462104631046410465104661046710468104691047010471104721047310474104751047610477104781047910480104811048210483104841048510486104871048810489104901049110492104931049410495104961049710498104991050010501105021050310504105051050610507105081050910510105111051210513105141051510516105171051810519105201052110522105231052410525105261052710528105291053010531105321053310534105351053610537105381053910540105411054210543105441054510546105471054810549105501055110552105531055410555105561055710558105591056010561105621056310564105651056610567105681056910570105711057210573105741057510576105771057810579105801058110582105831058410585105861058710588105891059010591105921059310594105951059610597105981059910600106011060210603106041060510606106071060810609106101061110612106131061410615106161061710618106191062010621106221062310624106251062610627106281062910630106311063210633106341063510636106371063810639106401064110642106431064410645106461064710648106491065010651106521065310654106551065610657106581065910660106611066210663106641066510666106671066810669106701067110672106731067410675106761067710678106791068010681106821068310684106851068610687106881068910690106911069210693106941069510696106971069810699107001070110702107031070410705107061070710708107091071010711107121071310714107151071610717107181071910720107211072210723107241072510726107271072810729107301073110732107331073410735107361073710738107391074010741107421074310744107451074610747107481074910750107511075210753107541075510756107571075810759107601076110762107631076410765107661076710768107691077010771107721077310774107751077610777107781077910780107811078210783107841078510786107871078810789107901079110792107931079410795107961079710798107991080010801108021080310804108051080610807108081080910810108111081210813108141081510816108171081810819108201082110822108231082410825108261082710828108291083010831108321083310834108351083610837108381083910840108411084210843108441084510846108471084810849108501085110852108531085410855108561085710858108591086010861108621086310864108651086610867108681086910870108711087210873108741087510876108771087810879108801088110882108831088410885108861088710888108891089010891108921089310894108951089610897108981089910900109011090210903109041090510906109071090810909109101091110912109131091410915109161091710918109191092010921109221092310924109251092610927109281092910930109311093210933109341093510936109371093810939109401094110942109431094410945109461094710948109491095010951109521095310954109551095610957109581095910960109611096210963109641096510966109671096810969109701097110972109731097410975109761097710978109791098010981109821098310984109851098610987109881098910990109911099210993109941099510996109971099810999110001100111002110031100411005110061100711008110091101011011110121101311014110151101611017110181101911020110211102211023110241102511026110271102811029110301103111032110331103411035110361103711038110391104011041110421104311044110451104611047110481104911050110511105211053110541105511056110571105811059110601106111062110631106411065110661106711068110691107011071110721107311074110751107611077110781107911080110811108211083110841108511086110871108811089110901109111092110931109411095110961109711098110991110011101111021110311104111051110611107111081110911110111111111211113111141111511116111171111811119111201112111122111231112411125111261112711128111291113011131111321113311134111351113611137111381113911140111411114211143111441114511146111471114811149111501115111152111531115411155111561115711158111591116011161111621116311164111651116611167111681116911170111711117211173111741117511176111771117811179111801118111182111831118411185111861118711188111891119011191111921119311194111951119611197111981119911200112011120211203112041120511206112071120811209112101121111212112131121411215112161121711218112191122011221112221122311224112251122611227112281122911230112311123211233112341123511236112371123811239112401124111242112431124411245112461124711248112491125011251112521125311254112551125611257112581125911260112611126211263112641126511266112671126811269112701127111272112731127411275112761127711278112791128011281112821128311284112851128611287112881128911290112911129211293112941129511296112971129811299113001130111302113031130411305113061130711308113091131011311113121131311314113151131611317113181131911320113211132211323113241132511326113271132811329113301133111332113331133411335113361133711338113391134011341113421134311344113451134611347113481134911350113511135211353113541135511356113571135811359113601136111362113631136411365113661136711368113691137011371113721137311374113751137611377113781137911380113811138211383113841138511386113871138811389113901139111392113931139411395113961139711398113991140011401114021140311404114051140611407114081140911410114111141211413114141141511416114171141811419114201142111422114231142411425114261142711428114291143011431114321143311434114351143611437114381143911440114411144211443114441144511446114471144811449114501145111452114531145411455114561145711458114591146011461114621146311464114651146611467114681146911470114711147211473114741147511476114771147811479114801148111482114831148411485114861148711488114891149011491114921149311494114951149611497114981149911500115011150211503115041150511506115071150811509115101151111512115131151411515115161151711518115191152011521115221152311524115251152611527115281152911530115311153211533115341153511536115371153811539115401154111542115431154411545115461154711548115491155011551115521155311554115551155611557115581155911560115611156211563115641156511566115671156811569115701157111572115731157411575115761157711578115791158011581115821158311584115851158611587115881158911590115911159211593115941159511596115971159811599116001160111602116031160411605116061160711608116091161011611116121161311614116151161611617116181161911620116211162211623116241162511626116271162811629116301163111632116331163411635116361163711638116391164011641116421164311644116451164611647116481164911650116511165211653116541165511656116571165811659116601166111662116631166411665116661166711668116691167011671116721167311674116751167611677116781167911680116811168211683116841168511686116871168811689116901169111692116931169411695116961169711698116991170011701117021170311704117051170611707117081170911710117111171211713117141171511716117171171811719117201172111722117231172411725117261172711728117291173011731117321173311734117351173611737117381173911740117411174211743117441174511746117471174811749117501175111752117531175411755117561175711758117591176011761117621176311764117651176611767117681176911770117711177211773117741177511776117771177811779117801178111782117831178411785117861178711788117891179011791117921179311794117951179611797117981179911800118011180211803118041180511806118071180811809118101181111812118131181411815118161181711818118191182011821118221182311824118251182611827118281182911830118311183211833118341183511836118371183811839118401184111842118431184411845118461184711848118491185011851118521185311854118551185611857118581185911860118611186211863118641186511866118671186811869118701187111872118731187411875118761187711878118791188011881118821188311884118851188611887118881188911890118911189211893118941189511896118971189811899119001190111902119031190411905119061190711908119091191011911119121191311914119151191611917119181191911920119211192211923119241192511926119271192811929119301193111932119331193411935119361193711938119391194011941119421194311944119451194611947119481194911950119511195211953119541195511956119571195811959119601196111962119631196411965119661196711968119691197011971119721197311974119751197611977119781197911980119811198211983119841198511986119871198811989119901199111992119931199411995119961199711998119991200012001120021200312004120051200612007120081200912010120111201212013120141201512016120171201812019120201202112022120231202412025120261202712028120291203012031120321203312034120351203612037120381203912040120411204212043120441204512046120471204812049120501205112052120531205412055120561205712058120591206012061120621206312064120651206612067120681206912070120711207212073120741207512076120771207812079120801208112082120831208412085120861208712088120891209012091120921209312094120951209612097120981209912100121011210212103121041210512106121071210812109121101211112112121131211412115121161211712118121191212012121121221212312124121251212612127121281212912130121311213212133121341213512136121371213812139121401214112142121431214412145121461214712148121491215012151121521215312154121551215612157121581215912160121611216212163121641216512166121671216812169121701217112172121731217412175121761217712178121791218012181121821218312184121851218612187121881218912190121911219212193121941219512196121971219812199122001220112202122031220412205122061220712208122091221012211122121221312214122151221612217122181221912220122211222212223122241222512226122271222812229122301223112232122331223412235122361223712238122391224012241122421224312244122451224612247122481224912250122511225212253122541225512256122571225812259122601226112262122631226412265122661226712268122691227012271122721227312274122751227612277122781227912280122811228212283122841228512286122871228812289122901229112292122931229412295122961229712298122991230012301123021230312304123051230612307123081230912310123111231212313123141231512316123171231812319123201232112322123231232412325123261232712328123291233012331123321233312334123351233612337123381233912340123411234212343123441234512346123471234812349123501235112352123531235412355123561235712358123591236012361123621236312364123651236612367123681236912370123711237212373123741237512376123771237812379123801238112382123831238412385123861238712388123891239012391123921239312394123951239612397123981239912400124011240212403124041240512406124071240812409124101241112412124131241412415124161241712418124191242012421124221242312424124251242612427124281242912430124311243212433124341243512436124371243812439124401244112442124431244412445124461244712448124491245012451124521245312454124551245612457124581245912460124611246212463124641246512466124671246812469124701247112472124731247412475124761247712478124791248012481124821248312484124851248612487124881248912490124911249212493124941249512496124971249812499125001250112502125031250412505125061250712508125091251012511125121251312514125151251612517125181251912520125211252212523125241252512526125271252812529125301253112532125331253412535125361253712538125391254012541125421254312544125451254612547125481254912550125511255212553125541255512556125571255812559125601256112562125631256412565125661256712568125691257012571125721257312574125751257612577125781257912580125811258212583125841258512586125871258812589125901259112592125931259412595125961259712598125991260012601126021260312604126051260612607126081260912610126111261212613126141261512616126171261812619126201262112622126231262412625126261262712628126291263012631126321263312634126351263612637126381263912640126411264212643126441264512646126471264812649126501265112652126531265412655126561265712658126591266012661126621266312664126651266612667126681266912670126711267212673126741267512676126771267812679126801268112682126831268412685126861268712688126891269012691126921269312694126951269612697126981269912700127011270212703127041270512706127071270812709127101271112712127131271412715127161271712718127191272012721127221272312724127251272612727127281272912730127311273212733127341273512736127371273812739127401274112742127431274412745127461274712748127491275012751127521275312754127551275612757127581275912760127611276212763127641276512766127671276812769127701277112772127731277412775127761277712778127791278012781127821278312784127851278612787127881278912790127911279212793127941279512796127971279812799128001280112802128031280412805128061280712808128091281012811128121281312814128151281612817128181281912820128211282212823128241282512826128271282812829128301283112832128331283412835128361283712838128391284012841128421284312844128451284612847128481284912850128511285212853128541285512856128571285812859128601286112862128631286412865128661286712868128691287012871128721287312874128751287612877128781287912880128811288212883128841288512886128871288812889128901289112892128931289412895128961289712898128991290012901129021290312904129051290612907129081290912910129111291212913129141291512916129171291812919129201292112922129231292412925129261292712928129291293012931129321293312934129351293612937129381293912940129411294212943129441294512946129471294812949129501295112952129531295412955129561295712958129591296012961129621296312964129651296612967129681296912970129711297212973129741297512976129771297812979129801298112982129831298412985129861298712988129891299012991129921299312994129951299612997129981299913000130011300213003130041300513006130071300813009130101301113012130131301413015130161301713018130191302013021130221302313024130251302613027130281302913030130311303213033130341303513036130371303813039130401304113042130431304413045130461304713048130491305013051130521305313054130551305613057130581305913060130611306213063130641306513066130671306813069130701307113072130731307413075130761307713078130791308013081130821308313084130851308613087130881308913090130911309213093130941309513096130971309813099131001310113102131031310413105131061310713108131091311013111131121311313114131151311613117131181311913120131211312213123131241312513126131271312813129131301313113132131331313413135131361313713138131391314013141131421314313144131451314613147131481314913150131511315213153131541315513156131571315813159131601316113162131631316413165131661316713168131691317013171131721317313174131751317613177131781317913180131811318213183131841318513186131871318813189131901319113192131931319413195131961319713198131991320013201132021320313204132051320613207132081320913210132111321213213132141321513216132171321813219132201322113222132231322413225132261322713228132291323013231132321323313234132351323613237132381323913240132411324213243132441324513246132471324813249132501325113252132531325413255132561325713258132591326013261132621326313264132651326613267132681326913270132711327213273132741327513276132771327813279132801328113282132831328413285132861328713288132891329013291132921329313294132951329613297132981329913300133011330213303133041330513306133071330813309133101331113312133131331413315133161331713318133191332013321133221332313324133251332613327133281332913330133311333213333133341333513336133371333813339133401334113342133431334413345133461334713348133491335013351133521335313354133551335613357133581335913360133611336213363133641336513366133671336813369133701337113372133731337413375133761337713378133791338013381133821338313384133851338613387133881338913390133911339213393133941339513396133971339813399134001340113402134031340413405134061340713408134091341013411134121341313414134151341613417134181341913420134211342213423134241342513426134271342813429134301343113432134331343413435134361343713438134391344013441134421344313444134451344613447134481344913450134511345213453134541345513456134571345813459134601346113462134631346413465134661346713468134691347013471134721347313474134751347613477134781347913480134811348213483134841348513486134871348813489134901349113492134931349413495134961349713498134991350013501135021350313504135051350613507135081350913510135111351213513135141351513516135171351813519135201352113522135231352413525135261352713528135291353013531135321353313534135351353613537135381353913540135411354213543135441354513546135471354813549135501355113552135531355413555135561355713558135591356013561135621356313564135651356613567135681356913570135711357213573135741357513576135771357813579135801358113582135831358413585135861358713588135891359013591135921359313594135951359613597135981359913600136011360213603136041360513606136071360813609136101361113612136131361413615136161361713618136191362013621136221362313624136251362613627136281362913630136311363213633136341363513636136371363813639136401364113642136431364413645136461364713648136491365013651136521365313654136551365613657136581365913660136611366213663136641366513666136671366813669136701367113672136731367413675136761367713678136791368013681136821368313684136851368613687136881368913690136911369213693136941369513696136971369813699137001370113702137031370413705137061370713708137091371013711137121371313714137151371613717137181371913720137211372213723137241372513726137271372813729137301373113732137331373413735137361373713738137391374013741137421374313744137451374613747137481374913750137511375213753137541375513756137571375813759137601376113762137631376413765137661376713768137691377013771137721377313774137751377613777137781377913780137811378213783137841378513786137871378813789137901379113792137931379413795137961379713798137991380013801138021380313804138051380613807138081380913810138111381213813138141381513816138171381813819138201382113822138231382413825138261382713828138291383013831138321383313834138351383613837138381383913840138411384213843138441384513846138471384813849138501385113852138531385413855138561385713858138591386013861138621386313864138651386613867138681386913870138711387213873138741387513876138771387813879138801388113882138831388413885138861388713888138891389013891138921389313894138951389613897138981389913900139011390213903139041390513906139071390813909139101391113912139131391413915139161391713918139191392013921139221392313924139251392613927139281392913930139311393213933139341393513936139371393813939139401394113942139431394413945139461394713948139491395013951139521395313954139551395613957139581395913960139611396213963139641396513966139671396813969139701397113972139731397413975139761397713978139791398013981139821398313984139851398613987139881398913990139911399213993139941399513996139971399813999140001400114002140031400414005140061400714008140091401014011140121401314014140151401614017140181401914020140211402214023140241402514026140271402814029140301403114032140331403414035140361403714038140391404014041140421404314044140451404614047140481404914050140511405214053140541405514056140571405814059140601406114062140631406414065140661406714068140691407014071140721407314074140751407614077140781407914080140811408214083140841408514086140871408814089140901409114092140931409414095140961409714098140991410014101141021410314104141051410614107141081410914110141111411214113141141411514116141171411814119141201412114122141231412414125141261412714128141291413014131141321413314134141351413614137141381413914140141411414214143141441414514146141471414814149141501415114152141531415414155141561415714158141591416014161141621416314164141651416614167141681416914170141711417214173141741417514176141771417814179141801418114182141831418414185141861418714188141891419014191141921419314194141951419614197141981419914200142011420214203142041420514206142071420814209142101421114212142131421414215142161421714218142191422014221142221422314224142251422614227142281422914230142311423214233142341423514236142371423814239142401424114242142431424414245142461424714248142491425014251142521425314254142551425614257142581425914260142611426214263142641426514266142671426814269142701427114272142731427414275142761427714278142791428014281142821428314284142851428614287142881428914290142911429214293142941429514296142971429814299143001430114302143031430414305143061430714308143091431014311143121431314314143151431614317143181431914320143211432214323143241432514326143271432814329143301433114332143331433414335143361433714338143391434014341143421434314344143451434614347143481434914350143511435214353143541435514356143571435814359143601436114362143631436414365143661436714368143691437014371143721437314374143751437614377143781437914380143811438214383143841438514386143871438814389143901439114392143931439414395143961439714398143991440014401144021440314404144051440614407144081440914410144111441214413144141441514416144171441814419144201442114422144231442414425144261442714428144291443014431144321443314434144351443614437144381443914440144411444214443144441444514446144471444814449144501445114452144531445414455144561445714458144591446014461144621446314464144651446614467144681446914470144711447214473144741447514476144771447814479144801448114482144831448414485144861448714488144891449014491144921449314494144951449614497144981449914500145011450214503145041450514506145071450814509145101451114512145131451414515145161451714518145191452014521145221452314524145251452614527145281452914530145311453214533145341453514536145371453814539145401454114542145431454414545145461454714548145491455014551145521455314554145551455614557145581455914560145611456214563145641456514566145671456814569145701457114572145731457414575145761457714578145791458014581145821458314584145851458614587145881458914590145911459214593145941459514596145971459814599146001460114602146031460414605146061460714608146091461014611146121461314614146151461614617146181461914620146211462214623146241462514626146271462814629146301463114632146331463414635146361463714638146391464014641146421464314644146451464614647146481464914650146511465214653146541465514656146571465814659146601466114662146631466414665146661466714668146691467014671146721467314674146751467614677146781467914680146811468214683146841468514686146871468814689146901469114692146931469414695146961469714698146991470014701147021470314704147051470614707147081470914710147111471214713147141471514716147171471814719147201472114722147231472414725147261472714728147291473014731147321473314734147351473614737147381473914740147411474214743147441474514746147471474814749147501475114752147531475414755147561475714758147591476014761147621476314764147651476614767147681476914770147711477214773147741477514776147771477814779147801478114782147831478414785147861478714788147891479014791147921479314794147951479614797147981479914800148011480214803148041480514806148071480814809148101481114812148131481414815148161481714818148191482014821148221482314824148251482614827148281482914830148311483214833148341483514836148371483814839148401484114842148431484414845148461484714848148491485014851148521485314854148551485614857148581485914860148611486214863148641486514866148671486814869148701487114872148731487414875148761487714878148791488014881148821488314884148851488614887148881488914890148911489214893148941489514896148971489814899149001490114902149031490414905149061490714908149091491014911149121491314914149151491614917149181491914920149211492214923149241492514926149271492814929149301493114932149331493414935149361493714938149391494014941149421494314944149451494614947149481494914950149511495214953149541495514956149571495814959149601496114962149631496414965149661496714968149691497014971149721497314974149751497614977149781497914980149811498214983149841498514986149871498814989149901499114992149931499414995149961499714998149991500015001150021500315004150051500615007150081500915010150111501215013150141501515016150171501815019150201502115022150231502415025150261502715028150291503015031150321503315034150351503615037150381503915040150411504215043150441504515046150471504815049150501505115052150531505415055150561505715058150591506015061150621506315064150651506615067150681506915070150711507215073150741507515076150771507815079150801508115082150831508415085150861508715088150891509015091150921509315094150951509615097150981509915100151011510215103151041510515106151071510815109151101511115112151131511415115151161511715118151191512015121151221512315124151251512615127151281512915130151311513215133151341513515136151371513815139151401514115142151431514415145151461514715148151491515015151151521515315154151551515615157151581515915160151611516215163151641516515166151671516815169151701517115172151731517415175151761517715178151791518015181151821518315184151851518615187151881518915190151911519215193151941519515196151971519815199152001520115202152031520415205152061520715208152091521015211152121521315214152151521615217152181521915220152211522215223152241522515226152271522815229152301523115232152331523415235152361523715238152391524015241152421524315244152451524615247152481524915250152511525215253152541525515256152571525815259152601526115262152631526415265152661526715268152691527015271152721527315274152751527615277152781527915280152811528215283152841528515286152871528815289152901529115292152931529415295152961529715298152991530015301153021530315304153051530615307153081530915310153111531215313153141531515316153171531815319153201532115322153231532415325153261532715328153291533015331153321533315334153351533615337153381533915340153411534215343153441534515346153471534815349153501535115352153531535415355153561535715358153591536015361153621536315364153651536615367153681536915370153711537215373153741537515376153771537815379153801538115382153831538415385153861538715388153891539015391153921539315394153951539615397153981539915400154011540215403154041540515406154071540815409154101541115412154131541415415154161541715418154191542015421154221542315424154251542615427154281542915430154311543215433154341543515436154371543815439154401544115442154431544415445154461544715448154491545015451154521545315454154551545615457154581545915460154611546215463154641546515466154671546815469154701547115472154731547415475154761547715478154791548015481154821548315484154851548615487154881548915490154911549215493154941549515496154971549815499155001550115502155031550415505155061550715508155091551015511155121551315514155151551615517155181551915520155211552215523155241552515526155271552815529155301553115532155331553415535155361553715538155391554015541155421554315544155451554615547155481554915550155511555215553155541555515556155571555815559155601556115562155631556415565155661556715568155691557015571155721557315574155751557615577155781557915580155811558215583155841558515586155871558815589155901559115592155931559415595155961559715598155991560015601156021560315604156051560615607156081560915610156111561215613156141561515616156171561815619156201562115622156231562415625156261562715628156291563015631156321563315634156351563615637156381563915640156411564215643156441564515646156471564815649156501565115652156531565415655156561565715658156591566015661156621566315664156651566615667156681566915670156711567215673156741567515676156771567815679156801568115682156831568415685156861568715688156891569015691156921569315694156951569615697156981569915700157011570215703157041570515706157071570815709157101571115712157131571415715157161571715718157191572015721157221572315724157251572615727157281572915730157311573215733157341573515736157371573815739157401574115742157431574415745157461574715748157491575015751157521575315754157551575615757157581575915760157611576215763157641576515766157671576815769157701577115772157731577415775157761577715778157791578015781157821578315784157851578615787157881578915790157911579215793157941579515796157971579815799158001580115802158031580415805158061580715808158091581015811158121581315814158151581615817158181581915820158211582215823158241582515826158271582815829158301583115832158331583415835158361583715838158391584015841158421584315844158451584615847158481584915850158511585215853158541585515856158571585815859158601586115862158631586415865158661586715868158691587015871158721587315874158751587615877158781587915880158811588215883158841588515886158871588815889158901589115892158931589415895158961589715898158991590015901159021590315904159051590615907159081590915910159111591215913159141591515916159171591815919159201592115922159231592415925159261592715928159291593015931159321593315934159351593615937159381593915940159411594215943159441594515946159471594815949159501595115952159531595415955159561595715958159591596015961159621596315964159651596615967159681596915970159711597215973159741597515976159771597815979159801598115982159831598415985159861598715988159891599015991159921599315994159951599615997159981599916000160011600216003160041600516006160071600816009160101601116012160131601416015160161601716018160191602016021160221602316024160251602616027160281602916030160311603216033160341603516036160371603816039160401604116042160431604416045160461604716048160491605016051160521605316054160551605616057160581605916060160611606216063160641606516066160671606816069160701607116072160731607416075160761607716078160791608016081160821608316084160851608616087160881608916090160911609216093160941609516096160971609816099161001610116102161031610416105161061610716108161091611016111161121611316114161151611616117161181611916120161211612216123161241612516126161271612816129161301613116132161331613416135161361613716138161391614016141161421614316144161451614616147161481614916150161511615216153161541615516156161571615816159161601616116162161631616416165161661616716168161691617016171161721617316174161751617616177161781617916180161811618216183161841618516186161871618816189161901619116192161931619416195161961619716198161991620016201162021620316204162051620616207162081620916210162111621216213162141621516216162171621816219162201622116222162231622416225162261622716228162291623016231162321623316234162351623616237162381623916240162411624216243162441624516246162471624816249162501625116252162531625416255162561625716258162591626016261162621626316264162651626616267162681626916270162711627216273162741627516276162771627816279162801628116282162831628416285162861628716288162891629016291162921629316294162951629616297162981629916300163011630216303163041630516306163071630816309163101631116312163131631416315163161631716318163191632016321163221632316324163251632616327163281632916330163311633216333163341633516336163371633816339163401634116342163431634416345163461634716348163491635016351163521635316354163551635616357163581635916360163611636216363163641636516366163671636816369163701637116372163731637416375163761637716378163791638016381163821638316384163851638616387163881638916390163911639216393163941639516396163971639816399164001640116402164031640416405164061640716408164091641016411164121641316414164151641616417164181641916420164211642216423164241642516426164271642816429164301643116432164331643416435164361643716438164391644016441164421644316444164451644616447164481644916450164511645216453164541645516456164571645816459164601646116462164631646416465164661646716468164691647016471164721647316474164751647616477164781647916480164811648216483164841648516486164871648816489164901649116492164931649416495164961649716498164991650016501165021650316504165051650616507165081650916510165111651216513165141651516516165171651816519165201652116522165231652416525165261652716528165291653016531165321653316534165351653616537165381653916540165411654216543165441654516546165471654816549165501655116552165531655416555165561655716558165591656016561165621656316564165651656616567165681656916570165711657216573165741657516576165771657816579165801658116582165831658416585165861658716588165891659016591165921659316594165951659616597165981659916600166011660216603166041660516606166071660816609166101661116612166131661416615166161661716618166191662016621166221662316624166251662616627166281662916630166311663216633166341663516636166371663816639166401664116642166431664416645166461664716648166491665016651166521665316654166551665616657166581665916660166611666216663166641666516666166671666816669166701667116672166731667416675166761667716678166791668016681166821668316684166851668616687166881668916690166911669216693166941669516696166971669816699167001670116702167031670416705167061670716708167091671016711167121671316714167151671616717167181671916720167211672216723167241672516726167271672816729167301673116732167331673416735167361673716738167391674016741167421674316744167451674616747167481674916750167511675216753167541675516756167571675816759167601676116762167631676416765167661676716768167691677016771167721677316774167751677616777167781677916780167811678216783167841678516786167871678816789167901679116792167931679416795167961679716798167991680016801168021680316804168051680616807168081680916810168111681216813168141681516816168171681816819168201682116822168231682416825168261682716828168291683016831168321683316834168351683616837168381683916840168411684216843168441684516846168471684816849168501685116852168531685416855168561685716858168591686016861168621686316864168651686616867168681686916870168711687216873168741687516876168771687816879168801688116882168831688416885168861688716888168891689016891168921689316894168951689616897168981689916900169011690216903169041690516906169071690816909169101691116912169131691416915169161691716918169191692016921169221692316924169251692616927169281692916930169311693216933169341693516936169371693816939169401694116942169431694416945169461694716948169491695016951169521695316954169551695616957169581695916960169611696216963169641696516966169671696816969169701697116972169731697416975169761697716978169791698016981169821698316984169851698616987169881698916990169911699216993169941699516996169971699816999170001700117002170031700417005170061700717008170091701017011170121701317014170151701617017170181701917020170211702217023170241702517026170271702817029170301703117032170331703417035170361703717038170391704017041170421704317044170451704617047170481704917050170511705217053170541705517056170571705817059170601706117062170631706417065170661706717068170691707017071170721707317074170751707617077170781707917080170811708217083170841708517086170871708817089170901709117092170931709417095170961709717098170991710017101171021710317104171051710617107171081710917110171111711217113171141711517116171171711817119171201712117122171231712417125171261712717128171291713017131171321713317134171351713617137171381713917140171411714217143171441714517146171471714817149171501715117152171531715417155171561715717158171591716017161171621716317164171651716617167171681716917170171711717217173171741717517176171771717817179171801718117182171831718417185171861718717188171891719017191171921719317194171951719617197171981719917200172011720217203172041720517206172071720817209172101721117212172131721417215172161721717218172191722017221172221722317224172251722617227172281722917230172311723217233172341723517236172371723817239172401724117242172431724417245172461724717248172491725017251172521725317254172551725617257172581725917260172611726217263172641726517266172671726817269172701727117272172731727417275172761727717278172791728017281172821728317284172851728617287172881728917290172911729217293172941729517296172971729817299173001730117302173031730417305173061730717308173091731017311173121731317314173151731617317173181731917320173211732217323173241732517326173271732817329173301733117332173331733417335173361733717338173391734017341173421734317344173451734617347173481734917350173511735217353173541735517356173571735817359173601736117362173631736417365173661736717368173691737017371173721737317374173751737617377173781737917380173811738217383173841738517386173871738817389173901739117392173931739417395173961739717398173991740017401174021740317404174051740617407174081740917410174111741217413174141741517416174171741817419174201742117422174231742417425174261742717428174291743017431174321743317434174351743617437174381743917440174411744217443174441744517446174471744817449174501745117452174531745417455174561745717458174591746017461174621746317464174651746617467174681746917470174711747217473174741747517476174771747817479174801748117482174831748417485174861748717488174891749017491174921749317494174951749617497174981749917500175011750217503175041750517506175071750817509175101751117512175131751417515175161751717518175191752017521175221752317524175251752617527175281752917530175311753217533175341753517536175371753817539175401754117542175431754417545175461754717548175491755017551175521755317554175551755617557175581755917560175611756217563175641756517566175671756817569175701757117572175731757417575175761757717578175791758017581175821758317584175851758617587175881758917590175911759217593175941759517596175971759817599176001760117602176031760417605176061760717608176091761017611176121761317614176151761617617176181761917620176211762217623176241762517626176271762817629176301763117632176331763417635176361763717638176391764017641176421764317644176451764617647176481764917650176511765217653176541765517656176571765817659176601766117662176631766417665176661766717668176691767017671176721767317674176751767617677176781767917680176811768217683176841768517686176871768817689176901769117692176931769417695176961769717698176991770017701177021770317704177051770617707177081770917710177111771217713177141771517716177171771817719177201772117722177231772417725177261772717728177291773017731177321773317734177351773617737177381773917740177411774217743177441774517746177471774817749177501775117752177531775417755177561775717758177591776017761177621776317764177651776617767177681776917770177711777217773177741777517776177771777817779177801778117782177831778417785177861778717788177891779017791177921779317794177951779617797177981779917800178011780217803178041780517806178071780817809178101781117812178131781417815178161781717818178191782017821178221782317824178251782617827178281782917830178311783217833178341783517836178371783817839178401784117842178431784417845178461784717848178491785017851178521785317854178551785617857178581785917860178611786217863178641786517866178671786817869178701787117872178731787417875178761787717878178791788017881178821788317884178851788617887178881788917890178911789217893178941789517896178971789817899179001790117902179031790417905179061790717908179091791017911179121791317914179151791617917179181791917920179211792217923179241792517926179271792817929179301793117932179331793417935179361793717938179391794017941179421794317944179451794617947179481794917950179511795217953179541795517956179571795817959179601796117962179631796417965179661796717968179691797017971179721797317974179751797617977179781797917980179811798217983179841798517986179871798817989179901799117992179931799417995179961799717998179991800018001180021800318004180051800618007180081800918010180111801218013180141801518016180171801818019180201802118022180231802418025180261802718028180291803018031180321803318034180351803618037180381803918040180411804218043180441804518046180471804818049180501805118052180531805418055180561805718058180591806018061180621806318064180651806618067180681806918070180711807218073180741807518076180771807818079180801808118082180831808418085180861808718088180891809018091180921809318094180951809618097180981809918100181011810218103181041810518106181071810818109181101811118112181131811418115181161811718118181191812018121181221812318124181251812618127181281812918130181311813218133181341813518136181371813818139181401814118142181431814418145181461814718148181491815018151181521815318154181551815618157181581815918160181611816218163181641816518166181671816818169181701817118172181731817418175181761817718178181791818018181181821818318184181851818618187181881818918190181911819218193181941819518196181971819818199182001820118202182031820418205182061820718208182091821018211182121821318214182151821618217182181821918220182211822218223182241822518226182271822818229182301823118232182331823418235182361823718238182391824018241182421824318244182451824618247182481824918250182511825218253182541825518256182571825818259182601826118262182631826418265182661826718268182691827018271182721827318274182751827618277182781827918280182811828218283182841828518286182871828818289182901829118292182931829418295182961829718298182991830018301183021830318304183051830618307183081830918310183111831218313183141831518316183171831818319183201832118322183231832418325183261832718328183291833018331183321833318334183351833618337183381833918340183411834218343183441834518346183471834818349183501835118352183531835418355183561835718358183591836018361183621836318364183651836618367183681836918370183711837218373183741837518376183771837818379183801838118382183831838418385183861838718388183891839018391183921839318394183951839618397183981839918400184011840218403184041840518406184071840818409184101841118412184131841418415184161841718418184191842018421184221842318424184251842618427184281842918430184311843218433184341843518436184371843818439184401844118442184431844418445184461844718448184491845018451184521845318454184551845618457184581845918460184611846218463184641846518466184671846818469184701847118472184731847418475184761847718478184791848018481184821848318484184851848618487184881848918490184911849218493184941849518496184971849818499185001850118502185031850418505185061850718508185091851018511185121851318514185151851618517185181851918520185211852218523185241852518526185271852818529185301853118532185331853418535185361853718538185391854018541185421854318544185451854618547185481854918550185511855218553185541855518556185571855818559185601856118562185631856418565185661856718568185691857018571185721857318574185751857618577185781857918580185811858218583185841858518586185871858818589185901859118592185931859418595185961859718598185991860018601186021860318604186051860618607186081860918610186111861218613186141861518616186171861818619186201862118622186231862418625186261862718628186291863018631186321863318634186351863618637186381863918640186411864218643186441864518646186471864818649186501865118652186531865418655186561865718658186591866018661186621866318664186651866618667186681866918670186711867218673186741867518676186771867818679186801868118682186831868418685186861868718688186891869018691186921869318694186951869618697186981869918700187011870218703187041870518706187071870818709187101871118712187131871418715187161871718718187191872018721187221872318724187251872618727187281872918730187311873218733187341873518736187371873818739187401874118742187431874418745187461874718748187491875018751187521875318754187551875618757187581875918760187611876218763187641876518766187671876818769187701877118772187731877418775187761877718778187791878018781187821878318784187851878618787187881878918790187911879218793187941879518796187971879818799188001880118802188031880418805188061880718808188091881018811188121881318814188151881618817188181881918820188211882218823188241882518826188271882818829188301883118832188331883418835188361883718838188391884018841188421884318844188451884618847188481884918850188511885218853188541885518856188571885818859188601886118862188631886418865188661886718868188691887018871188721887318874188751887618877188781887918880188811888218883188841888518886188871888818889188901889118892188931889418895188961889718898188991890018901189021890318904189051890618907189081890918910189111891218913189141891518916189171891818919189201892118922189231892418925189261892718928189291893018931189321893318934189351893618937189381893918940189411894218943189441894518946189471894818949189501895118952189531895418955189561895718958189591896018961189621896318964189651896618967189681896918970189711897218973189741897518976189771897818979189801898118982189831898418985189861898718988189891899018991189921899318994189951899618997189981899919000190011900219003190041900519006190071900819009190101901119012190131901419015190161901719018190191902019021190221902319024190251902619027190281902919030190311903219033190341903519036190371903819039190401904119042190431904419045190461904719048190491905019051190521905319054190551905619057190581905919060190611906219063190641906519066190671906819069190701907119072190731907419075190761907719078190791908019081190821908319084190851908619087190881908919090190911909219093190941909519096190971909819099191001910119102191031910419105191061910719108191091911019111191121911319114191151911619117191181911919120191211912219123191241912519126191271912819129191301913119132191331913419135191361913719138191391914019141191421914319144191451914619147191481914919150191511915219153191541915519156191571915819159191601916119162191631916419165191661916719168191691917019171191721917319174191751917619177191781917919180191811918219183191841918519186191871918819189191901919119192191931919419195191961919719198191991920019201192021920319204192051920619207192081920919210192111921219213192141921519216192171921819219192201922119222192231922419225192261922719228192291923019231192321923319234192351923619237192381923919240192411924219243192441924519246192471924819249192501925119252192531925419255192561925719258192591926019261192621926319264192651926619267192681926919270192711927219273192741927519276192771927819279192801928119282192831928419285192861928719288192891929019291192921929319294192951929619297192981929919300193011930219303193041930519306193071930819309193101931119312193131931419315193161931719318193191932019321193221932319324193251932619327193281932919330193311933219333193341933519336193371933819339193401934119342193431934419345193461934719348193491935019351193521935319354193551935619357193581935919360193611936219363193641936519366193671936819369193701937119372193731937419375193761937719378193791938019381193821938319384193851938619387193881938919390193911939219393193941939519396193971939819399194001940119402194031940419405194061940719408194091941019411194121941319414194151941619417194181941919420194211942219423194241942519426194271942819429194301943119432194331943419435194361943719438194391944019441194421944319444194451944619447194481944919450194511945219453194541945519456194571945819459194601946119462194631946419465194661946719468194691947019471194721947319474194751947619477194781947919480194811948219483194841948519486194871948819489194901949119492194931949419495194961949719498194991950019501195021950319504195051950619507195081950919510195111951219513195141951519516195171951819519195201952119522195231952419525195261952719528195291953019531195321953319534195351953619537195381953919540195411954219543195441954519546195471954819549195501955119552195531955419555195561955719558195591956019561195621956319564195651956619567195681956919570195711957219573195741957519576195771957819579195801958119582195831958419585195861958719588195891959019591195921959319594195951959619597195981959919600196011960219603196041960519606196071960819609196101961119612196131961419615196161961719618196191962019621196221962319624196251962619627196281962919630196311963219633196341963519636196371963819639196401964119642196431964419645196461964719648196491965019651196521965319654196551965619657196581965919660196611966219663196641966519666196671966819669196701967119672196731967419675196761967719678196791968019681196821968319684196851968619687196881968919690196911969219693196941969519696196971969819699197001970119702197031970419705197061970719708197091971019711197121971319714197151971619717197181971919720197211972219723197241972519726197271972819729197301973119732197331973419735197361973719738197391974019741197421974319744197451974619747197481974919750197511975219753197541975519756197571975819759197601976119762197631976419765197661976719768197691977019771197721977319774197751977619777197781977919780197811978219783197841978519786197871978819789197901979119792197931979419795197961979719798197991980019801198021980319804198051980619807198081980919810198111981219813198141981519816198171981819819198201982119822198231982419825198261982719828198291983019831198321983319834198351983619837198381983919840198411984219843198441984519846198471984819849198501985119852198531985419855198561985719858198591986019861198621986319864198651986619867198681986919870198711987219873198741987519876198771987819879198801988119882198831988419885198861988719888198891989019891198921989319894198951989619897198981989919900199011990219903199041990519906199071990819909199101991119912199131991419915199161991719918199191992019921199221992319924199251992619927199281992919930199311993219933199341993519936199371993819939199401994119942199431994419945199461994719948199491995019951199521995319954199551995619957199581995919960199611996219963199641996519966199671996819969199701997119972199731997419975199761997719978199791998019981199821998319984199851998619987199881998919990199911999219993199941999519996199971999819999200002000120002200032000420005200062000720008200092001020011200122001320014200152001620017200182001920020200212002220023200242002520026200272002820029200302003120032200332003420035200362003720038200392004020041200422004320044200452004620047200482004920050200512005220053200542005520056200572005820059200602006120062200632006420065200662006720068200692007020071200722007320074200752007620077200782007920080200812008220083200842008520086200872008820089200902009120092200932009420095200962009720098200992010020101201022010320104201052010620107201082010920110201112011220113201142011520116201172011820119201202012120122201232012420125201262012720128201292013020131201322013320134201352013620137201382013920140201412014220143201442014520146201472014820149201502015120152201532015420155201562015720158201592016020161201622016320164201652016620167201682016920170201712017220173201742017520176201772017820179201802018120182201832018420185201862018720188201892019020191201922019320194201952019620197201982019920200202012020220203202042020520206202072020820209202102021120212202132021420215202162021720218202192022020221202222022320224202252022620227202282022920230202312023220233202342023520236202372023820239202402024120242202432024420245202462024720248202492025020251202522025320254202552025620257202582025920260202612026220263202642026520266202672026820269202702027120272202732027420275202762027720278202792028020281202822028320284202852028620287202882028920290202912029220293202942029520296202972029820299203002030120302203032030420305203062030720308203092031020311203122031320314203152031620317203182031920320203212032220323203242032520326203272032820329203302033120332203332033420335203362033720338203392034020341203422034320344203452034620347203482034920350203512035220353203542035520356203572035820359203602036120362203632036420365203662036720368203692037020371203722037320374203752037620377203782037920380203812038220383203842038520386203872038820389203902039120392203932039420395203962039720398203992040020401204022040320404204052040620407204082040920410204112041220413204142041520416204172041820419204202042120422204232042420425204262042720428204292043020431204322043320434204352043620437204382043920440204412044220443204442044520446204472044820449204502045120452204532045420455204562045720458204592046020461204622046320464204652046620467204682046920470204712047220473204742047520476204772047820479204802048120482204832048420485204862048720488204892049020491204922049320494204952049620497204982049920500205012050220503205042050520506205072050820509205102051120512205132051420515205162051720518205192052020521205222052320524205252052620527205282052920530205312053220533205342053520536205372053820539205402054120542205432054420545205462054720548205492055020551205522055320554205552055620557205582055920560205612056220563205642056520566205672056820569205702057120572205732057420575205762057720578205792058020581205822058320584205852058620587205882058920590205912059220593205942059520596205972059820599206002060120602206032060420605206062060720608206092061020611206122061320614206152061620617206182061920620206212062220623206242062520626206272062820629206302063120632206332063420635206362063720638206392064020641206422064320644206452064620647206482064920650206512065220653206542065520656206572065820659206602066120662206632066420665206662066720668206692067020671206722067320674206752067620677206782067920680206812068220683206842068520686206872068820689206902069120692206932069420695206962069720698206992070020701207022070320704207052070620707207082070920710207112071220713207142071520716207172071820719207202072120722207232072420725207262072720728207292073020731207322073320734207352073620737207382073920740207412074220743207442074520746207472074820749207502075120752207532075420755207562075720758207592076020761207622076320764207652076620767207682076920770207712077220773207742077520776207772077820779207802078120782207832078420785207862078720788207892079020791207922079320794207952079620797207982079920800208012080220803208042080520806208072080820809208102081120812208132081420815208162081720818208192082020821208222082320824208252082620827208282082920830208312083220833208342083520836208372083820839208402084120842208432084420845208462084720848208492085020851208522085320854208552085620857208582085920860208612086220863208642086520866208672086820869208702087120872208732087420875208762087720878208792088020881208822088320884208852088620887208882088920890208912089220893208942089520896208972089820899209002090120902209032090420905209062090720908209092091020911209122091320914209152091620917209182091920920209212092220923209242092520926209272092820929209302093120932209332093420935209362093720938209392094020941209422094320944209452094620947209482094920950209512095220953209542095520956209572095820959209602096120962209632096420965209662096720968209692097020971209722097320974209752097620977209782097920980209812098220983209842098520986209872098820989209902099120992209932099420995209962099720998209992100021001210022100321004210052100621007210082100921010210112101221013210142101521016210172101821019210202102121022210232102421025210262102721028210292103021031210322103321034210352103621037210382103921040210412104221043210442104521046210472104821049210502105121052210532105421055210562105721058210592106021061210622106321064210652106621067210682106921070210712107221073210742107521076210772107821079210802108121082210832108421085210862108721088210892109021091210922109321094210952109621097210982109921100211012110221103211042110521106211072110821109211102111121112211132111421115211162111721118211192112021121211222112321124211252112621127211282112921130211312113221133211342113521136211372113821139211402114121142211432114421145211462114721148211492115021151211522115321154211552115621157211582115921160211612116221163211642116521166211672116821169211702117121172211732117421175211762117721178211792118021181211822118321184211852118621187211882118921190211912119221193211942119521196211972119821199212002120121202212032120421205212062120721208212092121021211212122121321214212152121621217212182121921220212212122221223212242122521226212272122821229212302123121232212332123421235212362123721238212392124021241212422124321244212452124621247212482124921250212512125221253212542125521256212572125821259212602126121262212632126421265212662126721268212692127021271212722127321274212752127621277212782127921280212812128221283212842128521286212872128821289212902129121292212932129421295212962129721298212992130021301213022130321304213052130621307213082130921310213112131221313213142131521316213172131821319213202132121322213232132421325213262132721328213292133021331213322133321334213352133621337213382133921340213412134221343213442134521346213472134821349213502135121352213532135421355213562135721358213592136021361213622136321364213652136621367213682136921370213712137221373213742137521376213772137821379213802138121382213832138421385213862138721388213892139021391213922139321394213952139621397213982139921400214012140221403214042140521406214072140821409214102141121412214132141421415214162141721418214192142021421214222142321424214252142621427214282142921430214312143221433214342143521436214372143821439214402144121442214432144421445214462144721448214492145021451214522145321454214552145621457214582145921460214612146221463214642146521466214672146821469214702147121472214732147421475214762147721478214792148021481214822148321484214852148621487214882148921490214912149221493214942149521496214972149821499215002150121502215032150421505215062150721508215092151021511215122151321514215152151621517215182151921520215212152221523215242152521526215272152821529215302153121532215332153421535215362153721538215392154021541215422154321544215452154621547215482154921550215512155221553215542155521556215572155821559215602156121562215632156421565215662156721568215692157021571215722157321574215752157621577215782157921580215812158221583215842158521586215872158821589215902159121592215932159421595215962159721598215992160021601216022160321604216052160621607216082160921610216112161221613216142161521616216172161821619216202162121622216232162421625216262162721628216292163021631216322163321634216352163621637216382163921640216412164221643216442164521646216472164821649216502165121652216532165421655216562165721658216592166021661216622166321664216652166621667216682166921670216712167221673216742167521676216772167821679216802168121682216832168421685216862168721688216892169021691216922169321694216952169621697216982169921700217012170221703217042170521706217072170821709217102171121712217132171421715217162171721718217192172021721217222172321724217252172621727217282172921730217312173221733217342173521736217372173821739217402174121742217432174421745217462174721748217492175021751217522175321754217552175621757217582175921760217612176221763217642176521766217672176821769217702177121772217732177421775217762177721778217792178021781217822178321784217852178621787217882178921790217912179221793217942179521796217972179821799218002180121802218032180421805218062180721808218092181021811218122181321814218152181621817218182181921820218212182221823218242182521826218272182821829218302183121832218332183421835218362183721838218392184021841218422184321844218452184621847218482184921850218512185221853218542185521856218572185821859218602186121862218632186421865218662186721868218692187021871218722187321874218752187621877218782187921880218812188221883218842188521886218872188821889218902189121892218932189421895218962189721898218992190021901219022190321904219052190621907219082190921910219112191221913219142191521916219172191821919219202192121922219232192421925219262192721928219292193021931219322193321934219352193621937219382193921940219412194221943219442194521946219472194821949219502195121952219532195421955219562195721958219592196021961219622196321964219652196621967219682196921970219712197221973219742197521976219772197821979219802198121982219832198421985219862198721988219892199021991219922199321994219952199621997219982199922000220012200222003220042200522006220072200822009220102201122012220132201422015220162201722018220192202022021220222202322024220252202622027220282202922030220312203222033220342203522036220372203822039220402204122042220432204422045220462204722048220492205022051220522205322054220552205622057220582205922060220612206222063220642206522066220672206822069220702207122072220732207422075220762207722078220792208022081220822208322084220852208622087220882208922090220912209222093220942209522096220972209822099221002210122102221032210422105221062210722108221092211022111221122211322114221152211622117221182211922120221212212222123221242212522126221272212822129221302213122132221332213422135221362213722138221392214022141221422214322144221452214622147221482214922150221512215222153221542215522156221572215822159221602216122162221632216422165221662216722168221692217022171221722217322174221752217622177221782217922180221812218222183221842218522186221872218822189221902219122192221932219422195221962219722198221992220022201222022220322204222052220622207222082220922210222112221222213222142221522216222172221822219222202222122222222232222422225222262222722228222292223022231222322223322234222352223622237222382223922240222412224222243222442224522246222472224822249222502225122252222532225422255222562225722258222592226022261222622226322264222652226622267222682226922270222712227222273222742227522276222772227822279222802228122282222832228422285222862228722288222892229022291222922229322294222952229622297222982229922300223012230222303223042230522306223072230822309223102231122312223132231422315223162231722318223192232022321223222232322324223252232622327223282232922330223312233222333223342233522336223372233822339223402234122342223432234422345223462234722348223492235022351223522235322354223552235622357223582235922360223612236222363223642236522366223672236822369223702237122372223732237422375223762237722378223792238022381223822238322384223852238622387223882238922390223912239222393223942239522396223972239822399224002240122402224032240422405224062240722408224092241022411224122241322414224152241622417224182241922420224212242222423224242242522426224272242822429224302243122432224332243422435224362243722438224392244022441224422244322444224452244622447224482244922450224512245222453224542245522456224572245822459224602246122462224632246422465224662246722468224692247022471224722247322474224752247622477224782247922480224812248222483224842248522486224872248822489224902249122492224932249422495224962249722498224992250022501225022250322504225052250622507225082250922510225112251222513225142251522516225172251822519225202252122522225232252422525225262252722528225292253022531225322253322534225352253622537225382253922540225412254222543225442254522546225472254822549225502255122552225532255422555225562255722558225592256022561225622256322564225652256622567225682256922570225712257222573225742257522576225772257822579225802258122582225832258422585225862258722588225892259022591225922259322594225952259622597225982259922600226012260222603226042260522606226072260822609226102261122612226132261422615226162261722618226192262022621226222262322624226252262622627226282262922630226312263222633226342263522636226372263822639226402264122642226432264422645226462264722648226492265022651226522265322654226552265622657226582265922660226612266222663226642266522666226672266822669226702267122672226732267422675226762267722678226792268022681226822268322684226852268622687226882268922690226912269222693226942269522696226972269822699227002270122702227032270422705227062270722708227092271022711227122271322714227152271622717227182271922720227212272222723227242272522726227272272822729227302273122732227332273422735227362273722738227392274022741227422274322744227452274622747227482274922750227512275222753227542275522756227572275822759227602276122762227632276422765227662276722768227692277022771227722277322774227752277622777227782277922780227812278222783227842278522786227872278822789227902279122792227932279422795227962279722798227992280022801228022280322804228052280622807228082280922810228112281222813228142281522816228172281822819228202282122822228232282422825228262282722828228292283022831228322283322834228352283622837228382283922840228412284222843228442284522846228472284822849228502285122852228532285422855228562285722858228592286022861228622286322864228652286622867228682286922870228712287222873228742287522876228772287822879228802288122882228832288422885228862288722888228892289022891228922289322894228952289622897228982289922900229012290222903229042290522906229072290822909229102291122912229132291422915229162291722918229192292022921229222292322924229252292622927229282292922930229312293222933229342293522936229372293822939229402294122942229432294422945229462294722948229492295022951229522295322954229552295622957229582295922960229612296222963229642296522966229672296822969229702297122972229732297422975229762297722978229792298022981229822298322984229852298622987229882298922990229912299222993229942299522996229972299822999230002300123002230032300423005230062300723008230092301023011230122301323014230152301623017230182301923020230212302223023230242302523026230272302823029230302303123032230332303423035230362303723038230392304023041230422304323044230452304623047230482304923050230512305223053230542305523056230572305823059230602306123062230632306423065230662306723068230692307023071230722307323074230752307623077230782307923080230812308223083230842308523086230872308823089230902309123092230932309423095230962309723098230992310023101231022310323104231052310623107231082310923110231112311223113231142311523116231172311823119231202312123122231232312423125231262312723128231292313023131231322313323134231352313623137231382313923140231412314223143231442314523146231472314823149231502315123152231532315423155231562315723158231592316023161231622316323164231652316623167231682316923170231712317223173231742317523176231772317823179231802318123182231832318423185231862318723188231892319023191231922319323194231952319623197231982319923200232012320223203232042320523206232072320823209232102321123212232132321423215232162321723218232192322023221232222322323224232252322623227232282322923230232312323223233232342323523236232372323823239232402324123242232432324423245232462324723248232492325023251232522325323254232552325623257232582325923260232612326223263232642326523266232672326823269232702327123272232732327423275232762327723278232792328023281232822328323284232852328623287232882328923290232912329223293232942329523296232972329823299233002330123302233032330423305233062330723308233092331023311233122331323314233152331623317233182331923320233212332223323233242332523326233272332823329233302333123332233332333423335233362333723338233392334023341233422334323344233452334623347233482334923350233512335223353233542335523356233572335823359233602336123362233632336423365233662336723368233692337023371233722337323374233752337623377233782337923380233812338223383233842338523386233872338823389233902339123392233932339423395233962339723398233992340023401234022340323404234052340623407234082340923410234112341223413234142341523416234172341823419234202342123422234232342423425234262342723428234292343023431234322343323434234352343623437234382343923440234412344223443234442344523446234472344823449234502345123452234532345423455234562345723458234592346023461234622346323464234652346623467234682346923470234712347223473234742347523476234772347823479234802348123482234832348423485234862348723488234892349023491234922349323494234952349623497234982349923500235012350223503235042350523506235072350823509235102351123512235132351423515235162351723518235192352023521235222352323524235252352623527235282352923530235312353223533235342353523536235372353823539235402354123542235432354423545235462354723548235492355023551235522355323554235552355623557235582355923560235612356223563235642356523566235672356823569235702357123572235732357423575235762357723578235792358023581235822358323584235852358623587235882358923590235912359223593235942359523596235972359823599236002360123602236032360423605236062360723608236092361023611236122361323614236152361623617236182361923620236212362223623236242362523626236272362823629236302363123632236332363423635236362363723638236392364023641236422364323644236452364623647236482364923650236512365223653236542365523656236572365823659236602366123662236632366423665236662366723668236692367023671236722367323674236752367623677236782367923680236812368223683236842368523686236872368823689236902369123692236932369423695236962369723698236992370023701237022370323704237052370623707237082370923710237112371223713237142371523716237172371823719237202372123722237232372423725237262372723728237292373023731237322373323734237352373623737237382373923740237412374223743237442374523746237472374823749237502375123752237532375423755237562375723758237592376023761237622376323764237652376623767237682376923770237712377223773237742377523776237772377823779237802378123782237832378423785237862378723788237892379023791237922379323794237952379623797237982379923800238012380223803238042380523806238072380823809238102381123812238132381423815238162381723818238192382023821238222382323824238252382623827238282382923830238312383223833238342383523836238372383823839238402384123842238432384423845238462384723848238492385023851238522385323854238552385623857238582385923860238612386223863238642386523866238672386823869238702387123872238732387423875238762387723878238792388023881238822388323884238852388623887238882388923890238912389223893238942389523896238972389823899239002390123902239032390423905239062390723908239092391023911239122391323914239152391623917239182391923920239212392223923239242392523926239272392823929239302393123932239332393423935239362393723938239392394023941239422394323944239452394623947239482394923950239512395223953239542395523956239572395823959239602396123962239632396423965239662396723968239692397023971239722397323974239752397623977239782397923980239812398223983239842398523986239872398823989239902399123992239932399423995239962399723998239992400024001240022400324004240052400624007240082400924010240112401224013240142401524016240172401824019240202402124022240232402424025240262402724028240292403024031240322403324034240352403624037240382403924040240412404224043240442404524046240472404824049240502405124052240532405424055240562405724058240592406024061240622406324064240652406624067240682406924070240712407224073240742407524076240772407824079240802408124082240832408424085240862408724088240892409024091240922409324094240952409624097240982409924100241012410224103241042410524106241072410824109241102411124112241132411424115241162411724118241192412024121241222412324124241252412624127241282412924130241312413224133241342413524136241372413824139241402414124142241432414424145241462414724148241492415024151241522415324154241552415624157241582415924160241612416224163241642416524166241672416824169241702417124172241732417424175241762417724178241792418024181241822418324184241852418624187241882418924190241912419224193241942419524196241972419824199242002420124202242032420424205242062420724208242092421024211242122421324214242152421624217242182421924220242212422224223242242422524226242272422824229242302423124232242332423424235242362423724238242392424024241242422424324244242452424624247242482424924250242512425224253242542425524256242572425824259242602426124262242632426424265242662426724268242692427024271242722427324274242752427624277242782427924280242812428224283242842428524286242872428824289242902429124292242932429424295242962429724298242992430024301243022430324304243052430624307243082430924310243112431224313243142431524316243172431824319243202432124322243232432424325243262432724328243292433024331243322433324334243352433624337243382433924340243412434224343243442434524346243472434824349243502435124352243532435424355243562435724358243592436024361243622436324364243652436624367243682436924370243712437224373243742437524376243772437824379243802438124382243832438424385243862438724388243892439024391243922439324394243952439624397243982439924400244012440224403244042440524406244072440824409244102441124412244132441424415244162441724418244192442024421244222442324424244252442624427244282442924430244312443224433244342443524436244372443824439244402444124442244432444424445244462444724448244492445024451244522445324454244552445624457244582445924460244612446224463244642446524466244672446824469244702447124472244732447424475244762447724478244792448024481244822448324484244852448624487244882448924490244912449224493244942449524496244972449824499245002450124502245032450424505245062450724508245092451024511245122451324514245152451624517245182451924520245212452224523245242452524526245272452824529245302453124532245332453424535245362453724538245392454024541245422454324544245452454624547245482454924550245512455224553245542455524556245572455824559245602456124562245632456424565245662456724568245692457024571245722457324574245752457624577245782457924580245812458224583245842458524586245872458824589245902459124592245932459424595245962459724598245992460024601246022460324604246052460624607246082460924610246112461224613246142461524616246172461824619246202462124622246232462424625246262462724628246292463024631246322463324634246352463624637246382463924640246412464224643246442464524646246472464824649246502465124652246532465424655246562465724658246592466024661246622466324664246652466624667246682466924670246712467224673246742467524676246772467824679246802468124682246832468424685246862468724688246892469024691246922469324694246952469624697246982469924700247012470224703247042470524706247072470824709247102471124712247132471424715247162471724718247192472024721247222472324724247252472624727247282472924730247312473224733247342473524736247372473824739247402474124742247432474424745247462474724748247492475024751247522475324754247552475624757247582475924760247612476224763247642476524766247672476824769247702477124772247732477424775247762477724778247792478024781247822478324784247852478624787247882478924790247912479224793247942479524796247972479824799248002480124802248032480424805248062480724808248092481024811248122481324814248152481624817248182481924820248212482224823248242482524826248272482824829248302483124832248332483424835248362483724838248392484024841248422484324844248452484624847248482484924850248512485224853248542485524856248572485824859248602486124862248632486424865248662486724868248692487024871248722487324874248752487624877248782487924880248812488224883248842488524886248872488824889248902489124892248932489424895248962489724898248992490024901249022490324904249052490624907249082490924910249112491224913249142491524916249172491824919249202492124922249232492424925249262492724928249292493024931249322493324934249352493624937249382493924940249412494224943249442494524946249472494824949249502495124952249532495424955249562495724958249592496024961249622496324964249652496624967249682496924970249712497224973249742497524976249772497824979249802498124982249832498424985249862498724988249892499024991249922499324994249952499624997249982499925000250012500225003250042500525006250072500825009250102501125012250132501425015250162501725018250192502025021250222502325024250252502625027250282502925030250312503225033250342503525036250372503825039250402504125042250432504425045250462504725048250492505025051250522505325054250552505625057250582505925060250612506225063250642506525066250672506825069250702507125072250732507425075250762507725078250792508025081250822508325084250852508625087250882508925090250912509225093250942509525096250972509825099251002510125102251032510425105251062510725108251092511025111251122511325114251152511625117251182511925120251212512225123251242512525126251272512825129251302513125132251332513425135251362513725138251392514025141251422514325144251452514625147251482514925150251512515225153251542515525156251572515825159251602516125162251632516425165251662516725168251692517025171251722517325174251752517625177251782517925180251812518225183251842518525186251872518825189251902519125192251932519425195251962519725198251992520025201252022520325204252052520625207252082520925210252112521225213252142521525216252172521825219252202522125222252232522425225252262522725228252292523025231252322523325234252352523625237252382523925240252412524225243252442524525246252472524825249252502525125252252532525425255252562525725258252592526025261252622526325264252652526625267252682526925270252712527225273252742527525276252772527825279252802528125282252832528425285252862528725288252892529025291252922529325294252952529625297252982529925300253012530225303253042530525306253072530825309253102531125312253132531425315253162531725318253192532025321253222532325324253252532625327253282532925330253312533225333253342533525336253372533825339253402534125342253432534425345253462534725348253492535025351253522535325354253552535625357253582535925360253612536225363253642536525366253672536825369253702537125372253732537425375253762537725378253792538025381253822538325384253852538625387253882538925390253912539225393253942539525396253972539825399254002540125402254032540425405254062540725408254092541025411254122541325414254152541625417254182541925420254212542225423254242542525426254272542825429254302543125432254332543425435254362543725438254392544025441254422544325444254452544625447254482544925450254512545225453254542545525456254572545825459254602546125462254632546425465254662546725468254692547025471254722547325474254752547625477254782547925480254812548225483254842548525486254872548825489254902549125492254932549425495254962549725498254992550025501255022550325504255052550625507255082550925510255112551225513255142551525516255172551825519255202552125522255232552425525255262552725528255292553025531255322553325534255352553625537255382553925540255412554225543255442554525546255472554825549255502555125552255532555425555255562555725558255592556025561255622556325564255652556625567255682556925570255712557225573255742557525576255772557825579255802558125582255832558425585255862558725588255892559025591255922559325594255952559625597255982559925600256012560225603256042560525606256072560825609256102561125612256132561425615256162561725618256192562025621256222562325624256252562625627256282562925630256312563225633256342563525636256372563825639256402564125642256432564425645256462564725648256492565025651256522565325654256552565625657256582565925660256612566225663256642566525666256672566825669256702567125672256732567425675256762567725678256792568025681256822568325684256852568625687256882568925690256912569225693256942569525696256972569825699257002570125702257032570425705257062570725708257092571025711257122571325714257152571625717257182571925720257212572225723257242572525726257272572825729257302573125732257332573425735257362573725738257392574025741257422574325744257452574625747257482574925750257512575225753257542575525756257572575825759257602576125762257632576425765257662576725768257692577025771257722577325774257752577625777257782577925780257812578225783257842578525786257872578825789257902579125792257932579425795257962579725798257992580025801258022580325804258052580625807258082580925810258112581225813258142581525816258172581825819258202582125822258232582425825258262582725828258292583025831258322583325834258352583625837258382583925840258412584225843258442584525846258472584825849258502585125852258532585425855258562585725858258592586025861258622586325864258652586625867258682586925870258712587225873258742587525876258772587825879258802588125882258832588425885258862588725888258892589025891258922589325894258952589625897258982589925900259012590225903259042590525906259072590825909259102591125912259132591425915259162591725918259192592025921259222592325924259252592625927259282592925930259312593225933259342593525936259372593825939259402594125942259432594425945259462594725948259492595025951259522595325954259552595625957259582595925960259612596225963259642596525966259672596825969259702597125972259732597425975259762597725978259792598025981259822598325984259852598625987259882598925990259912599225993259942599525996259972599825999260002600126002260032600426005260062600726008260092601026011260122601326014260152601626017260182601926020260212602226023260242602526026260272602826029260302603126032260332603426035260362603726038260392604026041260422604326044260452604626047260482604926050260512605226053260542605526056260572605826059260602606126062260632606426065260662606726068260692607026071260722607326074260752607626077260782607926080260812608226083260842608526086260872608826089260902609126092260932609426095260962609726098260992610026101261022610326104261052610626107261082610926110261112611226113261142611526116261172611826119261202612126122261232612426125261262612726128261292613026131261322613326134261352613626137261382613926140261412614226143261442614526146261472614826149261502615126152261532615426155261562615726158261592616026161261622616326164261652616626167261682616926170261712617226173261742617526176261772617826179261802618126182261832618426185261862618726188261892619026191261922619326194261952619626197261982619926200262012620226203262042620526206262072620826209262102621126212262132621426215262162621726218262192622026221262222622326224262252622626227262282622926230262312623226233262342623526236262372623826239262402624126242262432624426245262462624726248262492625026251262522625326254262552625626257262582625926260262612626226263262642626526266262672626826269262702627126272262732627426275262762627726278262792628026281262822628326284262852628626287262882628926290262912629226293262942629526296262972629826299263002630126302263032630426305263062630726308263092631026311263122631326314263152631626317263182631926320263212632226323263242632526326263272632826329263302633126332263332633426335263362633726338263392634026341263422634326344263452634626347263482634926350263512635226353263542635526356263572635826359263602636126362263632636426365263662636726368263692637026371263722637326374263752637626377263782637926380263812638226383263842638526386263872638826389263902639126392263932639426395263962639726398263992640026401264022640326404264052640626407264082640926410264112641226413264142641526416264172641826419264202642126422264232642426425264262642726428264292643026431264322643326434264352643626437264382643926440264412644226443264442644526446264472644826449264502645126452264532645426455264562645726458264592646026461264622646326464264652646626467264682646926470264712647226473264742647526476264772647826479264802648126482264832648426485264862648726488264892649026491264922649326494264952649626497264982649926500265012650226503265042650526506265072650826509265102651126512265132651426515265162651726518265192652026521265222652326524265252652626527265282652926530265312653226533265342653526536265372653826539265402654126542265432654426545265462654726548265492655026551265522655326554265552655626557265582655926560265612656226563265642656526566265672656826569265702657126572265732657426575265762657726578265792658026581265822658326584265852658626587265882658926590265912659226593265942659526596265972659826599266002660126602266032660426605266062660726608266092661026611266122661326614266152661626617266182661926620266212662226623266242662526626266272662826629266302663126632266332663426635266362663726638266392664026641266422664326644266452664626647266482664926650266512665226653266542665526656266572665826659266602666126662266632666426665266662666726668266692667026671266722667326674266752667626677266782667926680266812668226683266842668526686266872668826689266902669126692266932669426695266962669726698266992670026701267022670326704267052670626707267082670926710267112671226713267142671526716267172671826719267202672126722267232672426725267262672726728267292673026731267322673326734267352673626737267382673926740267412674226743267442674526746267472674826749267502675126752267532675426755267562675726758267592676026761267622676326764267652676626767267682676926770267712677226773267742677526776267772677826779267802678126782267832678426785267862678726788267892679026791267922679326794267952679626797267982679926800268012680226803268042680526806268072680826809268102681126812268132681426815268162681726818268192682026821268222682326824268252682626827268282682926830268312683226833268342683526836268372683826839268402684126842268432684426845268462684726848268492685026851268522685326854268552685626857268582685926860268612686226863268642686526866268672686826869268702687126872268732687426875268762687726878268792688026881268822688326884268852688626887268882688926890268912689226893268942689526896268972689826899269002690126902269032690426905269062690726908269092691026911269122691326914269152691626917269182691926920269212692226923269242692526926269272692826929269302693126932269332693426935269362693726938269392694026941269422694326944269452694626947269482694926950269512695226953269542695526956269572695826959269602696126962269632696426965269662696726968269692697026971269722697326974269752697626977269782697926980269812698226983269842698526986269872698826989269902699126992269932699426995269962699726998269992700027001270022700327004270052700627007270082700927010270112701227013270142701527016270172701827019270202702127022270232702427025270262702727028270292703027031270322703327034270352703627037270382703927040270412704227043270442704527046270472704827049270502705127052270532705427055270562705727058270592706027061270622706327064270652706627067270682706927070270712707227073270742707527076270772707827079270802708127082270832708427085270862708727088270892709027091270922709327094270952709627097270982709927100271012710227103271042710527106271072710827109271102711127112271132711427115271162711727118271192712027121271222712327124271252712627127271282712927130271312713227133271342713527136271372713827139271402714127142271432714427145271462714727148271492715027151271522715327154271552715627157271582715927160271612716227163271642716527166271672716827169271702717127172271732717427175271762717727178271792718027181271822718327184271852718627187271882718927190271912719227193271942719527196271972719827199272002720127202272032720427205272062720727208272092721027211272122721327214272152721627217272182721927220272212722227223272242722527226272272722827229272302723127232272332723427235272362723727238272392724027241272422724327244272452724627247272482724927250272512725227253272542725527256272572725827259272602726127262272632726427265272662726727268272692727027271272722727327274272752727627277272782727927280272812728227283272842728527286272872728827289272902729127292272932729427295272962729727298272992730027301273022730327304273052730627307273082730927310273112731227313273142731527316273172731827319273202732127322273232732427325273262732727328273292733027331273322733327334273352733627337273382733927340273412734227343273442734527346273472734827349273502735127352273532735427355273562735727358273592736027361273622736327364273652736627367273682736927370273712737227373273742737527376273772737827379273802738127382273832738427385273862738727388273892739027391273922739327394273952739627397273982739927400274012740227403274042740527406274072740827409274102741127412274132741427415274162741727418274192742027421274222742327424274252742627427274282742927430274312743227433274342743527436274372743827439274402744127442274432744427445274462744727448274492745027451274522745327454274552745627457274582745927460274612746227463274642746527466274672746827469274702747127472274732747427475274762747727478274792748027481274822748327484274852748627487274882748927490274912749227493274942749527496274972749827499275002750127502275032750427505275062750727508275092751027511275122751327514275152751627517275182751927520275212752227523275242752527526275272752827529275302753127532275332753427535275362753727538275392754027541275422754327544275452754627547275482754927550275512755227553275542755527556275572755827559275602756127562275632756427565275662756727568275692757027571275722757327574275752757627577275782757927580275812758227583275842758527586275872758827589275902759127592275932759427595275962759727598275992760027601276022760327604276052760627607276082760927610276112761227613276142761527616276172761827619276202762127622276232762427625276262762727628276292763027631276322763327634276352763627637276382763927640276412764227643276442764527646276472764827649276502765127652276532765427655276562765727658276592766027661276622766327664276652766627667276682766927670276712767227673276742767527676276772767827679276802768127682276832768427685276862768727688276892769027691276922769327694276952769627697276982769927700277012770227703277042770527706277072770827709277102771127712277132771427715277162771727718277192772027721277222772327724277252772627727277282772927730277312773227733277342773527736277372773827739277402774127742277432774427745277462774727748277492775027751277522775327754277552775627757277582775927760277612776227763277642776527766277672776827769277702777127772277732777427775277762777727778277792778027781277822778327784277852778627787277882778927790277912779227793277942779527796277972779827799278002780127802278032780427805278062780727808278092781027811278122781327814278152781627817278182781927820278212782227823278242782527826278272782827829278302783127832278332783427835278362783727838278392784027841278422784327844278452784627847278482784927850278512785227853278542785527856278572785827859278602786127862278632786427865278662786727868278692787027871278722787327874278752787627877278782787927880278812788227883278842788527886278872788827889278902789127892278932789427895278962789727898278992790027901279022790327904279052790627907279082790927910279112791227913279142791527916279172791827919279202792127922279232792427925279262792727928279292793027931279322793327934279352793627937279382793927940279412794227943279442794527946279472794827949279502795127952279532795427955279562795727958279592796027961279622796327964279652796627967279682796927970279712797227973279742797527976279772797827979279802798127982279832798427985279862798727988279892799027991279922799327994279952799627997279982799928000280012800228003280042800528006280072800828009280102801128012280132801428015280162801728018280192802028021280222802328024280252802628027280282802928030280312803228033280342803528036280372803828039280402804128042280432804428045280462804728048280492805028051280522805328054280552805628057280582805928060280612806228063280642806528066280672806828069280702807128072280732807428075280762807728078280792808028081280822808328084280852808628087280882808928090280912809228093280942809528096280972809828099281002810128102281032810428105281062810728108281092811028111281122811328114281152811628117281182811928120281212812228123281242812528126281272812828129281302813128132281332813428135281362813728138281392814028141281422814328144281452814628147281482814928150281512815228153281542815528156281572815828159281602816128162281632816428165281662816728168281692817028171281722817328174281752817628177281782817928180281812818228183281842818528186281872818828189281902819128192281932819428195281962819728198281992820028201282022820328204282052820628207282082820928210282112821228213282142821528216282172821828219282202822128222282232822428225282262822728228282292823028231282322823328234282352823628237282382823928240282412824228243282442824528246282472824828249282502825128252282532825428255282562825728258282592826028261282622826328264282652826628267282682826928270282712827228273282742827528276282772827828279282802828128282282832828428285282862828728288282892829028291282922829328294282952829628297282982829928300283012830228303283042830528306283072830828309283102831128312283132831428315283162831728318283192832028321283222832328324283252832628327283282832928330283312833228333283342833528336283372833828339283402834128342283432834428345283462834728348283492835028351283522835328354283552835628357283582835928360283612836228363283642836528366283672836828369283702837128372283732837428375283762837728378283792838028381283822838328384283852838628387283882838928390283912839228393283942839528396283972839828399284002840128402284032840428405284062840728408284092841028411284122841328414284152841628417284182841928420284212842228423284242842528426284272842828429284302843128432284332843428435284362843728438284392844028441284422844328444284452844628447284482844928450284512845228453284542845528456284572845828459284602846128462284632846428465284662846728468284692847028471284722847328474284752847628477284782847928480284812848228483284842848528486284872848828489284902849128492284932849428495284962849728498284992850028501285022850328504285052850628507285082850928510285112851228513285142851528516285172851828519285202852128522285232852428525285262852728528285292853028531285322853328534285352853628537285382853928540285412854228543285442854528546285472854828549285502855128552285532855428555285562855728558285592856028561285622856328564285652856628567285682856928570285712857228573285742857528576285772857828579285802858128582285832858428585285862858728588285892859028591285922859328594285952859628597285982859928600286012860228603286042860528606286072860828609286102861128612286132861428615286162861728618286192862028621286222862328624286252862628627286282862928630286312863228633286342863528636286372863828639286402864128642286432864428645286462864728648286492865028651286522865328654286552865628657286582865928660286612866228663286642866528666286672866828669286702867128672286732867428675286762867728678286792868028681286822868328684286852868628687286882868928690286912869228693286942869528696286972869828699287002870128702287032870428705287062870728708287092871028711287122871328714287152871628717287182871928720287212872228723287242872528726287272872828729287302873128732287332873428735287362873728738287392874028741287422874328744287452874628747287482874928750287512875228753287542875528756287572875828759287602876128762287632876428765287662876728768287692877028771287722877328774287752877628777287782877928780287812878228783287842878528786287872878828789287902879128792287932879428795287962879728798287992880028801288022880328804288052880628807288082880928810288112881228813288142881528816288172881828819288202882128822288232882428825288262882728828288292883028831288322883328834288352883628837288382883928840288412884228843288442884528846288472884828849288502885128852288532885428855288562885728858288592886028861288622886328864288652886628867288682886928870288712887228873288742887528876288772887828879288802888128882288832888428885288862888728888288892889028891288922889328894288952889628897288982889928900289012890228903289042890528906289072890828909289102891128912289132891428915289162891728918289192892028921289222892328924289252892628927289282892928930289312893228933289342893528936289372893828939289402894128942289432894428945289462894728948289492895028951289522895328954289552895628957289582895928960289612896228963289642896528966289672896828969289702897128972289732897428975289762897728978289792898028981289822898328984289852898628987289882898928990289912899228993289942899528996289972899828999290002900129002290032900429005290062900729008290092901029011290122901329014290152901629017290182901929020290212902229023290242902529026290272902829029290302903129032290332903429035290362903729038290392904029041290422904329044290452904629047290482904929050290512905229053290542905529056290572905829059290602906129062290632906429065290662906729068290692907029071290722907329074290752907629077290782907929080290812908229083290842908529086290872908829089290902909129092290932909429095290962909729098290992910029101 |
- <?xml version="1.0" encoding="utf-8" standalone="no"?>
- <!DOCTYPE svg PUBLIC "-//W3C//DTD SVG 1.1//EN"
- "http://www.w3.org/Graphics/SVG/1.1/DTD/svg11.dtd">
- <!-- Created with matplotlib (http://matplotlib.org/) -->
- <svg height="871.202519pt" version="1.1" viewBox="0 0 571.894687 871.202519" width="571.894687pt" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink">
- <defs>
- <style type="text/css">
- *{stroke-linecap:butt;stroke-linejoin:round;}
- </style>
- </defs>
- <g id="figure_1">
- <g id="patch_1">
- <path d="M 0 871.202519
- L 571.894687 871.202519
- L 571.894687 0
- L 0 0
- z
- " style="fill:none;"/>
- </g>
- <g id="axes_1">
- <g clip-path="url(#p1af7847934)">
- <image height="27.6" id="image09e516c166" transform="scale(1 -1)translate(0 -27.6)" width="33.12" x="20.445" xlink:href="data:image/png;base64,
- 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" y="-11.622241"/>
- </g>
- <g id="LineCollection_1">
- <path clip-path="url(#p1af7847934)" d="M 35.427873 13.796759
- L 36.033242 13.796759
- L 36.335926 14.099443
- L 40.270822 14.099443
- L 40.422164 14.250786
- L 40.422164 14.55347
- L 41.481559 15.612865
- L 41.784244 15.612865
- L 42.086928 15.915549
- L 42.389612 15.915549
- L 42.692297 16.218234
- L 42.994981 16.218234
- L 43.600349 16.823602
- L 43.903034 16.823602
- L 44.508402 17.428971
- L 45.113771 17.428971
- L 45.416455 17.731655
- L 45.71914 17.731655
- L 46.021824 18.034339
- L 46.324508 18.034339
- L 46.929877 18.639708
- L 47.232561 18.639708
- L 47.83793 19.245077
- L 48.140614 19.245077
- L 48.897325 20.001787
- L 48.897325 20.304472
- L 49.502693 20.90984
- L 49.502693 21.212525
- L 50.713431 22.423262
- L 50.713431 22.725946
- L 51.016115 23.02863
- L 51.016115 23.331315
- L 51.318799 23.633999
- L 51.318799 23.936683
- L 51.621484 24.239368
- L 51.621484 24.844736
- L 51.924168 25.147421
- L 51.924168 26.963526
- L 51.621484 27.266211
- L 51.621484 27.568895
- L 51.318799 27.871579
- L 51.318799 28.174264
- L 51.016115 28.476948
- L 51.016115 29.385001
- L 50.713431 29.687685
- L 50.713431 30.293054
- L 49.95672 31.049765
- L 49.654036 31.049765
- L 49.351351 31.352449
- L 49.048667 31.049765
- L 46.627193 31.049765
- L 46.324508 31.352449
- L 45.71914 31.352449
- L 45.416455 31.655133
- L 45.113771 31.655133
- L 44.35706 32.411844
- L 44.35706 33.017213
- L 44.054376 33.319897
- L 44.054376 33.622581
- L 43.751692 33.925266
- L 43.751692 34.22795
- L 43.600349 34.379292
- L 43.297665 34.379292
- L 42.994981 34.681976
- L 42.692297 34.681976
- L 41.784244 35.590029
- L 41.481559 35.590029
- L 41.178875 35.892714
- L 39.362769 35.892714
- L 38.757401 35.287345
- L 38.152032 35.287345
- L 37.698006 35.741371
- L 37.698006 36.34674
- L 37.546663 36.498082
- L 36.033242 36.498082
- L 35.730558 36.195398
- L 32.40103 36.195398
- L 32.098346 35.892714
- L 31.190293 35.892714
- L 30.887609 35.590029
- L 28.16345 35.590029
- L 27.860766 35.287345
- L 26.04466 35.287345
- L 25.893318 35.136003
- L 25.893318 34.530634
- L 25.590633 34.22795
- L 25.590633 32.714528
- L 25.287949 32.411844
- L 25.287949 31.806475
- L 24.833922 31.352449
- L 24.531238 31.352449
- L 24.228554 31.049765
- L 23.92587 31.049765
- L 23.774527 30.898422
- L 23.774527 30.595738
- L 23.169159 29.99037
- L 23.169159 28.779632
- L 22.866474 28.476948
- L 22.866474 27.568895
- L 23.169159 27.266211
- L 23.169159 26.660842
- L 23.471843 26.358158
- L 23.471843 25.450105
- L 23.774527 25.147421
- L 23.774527 24.542052
- L 24.077212 24.239368
- L 24.077212 23.936683
- L 24.379896 23.633999
- L 24.379896 23.331315
- L 24.68258 23.02863
- L 24.68258 22.725946
- L 24.985265 22.423262
- L 24.985265 22.120578
- L 25.287949 21.817893
- L 25.287949 21.212525
- L 25.590633 20.90984
- L 25.590633 20.607156
- L 25.893318 20.304472
- L 25.893318 20.001787
- L 26.80137 19.093734
- L 26.80137 18.79105
- L 27.406739 18.185682
- L 27.406739 17.882997
- L 28.768818 16.520918
- L 29.071503 16.520918
- L 29.676871 15.915549
- L 29.979556 15.915549
- L 30.28224 15.612865
- L 30.584924 15.612865
- L 30.887609 15.310181
- L 31.190293 15.310181
- L 31.492977 15.007496
- L 32.40103 15.007496
- L 32.703714 14.704812
- L 33.309083 14.704812
- L 33.611767 14.402128
- L 34.822505 14.402128
- L 35.427873 13.796759
- L 35.427873 13.796759
- " style="fill:none;stroke:#000000;stroke-width:0.5;"/>
- </g>
- <g id="text_1">
- <!-- C1 [noise]: Tot. var. expl. 6.9% -->
- <defs>
- <path d="M 64.40625 67.28125
- L 64.40625 56.890625
- Q 59.421875 61.53125 53.78125 63.8125
- Q 48.140625 66.109375 41.796875 66.109375
- Q 29.296875 66.109375 22.65625 58.46875
- Q 16.015625 50.828125 16.015625 36.375
- Q 16.015625 21.96875 22.65625 14.328125
- Q 29.296875 6.6875 41.796875 6.6875
- Q 48.140625 6.6875 53.78125 8.984375
- Q 59.421875 11.28125 64.40625 15.921875
- L 64.40625 5.609375
- Q 59.234375 2.09375 53.4375 0.328125
- Q 47.65625 -1.421875 41.21875 -1.421875
- Q 24.65625 -1.421875 15.125 8.703125
- Q 5.609375 18.84375 5.609375 36.375
- Q 5.609375 53.953125 15.125 64.078125
- Q 24.65625 74.21875 41.21875 74.21875
- Q 47.75 74.21875 53.53125 72.484375
- Q 59.328125 70.75 64.40625 67.28125
- z
- " id="DejaVuSans-43"/>
- <path d="M 12.40625 8.296875
- L 28.515625 8.296875
- L 28.515625 63.921875
- L 10.984375 60.40625
- L 10.984375 69.390625
- L 28.421875 72.90625
- L 38.28125 72.90625
- L 38.28125 8.296875
- L 54.390625 8.296875
- L 54.390625 0
- L 12.40625 0
- z
- " id="DejaVuSans-31"/>
- <path id="DejaVuSans-20"/>
- <path d="M 8.59375 75.984375
- L 29.296875 75.984375
- L 29.296875 69
- L 17.578125 69
- L 17.578125 -6.203125
- L 29.296875 -6.203125
- L 29.296875 -13.1875
- L 8.59375 -13.1875
- z
- " id="DejaVuSans-5b"/>
- <path d="M 54.890625 33.015625
- L 54.890625 0
- L 45.90625 0
- L 45.90625 32.71875
- Q 45.90625 40.484375 42.875 44.328125
- Q 39.84375 48.1875 33.796875 48.1875
- Q 26.515625 48.1875 22.3125 43.546875
- Q 18.109375 38.921875 18.109375 30.90625
- L 18.109375 0
- L 9.078125 0
- L 9.078125 54.6875
- L 18.109375 54.6875
- L 18.109375 46.1875
- Q 21.34375 51.125 25.703125 53.5625
- Q 30.078125 56 35.796875 56
- Q 45.21875 56 50.046875 50.171875
- Q 54.890625 44.34375 54.890625 33.015625
- z
- " id="DejaVuSans-6e"/>
- <path d="M 30.609375 48.390625
- Q 23.390625 48.390625 19.1875 42.75
- Q 14.984375 37.109375 14.984375 27.296875
- Q 14.984375 17.484375 19.15625 11.84375
- Q 23.34375 6.203125 30.609375 6.203125
- Q 37.796875 6.203125 41.984375 11.859375
- Q 46.1875 17.53125 46.1875 27.296875
- Q 46.1875 37.015625 41.984375 42.703125
- Q 37.796875 48.390625 30.609375 48.390625
- z
- M 30.609375 56
- Q 42.328125 56 49.015625 48.375
- Q 55.71875 40.765625 55.71875 27.296875
- Q 55.71875 13.875 49.015625 6.21875
- Q 42.328125 -1.421875 30.609375 -1.421875
- Q 18.84375 -1.421875 12.171875 6.21875
- Q 5.515625 13.875 5.515625 27.296875
- Q 5.515625 40.765625 12.171875 48.375
- Q 18.84375 56 30.609375 56
- z
- " id="DejaVuSans-6f"/>
- <path d="M 9.421875 54.6875
- L 18.40625 54.6875
- L 18.40625 0
- L 9.421875 0
- z
- M 9.421875 75.984375
- L 18.40625 75.984375
- L 18.40625 64.59375
- L 9.421875 64.59375
- z
- " id="DejaVuSans-69"/>
- <path d="M 44.28125 53.078125
- L 44.28125 44.578125
- Q 40.484375 46.53125 36.375 47.5
- Q 32.28125 48.484375 27.875 48.484375
- Q 21.1875 48.484375 17.84375 46.4375
- Q 14.5 44.390625 14.5 40.28125
- Q 14.5 37.15625 16.890625 35.375
- Q 19.28125 33.59375 26.515625 31.984375
- L 29.59375 31.296875
- Q 39.15625 29.25 43.1875 25.515625
- Q 47.21875 21.78125 47.21875 15.09375
- Q 47.21875 7.46875 41.1875 3.015625
- Q 35.15625 -1.421875 24.609375 -1.421875
- Q 20.21875 -1.421875 15.453125 -0.5625
- Q 10.6875 0.296875 5.421875 2
- L 5.421875 11.28125
- Q 10.40625 8.6875 15.234375 7.390625
- Q 20.0625 6.109375 24.8125 6.109375
- Q 31.15625 6.109375 34.5625 8.28125
- Q 37.984375 10.453125 37.984375 14.40625
- Q 37.984375 18.0625 35.515625 20.015625
- Q 33.0625 21.96875 24.703125 23.78125
- L 21.578125 24.515625
- Q 13.234375 26.265625 9.515625 29.90625
- Q 5.8125 33.546875 5.8125 39.890625
- Q 5.8125 47.609375 11.28125 51.796875
- Q 16.75 56 26.8125 56
- Q 31.78125 56 36.171875 55.265625
- Q 40.578125 54.546875 44.28125 53.078125
- z
- " id="DejaVuSans-73"/>
- <path d="M 56.203125 29.59375
- L 56.203125 25.203125
- L 14.890625 25.203125
- Q 15.484375 15.921875 20.484375 11.0625
- Q 25.484375 6.203125 34.421875 6.203125
- Q 39.59375 6.203125 44.453125 7.46875
- Q 49.3125 8.734375 54.109375 11.28125
- L 54.109375 2.78125
- Q 49.265625 0.734375 44.1875 -0.34375
- Q 39.109375 -1.421875 33.890625 -1.421875
- Q 20.796875 -1.421875 13.15625 6.1875
- Q 5.515625 13.8125 5.515625 26.8125
- Q 5.515625 40.234375 12.765625 48.109375
- Q 20.015625 56 32.328125 56
- Q 43.359375 56 49.78125 48.890625
- Q 56.203125 41.796875 56.203125 29.59375
- z
- M 47.21875 32.234375
- Q 47.125 39.59375 43.09375 43.984375
- Q 39.0625 48.390625 32.421875 48.390625
- Q 24.90625 48.390625 20.390625 44.140625
- Q 15.875 39.890625 15.1875 32.171875
- z
- " id="DejaVuSans-65"/>
- <path d="M 30.421875 75.984375
- L 30.421875 -13.1875
- L 9.71875 -13.1875
- L 9.71875 -6.203125
- L 21.390625 -6.203125
- L 21.390625 69
- L 9.71875 69
- L 9.71875 75.984375
- z
- " id="DejaVuSans-5d"/>
- <path d="M 11.71875 12.40625
- L 22.015625 12.40625
- L 22.015625 0
- L 11.71875 0
- z
- M 11.71875 51.703125
- L 22.015625 51.703125
- L 22.015625 39.3125
- L 11.71875 39.3125
- z
- " id="DejaVuSans-3a"/>
- <path d="M -0.296875 72.90625
- L 61.375 72.90625
- L 61.375 64.59375
- L 35.5 64.59375
- L 35.5 0
- L 25.59375 0
- L 25.59375 64.59375
- L -0.296875 64.59375
- z
- " id="DejaVuSans-54"/>
- <path d="M 18.3125 70.21875
- L 18.3125 54.6875
- L 36.8125 54.6875
- L 36.8125 47.703125
- L 18.3125 47.703125
- L 18.3125 18.015625
- Q 18.3125 11.328125 20.140625 9.421875
- Q 21.96875 7.515625 27.59375 7.515625
- L 36.8125 7.515625
- L 36.8125 0
- L 27.59375 0
- Q 17.1875 0 13.234375 3.875
- Q 9.28125 7.765625 9.28125 18.015625
- L 9.28125 47.703125
- L 2.6875 47.703125
- L 2.6875 54.6875
- L 9.28125 54.6875
- L 9.28125 70.21875
- z
- " id="DejaVuSans-74"/>
- <path d="M 10.6875 12.40625
- L 21 12.40625
- L 21 0
- L 10.6875 0
- z
- " id="DejaVuSans-2e"/>
- <path d="M 2.984375 54.6875
- L 12.5 54.6875
- L 29.59375 8.796875
- L 46.6875 54.6875
- L 56.203125 54.6875
- L 35.6875 0
- L 23.484375 0
- z
- " id="DejaVuSans-76"/>
- <path d="M 34.28125 27.484375
- Q 23.390625 27.484375 19.1875 25
- Q 14.984375 22.515625 14.984375 16.5
- Q 14.984375 11.71875 18.140625 8.90625
- Q 21.296875 6.109375 26.703125 6.109375
- Q 34.1875 6.109375 38.703125 11.40625
- Q 43.21875 16.703125 43.21875 25.484375
- L 43.21875 27.484375
- z
- M 52.203125 31.203125
- L 52.203125 0
- L 43.21875 0
- L 43.21875 8.296875
- Q 40.140625 3.328125 35.546875 0.953125
- Q 30.953125 -1.421875 24.3125 -1.421875
- Q 15.921875 -1.421875 10.953125 3.296875
- Q 6 8.015625 6 15.921875
- Q 6 25.140625 12.171875 29.828125
- Q 18.359375 34.515625 30.609375 34.515625
- L 43.21875 34.515625
- L 43.21875 35.40625
- Q 43.21875 41.609375 39.140625 45
- Q 35.0625 48.390625 27.6875 48.390625
- Q 23 48.390625 18.546875 47.265625
- Q 14.109375 46.140625 10.015625 43.890625
- L 10.015625 52.203125
- Q 14.9375 54.109375 19.578125 55.046875
- Q 24.21875 56 28.609375 56
- Q 40.484375 56 46.34375 49.84375
- Q 52.203125 43.703125 52.203125 31.203125
- z
- " id="DejaVuSans-61"/>
- <path d="M 41.109375 46.296875
- Q 39.59375 47.171875 37.8125 47.578125
- Q 36.03125 48 33.890625 48
- Q 26.265625 48 22.1875 43.046875
- Q 18.109375 38.09375 18.109375 28.8125
- L 18.109375 0
- L 9.078125 0
- L 9.078125 54.6875
- L 18.109375 54.6875
- L 18.109375 46.1875
- Q 20.953125 51.171875 25.484375 53.578125
- Q 30.03125 56 36.53125 56
- Q 37.453125 56 38.578125 55.875
- Q 39.703125 55.765625 41.0625 55.515625
- z
- " id="DejaVuSans-72"/>
- <path d="M 54.890625 54.6875
- L 35.109375 28.078125
- L 55.90625 0
- L 45.3125 0
- L 29.390625 21.484375
- L 13.484375 0
- L 2.875 0
- L 24.125 28.609375
- L 4.6875 54.6875
- L 15.28125 54.6875
- L 29.78125 35.203125
- L 44.28125 54.6875
- z
- " id="DejaVuSans-78"/>
- <path d="M 18.109375 8.203125
- L 18.109375 -20.796875
- L 9.078125 -20.796875
- L 9.078125 54.6875
- L 18.109375 54.6875
- L 18.109375 46.390625
- Q 20.953125 51.265625 25.265625 53.625
- Q 29.59375 56 35.59375 56
- Q 45.5625 56 51.78125 48.09375
- Q 58.015625 40.1875 58.015625 27.296875
- Q 58.015625 14.40625 51.78125 6.484375
- Q 45.5625 -1.421875 35.59375 -1.421875
- Q 29.59375 -1.421875 25.265625 0.953125
- Q 20.953125 3.328125 18.109375 8.203125
- z
- M 48.6875 27.296875
- Q 48.6875 37.203125 44.609375 42.84375
- Q 40.53125 48.484375 33.40625 48.484375
- Q 26.265625 48.484375 22.1875 42.84375
- Q 18.109375 37.203125 18.109375 27.296875
- Q 18.109375 17.390625 22.1875 11.75
- Q 26.265625 6.109375 33.40625 6.109375
- Q 40.53125 6.109375 44.609375 11.75
- Q 48.6875 17.390625 48.6875 27.296875
- z
- " id="DejaVuSans-70"/>
- <path d="M 9.421875 75.984375
- L 18.40625 75.984375
- L 18.40625 0
- L 9.421875 0
- z
- " id="DejaVuSans-6c"/>
- <path d="M 33.015625 40.375
- Q 26.375 40.375 22.484375 35.828125
- Q 18.609375 31.296875 18.609375 23.390625
- Q 18.609375 15.53125 22.484375 10.953125
- Q 26.375 6.390625 33.015625 6.390625
- Q 39.65625 6.390625 43.53125 10.953125
- Q 47.40625 15.53125 47.40625 23.390625
- Q 47.40625 31.296875 43.53125 35.828125
- Q 39.65625 40.375 33.015625 40.375
- z
- M 52.59375 71.296875
- L 52.59375 62.3125
- Q 48.875 64.0625 45.09375 64.984375
- Q 41.3125 65.921875 37.59375 65.921875
- Q 27.828125 65.921875 22.671875 59.328125
- Q 17.53125 52.734375 16.796875 39.40625
- Q 19.671875 43.65625 24.015625 45.921875
- Q 28.375 48.1875 33.59375 48.1875
- Q 44.578125 48.1875 50.953125 41.515625
- Q 57.328125 34.859375 57.328125 23.390625
- Q 57.328125 12.15625 50.6875 5.359375
- Q 44.046875 -1.421875 33.015625 -1.421875
- Q 20.359375 -1.421875 13.671875 8.265625
- Q 6.984375 17.96875 6.984375 36.375
- Q 6.984375 53.65625 15.1875 63.9375
- Q 23.390625 74.21875 37.203125 74.21875
- Q 40.921875 74.21875 44.703125 73.484375
- Q 48.484375 72.75 52.59375 71.296875
- z
- " id="DejaVuSans-36"/>
- <path d="M 10.984375 1.515625
- L 10.984375 10.5
- Q 14.703125 8.734375 18.5 7.8125
- Q 22.3125 6.890625 25.984375 6.890625
- Q 35.75 6.890625 40.890625 13.453125
- Q 46.046875 20.015625 46.78125 33.40625
- Q 43.953125 29.203125 39.59375 26.953125
- Q 35.25 24.703125 29.984375 24.703125
- Q 19.046875 24.703125 12.671875 31.3125
- Q 6.296875 37.9375 6.296875 49.421875
- Q 6.296875 60.640625 12.9375 67.421875
- Q 19.578125 74.21875 30.609375 74.21875
- Q 43.265625 74.21875 49.921875 64.515625
- Q 56.59375 54.828125 56.59375 36.375
- Q 56.59375 19.140625 48.40625 8.859375
- Q 40.234375 -1.421875 26.421875 -1.421875
- Q 22.703125 -1.421875 18.890625 -0.6875
- Q 15.09375 0.046875 10.984375 1.515625
- z
- M 30.609375 32.421875
- Q 37.25 32.421875 41.125 36.953125
- Q 45.015625 41.5 45.015625 49.421875
- Q 45.015625 57.28125 41.125 61.84375
- Q 37.25 66.40625 30.609375 66.40625
- Q 23.96875 66.40625 20.09375 61.84375
- Q 16.21875 57.28125 16.21875 49.421875
- Q 16.21875 41.5 20.09375 36.953125
- Q 23.96875 32.421875 30.609375 32.421875
- z
- " id="DejaVuSans-39"/>
- <path d="M 72.703125 32.078125
- Q 68.453125 32.078125 66.03125 28.46875
- Q 63.625 24.859375 63.625 18.40625
- Q 63.625 12.0625 66.03125 8.421875
- Q 68.453125 4.78125 72.703125 4.78125
- Q 76.859375 4.78125 79.265625 8.421875
- Q 81.6875 12.0625 81.6875 18.40625
- Q 81.6875 24.8125 79.265625 28.4375
- Q 76.859375 32.078125 72.703125 32.078125
- z
- M 72.703125 38.28125
- Q 80.421875 38.28125 84.953125 32.90625
- Q 89.5 27.546875 89.5 18.40625
- Q 89.5 9.28125 84.9375 3.921875
- Q 80.375 -1.421875 72.703125 -1.421875
- Q 64.890625 -1.421875 60.34375 3.921875
- Q 55.8125 9.28125 55.8125 18.40625
- Q 55.8125 27.59375 60.375 32.9375
- Q 64.9375 38.28125 72.703125 38.28125
- z
- M 22.3125 68.015625
- Q 18.109375 68.015625 15.6875 64.375
- Q 13.28125 60.75 13.28125 54.390625
- Q 13.28125 47.953125 15.671875 44.328125
- Q 18.0625 40.71875 22.3125 40.71875
- Q 26.5625 40.71875 28.96875 44.328125
- Q 31.390625 47.953125 31.390625 54.390625
- Q 31.390625 60.6875 28.953125 64.34375
- Q 26.515625 68.015625 22.3125 68.015625
- z
- M 66.40625 74.21875
- L 74.21875 74.21875
- L 28.609375 -1.421875
- L 20.796875 -1.421875
- z
- M 22.3125 74.21875
- Q 30.03125 74.21875 34.609375 68.875
- Q 39.203125 63.53125 39.203125 54.390625
- Q 39.203125 45.171875 34.640625 39.84375
- Q 30.078125 34.515625 22.3125 34.515625
- Q 14.546875 34.515625 10.03125 39.859375
- Q 5.515625 45.21875 5.515625 54.390625
- Q 5.515625 63.484375 10.046875 68.84375
- Q 14.59375 74.21875 22.3125 74.21875
- z
- " id="DejaVuSans-25"/>
- </defs>
- <g style="fill:#ff0000;" transform="translate(20.445 6.038906)scale(0.07 -0.07)">
- <use xlink:href="#DejaVuSans-43"/>
- <use x="69.824219" xlink:href="#DejaVuSans-31"/>
- <use x="133.447266" xlink:href="#DejaVuSans-20"/>
- <use x="165.234375" xlink:href="#DejaVuSans-5b"/>
- <use x="204.248047" xlink:href="#DejaVuSans-6e"/>
- <use x="267.626953" xlink:href="#DejaVuSans-6f"/>
- <use x="328.808594" xlink:href="#DejaVuSans-69"/>
- <use x="356.591797" xlink:href="#DejaVuSans-73"/>
- <use x="408.691406" xlink:href="#DejaVuSans-65"/>
- <use x="470.214844" xlink:href="#DejaVuSans-5d"/>
- <use x="509.228516" xlink:href="#DejaVuSans-3a"/>
- <use x="542.919922" xlink:href="#DejaVuSans-20"/>
- <use x="574.707031" xlink:href="#DejaVuSans-54"/>
- <use x="635.525391" xlink:href="#DejaVuSans-6f"/>
- <use x="696.707031" xlink:href="#DejaVuSans-74"/>
- <use x="735.916016" xlink:href="#DejaVuSans-2e"/>
- <use x="767.703125" xlink:href="#DejaVuSans-20"/>
- <use x="799.490234" xlink:href="#DejaVuSans-76"/>
- <use x="858.669922" xlink:href="#DejaVuSans-61"/>
- <use x="919.949219" xlink:href="#DejaVuSans-72"/>
- <use x="960.921875" xlink:href="#DejaVuSans-2e"/>
- <use x="992.708984" xlink:href="#DejaVuSans-20"/>
- <use x="1024.496094" xlink:href="#DejaVuSans-65"/>
- <use x="1086.003906" xlink:href="#DejaVuSans-78"/>
- <use x="1145.183594" xlink:href="#DejaVuSans-70"/>
- <use x="1208.660156" xlink:href="#DejaVuSans-6c"/>
- <use x="1236.443359" xlink:href="#DejaVuSans-2e"/>
- <use x="1268.230469" xlink:href="#DejaVuSans-20"/>
- <use x="1300.017578" xlink:href="#DejaVuSans-36"/>
- <use x="1363.640625" xlink:href="#DejaVuSans-2e"/>
- <use x="1395.427734" xlink:href="#DejaVuSans-39"/>
- <use x="1459.050781" xlink:href="#DejaVuSans-25"/>
- </g>
- </g>
- </g>
- <g id="axes_2">
- <g clip-path="url(#pcf823ce1c7)">
- <image height="33.12" id="image4a5faec100" transform="scale(1 -1)translate(0 -33.12)" width="33.12" x="63.702684" xlink:href="data:image/png;base64,
- 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" y="-8.8264"/>
- </g>
- <g id="LineCollection_2">
- <path clip-path="url(#pcf823ce1c7)" d="M 76.210863 11.491702
- L 78.023643 11.491702
- L 78.386199 11.854258
- L 78.748755 11.491702
- L 79.111311 11.491702
- L 79.473867 11.854258
- L 79.836423 11.854258
- L 80.198979 12.216814
- L 83.099426 12.216814
- L 83.461982 12.579369
- L 83.824538 12.579369
- L 84.187094 12.941925
- L 84.54965 12.941925
- L 84.912206 13.304481
- L 85.274762 13.304481
- L 85.637317 13.667037
- L 85.999873 13.667037
- L 86.362429 14.029593
- L 86.724985 14.029593
- L 88.537765 15.842373
- L 88.900321 15.842373
- L 91.256934 18.198986
- L 91.256934 18.561542
- L 91.982046 19.286654
- L 91.982046 19.64921
- L 92.707158 20.374322
- L 92.707158 21.099434
- L 93.069714 21.46199
- L 93.069714 23.999881
- L 93.43227 24.362437
- L 93.43227 24.724993
- L 93.794826 25.087549
- L 93.794826 28.713108
- L 93.43227 29.075664
- L 93.43227 29.43822
- L 93.069714 29.800776
- L 93.069714 30.525888
- L 92.707158 30.888444
- L 92.707158 31.251
- L 92.344602 31.613556
- L 92.344602 31.976112
- L 91.61949 32.701223
- L 91.61949 33.426335
- L 91.256934 33.788891
- L 91.256934 34.876559
- L 90.894378 35.239115
- L 90.894378 35.601671
- L 90.350545 36.145505
- L 89.987989 36.145505
- L 89.806711 36.326783
- L 89.806711 37.051895
- L 89.625433 37.233173
- L 88.537765 37.233173
- L 88.175209 37.595729
- L 87.812653 37.595729
- L 87.450097 37.958284
- L 84.187094 37.958284
- L 83.824538 38.32084
- L 82.374314 38.32084
- L 82.011758 38.683396
- L 77.661087 38.683396
- L 77.298531 38.32084
- L 74.035528 38.32084
- L 73.310416 37.595729
- L 71.860192 37.595729
- L 71.13508 36.870617
- L 70.772524 36.870617
- L 68.778467 34.876559
- L 68.778467 33.788891
- L 68.415911 33.426335
- L 68.415911 31.613556
- L 67.328243 30.525888
- L 67.328243 30.163332
- L 66.965687 29.800776
- L 66.965687 29.075664
- L 66.603131 28.713108
- L 66.603131 24.724993
- L 66.965687 24.362437
- L 66.965687 23.274769
- L 67.328243 22.912213
- L 67.328243 21.099434
- L 67.690799 20.736878
- L 67.690799 20.374322
- L 68.415911 19.64921
- L 68.415911 19.286654
- L 69.141023 18.561542
- L 69.141023 18.198986
- L 69.503579 17.83643
- L 69.503579 17.473875
- L 70.047413 16.930041
- L 70.409968 16.930041
- L 74.035528 13.304481
- L 74.398084 13.304481
- L 74.76064 12.941925
- L 75.123196 12.941925
- L 75.667029 12.398092
- L 75.667029 12.035536
- L 76.210863 11.491702
- L 76.210863 11.491702
- " style="fill:none;stroke:#000000;stroke-width:0.5;"/>
- </g>
- </g>
- <g id="axes_3">
- <g clip-path="url(#pa9aa8d89bb)">
- <image height="39.6" id="image5c89a1be37" transform="scale(1 -1)translate(0 -39.6)" width="33.12" x="106.960368" xlink:href="data:image/png;base64,
- 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" y="-5.609403"/>
- </g>
- <g id="LineCollection_3">
- <path clip-path="url(#pa9aa8d89bb)" d="M 123.094106 7.503586
- L 125.269442 7.503586
- L 125.631998 7.866142
- L 126.35711 7.866142
- L 126.719666 8.228698
- L 128.169889 8.228698
- L 128.532445 8.591254
- L 129.257557 8.591254
- L 129.620113 8.95381
- L 129.982669 8.95381
- L 132.339283 11.310424
- L 132.339283 11.67298
- L 133.064394 12.398092
- L 133.064394 12.760647
- L 133.789506 13.485759
- L 133.789506 13.848315
- L 134.152062 14.210871
- L 134.152062 14.573427
- L 134.514618 14.935983
- L 134.514618 15.661095
- L 134.877174 16.023651
- L 134.877174 16.748763
- L 135.23973 17.111319
- L 135.23973 17.83643
- L 135.602286 18.198986
- L 135.602286 18.924098
- L 135.964842 19.286654
- L 135.964842 20.011766
- L 136.327398 20.374322
- L 136.327398 21.46199
- L 136.689954 21.824546
- L 136.689954 22.912213
- L 137.05251 23.274769
- L 137.05251 29.43822
- L 136.689954 29.800776
- L 136.689954 30.888444
- L 136.327398 31.251
- L 136.327398 31.976112
- L 135.964842 32.338668
- L 135.964842 33.063779
- L 135.602286 33.426335
- L 135.602286 33.788891
- L 134.877174 34.514003
- L 134.877174 34.876559
- L 134.514618 35.239115
- L 134.514618 35.601671
- L 133.064394 37.051895
- L 133.064394 37.414451
- L 131.976727 38.502118
- L 131.976727 38.864674
- L 131.070337 39.771064
- L 130.707781 39.771064
- L 130.345225 40.13362
- L 129.982669 40.13362
- L 129.620113 40.496176
- L 129.257557 40.496176
- L 128.895001 40.858732
- L 128.532445 40.858732
- L 128.169889 41.221288
- L 127.807334 41.221288
- L 127.444778 41.583844
- L 123.819218 41.583844
- L 123.456662 41.9464
- L 121.643883 41.9464
- L 121.281327 42.308956
- L 120.193659 42.308956
- L 119.831103 41.9464
- L 119.105991 41.9464
- L 118.743435 41.583844
- L 118.380879 41.583844
- L 117.655768 40.858732
- L 117.293212 40.858732
- L 115.842988 39.408508
- L 115.480432 39.408508
- L 112.398707 36.326783
- L 112.398707 35.964227
- L 112.036151 35.601671
- L 112.036151 35.239115
- L 111.673595 34.876559
- L 111.673595 34.514003
- L 110.948483 33.788891
- L 110.948483 33.063779
- L 110.585927 32.701223
- L 110.585927 31.613556
- L 110.223371 31.251
- L 110.223371 30.163332
- L 109.860815 29.800776
- L 109.860815 29.075664
- L 110.223371 28.713108
- L 110.223371 28.350552
- L 109.860815 27.987996
- L 109.860815 24.362437
- L 110.223371 23.999881
- L 110.223371 23.274769
- L 110.585927 22.912213
- L 110.585927 22.549657
- L 110.948483 22.187102
- L 110.948483 20.374322
- L 111.311039 20.011766
- L 111.311039 18.924098
- L 111.673595 18.561542
- L 111.673595 17.83643
- L 112.036151 17.473875
- L 112.036151 17.111319
- L 112.398707 16.748763
- L 112.398707 15.298539
- L 112.761262 14.935983
- L 112.761262 14.573427
- L 113.486374 13.848315
- L 113.486374 13.485759
- L 113.84893 13.123203
- L 113.84893 12.760647
- L 117.293212 9.316366
- L 117.655768 9.316366
- L 118.018323 8.95381
- L 118.380879 8.95381
- L 118.743435 8.591254
- L 119.468547 8.591254
- L 119.831103 8.228698
- L 122.006439 8.228698
- L 122.368995 7.866142
- L 122.731551 7.866142
- L 123.094106 7.503586
- L 123.094106 7.503586
- " style="fill:none;stroke:#000000;stroke-width:0.5;"/>
- </g>
- </g>
- <g id="axes_4">
- <g id="patch_2">
- <path d="M 150.218051 22.241395
- L 282.188409 22.241395
- L 282.188409 5.6316
- L 150.218051 5.6316
- z
- " style="fill:none;"/>
- </g>
- <g id="matplotlib.axis_1">
- <g id="xtick_1">
- <g id="text_2">
- <!-- 0 -->
- <defs>
- <path d="M 31.78125 66.40625
- Q 24.171875 66.40625 20.328125 58.90625
- Q 16.5 51.421875 16.5 36.375
- Q 16.5 21.390625 20.328125 13.890625
- Q 24.171875 6.390625 31.78125 6.390625
- Q 39.453125 6.390625 43.28125 13.890625
- Q 47.125 21.390625 47.125 36.375
- Q 47.125 51.421875 43.28125 58.90625
- Q 39.453125 66.40625 31.78125 66.40625
- z
- M 31.78125 74.21875
- Q 44.046875 74.21875 50.515625 64.515625
- Q 56.984375 54.828125 56.984375 36.375
- Q 56.984375 17.96875 50.515625 8.265625
- Q 44.046875 -1.421875 31.78125 -1.421875
- Q 19.53125 -1.421875 13.0625 8.265625
- Q 6.59375 17.96875 6.59375 36.375
- Q 6.59375 54.828125 13.0625 64.515625
- Q 19.53125 74.21875 31.78125 74.21875
- z
- " id="DejaVuSans-30"/>
- </defs>
- <g style="fill:#ff0000;" transform="translate(148.309301 30.300457)scale(0.06 -0.06)">
- <use xlink:href="#DejaVuSans-30"/>
- </g>
- </g>
- </g>
- <g id="xtick_2">
- <g id="text_3">
- <!-- 200 -->
- <defs>
- <path d="M 19.1875 8.296875
- L 53.609375 8.296875
- L 53.609375 0
- L 7.328125 0
- L 7.328125 8.296875
- Q 12.9375 14.109375 22.625 23.890625
- Q 32.328125 33.6875 34.8125 36.53125
- Q 39.546875 41.84375 41.421875 45.53125
- Q 43.3125 49.21875 43.3125 52.78125
- Q 43.3125 58.59375 39.234375 62.25
- Q 35.15625 65.921875 28.609375 65.921875
- Q 23.96875 65.921875 18.8125 64.3125
- Q 13.671875 62.703125 7.8125 59.421875
- L 7.8125 69.390625
- Q 13.765625 71.78125 18.9375 73
- Q 24.125 74.21875 28.421875 74.21875
- Q 39.75 74.21875 46.484375 68.546875
- Q 53.21875 62.890625 53.21875 53.421875
- Q 53.21875 48.921875 51.53125 44.890625
- Q 49.859375 40.875 45.40625 35.40625
- Q 44.1875 33.984375 37.640625 27.21875
- Q 31.109375 20.453125 19.1875 8.296875
- z
- " id="DejaVuSans-32"/>
- </defs>
- <g style="fill:#ff0000;" transform="translate(205.873363 30.300457)scale(0.06 -0.06)">
- <use xlink:href="#DejaVuSans-32"/>
- <use x="63.623047" xlink:href="#DejaVuSans-30"/>
- <use x="127.246094" xlink:href="#DejaVuSans-30"/>
- </g>
- </g>
- </g>
- <g id="xtick_3">
- <g id="text_4">
- <!-- 400 -->
- <defs>
- <path d="M 37.796875 64.3125
- L 12.890625 25.390625
- L 37.796875 25.390625
- z
- M 35.203125 72.90625
- L 47.609375 72.90625
- L 47.609375 25.390625
- L 58.015625 25.390625
- L 58.015625 17.1875
- L 47.609375 17.1875
- L 47.609375 0
- L 37.796875 0
- L 37.796875 17.1875
- L 4.890625 17.1875
- L 4.890625 26.703125
- z
- " id="DejaVuSans-34"/>
- </defs>
- <g style="fill:#ff0000;" transform="translate(267.254925 30.300457)scale(0.06 -0.06)">
- <use xlink:href="#DejaVuSans-34"/>
- <use x="63.623047" xlink:href="#DejaVuSans-30"/>
- <use x="127.246094" xlink:href="#DejaVuSans-30"/>
- </g>
- </g>
- </g>
- </g>
- <g id="line2d_1">
- <path clip-path="url(#pc9e42fee4b)" d="M 150.218051 7.642988
- L 150.985321 6.564689
- L 151.75259 7.332369
- L 152.51986 6.78875
- L 153.28713 6.386591
- L 154.054399 6.961936
- L 154.821669 7.27705
- L 156.356208 6.794343
- L 157.123477 6.941706
- L 157.890747 8.133686
- L 158.658016 8.600249
- L 159.425286 8.489054
- L 160.192555 10.320622
- L 161.727094 8.863944
- L 162.494364 7.805737
- L 163.261633 7.336099
- L 164.028903 7.326511
- L 164.796172 7.834093
- L 165.563442 7.910659
- L 166.330711 7.256475
- L 167.097981 7.465592
- L 168.63252 7.271453
- L 169.39979 7.590858
- L 170.167059 7.756597
- L 170.934329 7.505685
- L 171.701598 8.423876
- L 172.468868 8.916649
- L 173.236137 8.209022
- L 174.003407 8.827096
- L 174.770676 8.10814
- L 175.537946 8.963209
- L 176.305215 9.092896
- L 177.072485 9.759617
- L 177.839754 9.837789
- L 178.607024 9.740857
- L 179.374293 9.940663
- L 180.141563 10.703509
- L 180.908832 8.798712
- L 181.676102 10.728651
- L 182.443371 9.602508
- L 183.210641 9.816876
- L 183.97791 9.619062
- L 184.74518 9.829576
- L 185.512449 9.885172
- L 186.279719 9.512331
- L 187.046989 9.371707
- L 187.814258 9.594111
- L 188.581528 9.51311
- L 189.348797 9.827886
- L 190.116067 9.940904
- L 190.883336 9.416905
- L 191.650606 9.332904
- L 192.417875 10.168192
- L 193.185145 9.832619
- L 193.952414 10.01569
- L 194.719684 9.686104
- L 196.254223 10.834704
- L 197.021492 9.959628
- L 197.788762 10.342824
- L 198.556031 9.480308
- L 199.323301 9.026619
- L 200.09057 9.398486
- L 200.85784 9.405534
- L 201.625109 9.763789
- L 202.392379 9.900339
- L 204.694188 9.87099
- L 206.228727 9.787285
- L 206.995996 8.575926
- L 207.763266 8.939964
- L 208.530535 9.483557
- L 209.297805 11.999803
- L 210.065074 9.889309
- L 210.832344 10.134034
- L 211.599613 10.044817
- L 212.366883 10.503589
- L 213.134152 11.09375
- L 213.901422 10.622319
- L 214.668691 11.204353
- L 215.435961 11.634282
- L 216.20323 11.436783
- L 216.9705 10.426983
- L 218.505039 10.015793
- L 219.272309 10.55164
- L 220.039578 10.897853
- L 220.806848 10.913133
- L 221.574117 10.244198
- L 223.108656 10.899916
- L 223.875926 10.620848
- L 224.643195 10.624019
- L 225.410465 10.829786
- L 226.177734 10.066018
- L 226.945004 10.813653
- L 228.479543 11.148068
- L 229.246812 10.222867
- L 230.014082 11.133373
- L 230.781351 11.278673
- L 231.548621 12.213413
- L 232.31589 12.098617
- L 233.08316 12.57685
- L 233.850429 12.918156
- L 234.617699 12.950507
- L 235.384968 12.608642
- L 236.152238 11.407744
- L 236.919508 11.476581
- L 237.686777 12.193918
- L 238.454047 12.130022
- L 239.221316 12.421987
- L 239.988586 12.33766
- L 240.755855 12.662313
- L 241.523125 12.356
- L 243.057664 12.064845
- L 244.592203 12.90163
- L 245.359472 11.604847
- L 246.126742 13.342402
- L 246.894011 16.58531
- L 248.42855 11.790347
- L 249.19582 11.750279
- L 249.963089 12.753663
- L 250.730359 13.142924
- L 251.497628 12.487929
- L 252.264898 14.081413
- L 253.032168 14.054719
- L 253.799437 13.67079
- L 254.566707 12.185317
- L 255.333976 12.506915
- L 256.101246 13.224614
- L 256.868515 12.733225
- L 257.635785 13.388809
- L 258.403054 14.542374
- L 259.170324 14.014845
- L 259.937593 15.035992
- L 261.472132 14.507562
- L 262.239402 15.049953
- L 263.006671 14.955022
- L 263.773941 14.701374
- L 264.54121 16.617751
- L 265.30848 16.46736
- L 266.075749 16.909669
- L 266.843019 16.723679
- L 267.610288 17.599121
- L 268.377558 18.199936
- L 269.144827 18.481935
- L 269.912097 20.000778
- L 270.679367 19.939203
- L 271.446636 21.486404
- L 272.213906 20.608783
- L 272.981175 18.613957
- L 273.748445 18.400859
- L 274.515714 19.027939
- L 275.282984 18.215944
- L 276.050253 18.474637
- L 276.817523 19.143799
- L 277.584792 18.535277
- L 279.119331 19.328798
- L 279.886601 19.099039
- L 280.65387 19.299634
- L 281.42114 20.07593
- L 281.42114 20.07593
- " style="fill:none;stroke:#ff0000;stroke-linecap:round;"/>
- </g>
- </g>
- <g id="axes_5">
- <g id="patch_3">
- <path d="M 150.218051 45.26861
- L 282.188409 45.26861
- L 282.188409 30.168797
- L 150.218051 30.168797
- z
- " style="fill:none;"/>
- </g>
- <g id="matplotlib.axis_2">
- <g id="xtick_4">
- <g id="text_5">
- <!-- 0.05 -->
- <defs>
- <path d="M 10.796875 72.90625
- L 49.515625 72.90625
- L 49.515625 64.59375
- L 19.828125 64.59375
- L 19.828125 46.734375
- Q 21.96875 47.46875 24.109375 47.828125
- Q 26.265625 48.1875 28.421875 48.1875
- Q 40.625 48.1875 47.75 41.5
- Q 54.890625 34.8125 54.890625 23.390625
- Q 54.890625 11.625 47.5625 5.09375
- Q 40.234375 -1.421875 26.90625 -1.421875
- Q 22.3125 -1.421875 17.546875 -0.640625
- Q 12.796875 0.140625 7.71875 1.703125
- L 7.71875 11.625
- Q 12.109375 9.234375 16.796875 8.0625
- Q 21.484375 6.890625 26.703125 6.890625
- Q 35.15625 6.890625 40.078125 11.328125
- Q 45.015625 15.765625 45.015625 23.390625
- Q 45.015625 31 40.078125 35.4375
- Q 35.15625 39.890625 26.703125 39.890625
- Q 22.75 39.890625 18.8125 39.015625
- Q 14.890625 38.140625 10.796875 36.28125
- z
- " id="DejaVuSans-35"/>
- </defs>
- <g style="fill:#ff0000;" transform="translate(175.366509 53.327672)scale(0.06 -0.06)">
- <use xlink:href="#DejaVuSans-30"/>
- <use x="63.623047" xlink:href="#DejaVuSans-2e"/>
- <use x="95.410156" xlink:href="#DejaVuSans-30"/>
- <use x="159.033203" xlink:href="#DejaVuSans-35"/>
- </g>
- </g>
- </g>
- <g id="xtick_5">
- <g id="text_6">
- <!-- 0.10 -->
- <g style="fill:#ff0000;" transform="translate(208.747247 53.327672)scale(0.06 -0.06)">
- <use xlink:href="#DejaVuSans-30"/>
- <use x="63.623047" xlink:href="#DejaVuSans-2e"/>
- <use x="95.410156" xlink:href="#DejaVuSans-31"/>
- <use x="159.033203" xlink:href="#DejaVuSans-30"/>
- </g>
- </g>
- </g>
- <g id="xtick_6">
- <g id="text_7">
- <!-- 0.15 -->
- <g style="fill:#ff0000;" transform="translate(242.127984 53.327672)scale(0.06 -0.06)">
- <use xlink:href="#DejaVuSans-30"/>
- <use x="63.623047" xlink:href="#DejaVuSans-2e"/>
- <use x="95.410156" xlink:href="#DejaVuSans-31"/>
- <use x="159.033203" xlink:href="#DejaVuSans-35"/>
- </g>
- </g>
- </g>
- <g id="xtick_7">
- <g id="text_8">
- <!-- 0.20 -->
- <g style="fill:#ff0000;" transform="translate(275.508722 53.327672)scale(0.06 -0.06)">
- <use xlink:href="#DejaVuSans-30"/>
- <use x="63.623047" xlink:href="#DejaVuSans-2e"/>
- <use x="95.410156" xlink:href="#DejaVuSans-32"/>
- <use x="159.033203" xlink:href="#DejaVuSans-30"/>
- </g>
- </g>
- </g>
- </g>
- <g id="line2d_2">
- <path clip-path="url(#pe08994845c)" d="M 150.218051 30.855152
- L 151.770644 38.320232
- L 153.323236 40.097607
- L 154.875829 42.216335
- L 156.428421 43.645169
- L 157.981014 44.049676
- L 159.533606 44.077663
- L 161.086199 44.136128
- L 162.638791 44.242319
- L 164.191383 44.428542
- L 165.743976 44.332389
- L 167.296568 44.203739
- L 168.849161 44.441257
- L 170.401753 44.319369
- L 171.954346 44.509496
- L 173.506938 44.458512
- L 175.059531 44.486398
- L 176.612123 44.57255
- L 178.164715 44.467623
- L 179.717308 44.435001
- L 181.2699 44.45919
- L 182.822493 44.508994
- L 184.375085 44.498512
- L 185.927678 44.456186
- L 187.48027 44.566903
- L 189.032863 44.535847
- L 190.585455 44.540532
- L 192.138047 44.483132
- L 193.69064 44.570421
- L 195.243232 44.567633
- L 196.795825 44.550731
- L 198.348417 44.520457
- L 199.90101 44.551754
- L 201.453602 44.562902
- L 203.006195 44.521621
- L 204.558787 44.582254
- L 206.11138 44.577144
- L 207.663972 44.572351
- L 209.216564 44.515886
- L 210.769157 44.56329
- L 212.321749 44.581522
- L 213.874342 44.489347
- L 215.426934 44.481386
- L 216.979527 44.557096
- L 218.532119 44.579302
- L 220.084712 44.533489
- L 221.637304 44.55438
- L 223.189896 44.566708
- L 224.742489 44.556126
- L 226.295081 44.568144
- L 227.847674 44.561183
- L 229.400266 44.571253
- L 230.952859 44.568813
- L 232.505451 44.563809
- L 234.058044 44.571526
- L 235.610636 44.563808
- L 237.163228 44.520702
- L 238.715821 44.544354
- L 240.268413 44.560481
- L 241.821006 44.570627
- L 243.373598 44.567484
- L 244.926191 44.564682
- L 246.478783 44.580889
- L 248.031376 44.566727
- L 249.583968 44.572342
- L 251.13656 44.575329
- L 252.689153 44.576024
- L 254.241745 44.564469
- L 255.794338 44.56533
- L 257.34693 44.561956
- L 258.899523 44.574961
- L 260.452115 44.5756
- L 262.004708 44.561635
- L 263.5573 44.579752
- L 265.109892 44.572603
- L 266.662485 44.581174
- L 268.215077 44.549484
- L 269.76767 44.578214
- L 271.320262 44.575903
- L 272.872855 44.579295
- L 274.425447 44.558683
- L 275.97804 44.563613
- L 277.530632 44.580813
- L 279.083224 44.580004
- L 280.635817 44.565058
- L 282.188409 44.554636
- " style="fill:none;stroke:#ff0000;stroke-linecap:round;"/>
- </g>
- </g>
- <g id="axes_6">
- <g clip-path="url(#p38937e56e1)">
- <image height="27.6" id="image1c3287f9b8" transform="scale(1 -1)translate(0 -27.6)" width="33.12" x="302.751591" xlink:href="data:image/png;base64,
- 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" y="-11.622241"/>
- </g>
- <g id="LineCollection_4">
- <path clip-path="url(#p38937e56e1)" d="M 317.734464 13.796759
- L 318.339832 13.796759
- L 318.642517 14.099443
- L 322.577413 14.099443
- L 322.728755 14.250786
- L 322.728755 14.55347
- L 323.78815 15.612865
- L 324.090834 15.612865
- L 324.393519 15.915549
- L 324.696203 15.915549
- L 324.998887 16.218234
- L 325.301572 16.218234
- L 325.90694 16.823602
- L 326.209624 16.823602
- L 326.814993 17.428971
- L 327.420362 17.428971
- L 327.723046 17.731655
- L 328.02573 17.731655
- L 328.328415 18.034339
- L 328.631099 18.034339
- L 329.236468 18.639708
- L 329.539152 18.639708
- L 330.14452 19.245077
- L 330.447205 19.245077
- L 331.203916 20.001787
- L 331.203916 20.304472
- L 331.809284 20.90984
- L 331.809284 21.212525
- L 333.020021 22.423262
- L 333.020021 22.725946
- L 333.322706 23.02863
- L 333.322706 23.331315
- L 333.62539 23.633999
- L 333.62539 23.936683
- L 333.928074 24.239368
- L 333.928074 24.844736
- L 334.230759 25.147421
- L 334.230759 26.963526
- L 333.928074 27.266211
- L 333.928074 27.568895
- L 333.62539 27.871579
- L 333.62539 28.174264
- L 333.322706 28.476948
- L 333.322706 29.385001
- L 333.020021 29.687685
- L 333.020021 30.293054
- L 332.263311 31.049765
- L 331.960626 31.049765
- L 331.657942 31.352449
- L 331.355258 31.049765
- L 328.933783 31.049765
- L 328.631099 31.352449
- L 328.02573 31.352449
- L 327.723046 31.655133
- L 327.420362 31.655133
- L 326.663651 32.411844
- L 326.663651 33.017213
- L 326.360967 33.319897
- L 326.360967 33.622581
- L 326.058282 33.925266
- L 326.058282 34.22795
- L 325.90694 34.379292
- L 325.604256 34.379292
- L 325.301572 34.681976
- L 324.998887 34.681976
- L 324.090834 35.590029
- L 323.78815 35.590029
- L 323.485466 35.892714
- L 321.66936 35.892714
- L 321.063991 35.287345
- L 320.458623 35.287345
- L 320.004596 35.741371
- L 320.004596 36.34674
- L 319.853254 36.498082
- L 318.339832 36.498082
- L 318.037148 36.195398
- L 314.707621 36.195398
- L 314.404936 35.892714
- L 313.496884 35.892714
- L 313.194199 35.590029
- L 310.47004 35.590029
- L 310.167356 35.287345
- L 308.35125 35.287345
- L 308.199908 35.136003
- L 308.199908 34.530634
- L 307.897224 34.22795
- L 307.897224 32.714528
- L 307.59454 32.411844
- L 307.59454 31.806475
- L 307.140513 31.352449
- L 306.837829 31.352449
- L 306.535144 31.049765
- L 306.23246 31.049765
- L 306.081118 30.898422
- L 306.081118 30.595738
- L 305.475749 29.99037
- L 305.475749 28.779632
- L 305.173065 28.476948
- L 305.173065 27.568895
- L 305.475749 27.266211
- L 305.475749 26.660842
- L 305.778434 26.358158
- L 305.778434 25.450105
- L 306.081118 25.147421
- L 306.081118 24.542052
- L 306.383802 24.239368
- L 306.383802 23.936683
- L 306.686487 23.633999
- L 306.686487 23.331315
- L 306.989171 23.02863
- L 306.989171 22.725946
- L 307.291855 22.423262
- L 307.291855 22.120578
- L 307.59454 21.817893
- L 307.59454 21.212525
- L 307.897224 20.90984
- L 307.897224 20.607156
- L 308.199908 20.304472
- L 308.199908 20.001787
- L 309.107961 19.093734
- L 309.107961 18.79105
- L 309.71333 18.185682
- L 309.71333 17.882997
- L 311.075409 16.520918
- L 311.378093 16.520918
- L 311.983462 15.915549
- L 312.286146 15.915549
- L 312.588831 15.612865
- L 312.891515 15.612865
- L 313.194199 15.310181
- L 313.496884 15.310181
- L 313.799568 15.007496
- L 314.707621 15.007496
- L 315.010305 14.704812
- L 315.615674 14.704812
- L 315.918358 14.402128
- L 317.129095 14.402128
- L 317.734464 13.796759
- L 317.734464 13.796759
- " style="fill:none;stroke:#000000;stroke-width:0.5;"/>
- </g>
- <g id="text_9">
- <!-- C2 [noise]: Tot. var. expl. 5.7% -->
- <defs>
- <path d="M 8.203125 72.90625
- L 55.078125 72.90625
- L 55.078125 68.703125
- L 28.609375 0
- L 18.3125 0
- L 43.21875 64.59375
- L 8.203125 64.59375
- z
- " id="DejaVuSans-37"/>
- </defs>
- <g style="fill:#ff0000;" transform="translate(302.751591 6.038906)scale(0.07 -0.07)">
- <use xlink:href="#DejaVuSans-43"/>
- <use x="69.824219" xlink:href="#DejaVuSans-32"/>
- <use x="133.447266" xlink:href="#DejaVuSans-20"/>
- <use x="165.234375" xlink:href="#DejaVuSans-5b"/>
- <use x="204.248047" xlink:href="#DejaVuSans-6e"/>
- <use x="267.626953" xlink:href="#DejaVuSans-6f"/>
- <use x="328.808594" xlink:href="#DejaVuSans-69"/>
- <use x="356.591797" xlink:href="#DejaVuSans-73"/>
- <use x="408.691406" xlink:href="#DejaVuSans-65"/>
- <use x="470.214844" xlink:href="#DejaVuSans-5d"/>
- <use x="509.228516" xlink:href="#DejaVuSans-3a"/>
- <use x="542.919922" xlink:href="#DejaVuSans-20"/>
- <use x="574.707031" xlink:href="#DejaVuSans-54"/>
- <use x="635.525391" xlink:href="#DejaVuSans-6f"/>
- <use x="696.707031" xlink:href="#DejaVuSans-74"/>
- <use x="735.916016" xlink:href="#DejaVuSans-2e"/>
- <use x="767.703125" xlink:href="#DejaVuSans-20"/>
- <use x="799.490234" xlink:href="#DejaVuSans-76"/>
- <use x="858.669922" xlink:href="#DejaVuSans-61"/>
- <use x="919.949219" xlink:href="#DejaVuSans-72"/>
- <use x="960.921875" xlink:href="#DejaVuSans-2e"/>
- <use x="992.708984" xlink:href="#DejaVuSans-20"/>
- <use x="1024.496094" xlink:href="#DejaVuSans-65"/>
- <use x="1086.003906" xlink:href="#DejaVuSans-78"/>
- <use x="1145.183594" xlink:href="#DejaVuSans-70"/>
- <use x="1208.660156" xlink:href="#DejaVuSans-6c"/>
- <use x="1236.443359" xlink:href="#DejaVuSans-2e"/>
- <use x="1268.230469" xlink:href="#DejaVuSans-20"/>
- <use x="1300.017578" xlink:href="#DejaVuSans-35"/>
- <use x="1363.640625" xlink:href="#DejaVuSans-2e"/>
- <use x="1395.427734" xlink:href="#DejaVuSans-37"/>
- <use x="1459.050781" xlink:href="#DejaVuSans-25"/>
- </g>
- </g>
- </g>
- <g id="axes_7">
- <g clip-path="url(#pd934df5a73)">
- <image height="33.12" id="image38d73fb332" transform="scale(1 -1)translate(0 -33.12)" width="33.12" x="346.009274" xlink:href="data:image/png;base64,
- 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" y="-8.8264"/>
- </g>
- <g id="LineCollection_5">
- <path clip-path="url(#pd934df5a73)" d="M 358.517454 11.491702
- L 360.330234 11.491702
- L 360.69279 11.854258
- L 361.055345 11.491702
- L 361.417901 11.491702
- L 361.780457 11.854258
- L 362.143013 11.854258
- L 362.505569 12.216814
- L 365.406017 12.216814
- L 365.768573 12.579369
- L 366.131128 12.579369
- L 366.493684 12.941925
- L 366.85624 12.941925
- L 367.218796 13.304481
- L 367.581352 13.304481
- L 367.943908 13.667037
- L 368.306464 13.667037
- L 368.66902 14.029593
- L 369.031576 14.029593
- L 370.844356 15.842373
- L 371.206911 15.842373
- L 373.563525 18.198986
- L 373.563525 18.561542
- L 374.288637 19.286654
- L 374.288637 19.64921
- L 375.013749 20.374322
- L 375.013749 21.099434
- L 375.376305 21.46199
- L 375.376305 23.999881
- L 375.738861 24.362437
- L 375.738861 24.724993
- L 376.101417 25.087549
- L 376.101417 28.713108
- L 375.738861 29.075664
- L 375.738861 29.43822
- L 375.376305 29.800776
- L 375.376305 30.525888
- L 375.013749 30.888444
- L 375.013749 31.251
- L 374.651193 31.613556
- L 374.651193 31.976112
- L 373.926081 32.701223
- L 373.926081 33.426335
- L 373.563525 33.788891
- L 373.563525 34.876559
- L 373.200969 35.239115
- L 373.200969 35.601671
- L 372.657135 36.145505
- L 372.294579 36.145505
- L 372.113301 36.326783
- L 372.113301 37.051895
- L 371.932023 37.233173
- L 370.844356 37.233173
- L 370.4818 37.595729
- L 370.119244 37.595729
- L 369.756688 37.958284
- L 366.493684 37.958284
- L 366.131128 38.32084
- L 364.680905 38.32084
- L 364.318349 38.683396
- L 359.967678 38.683396
- L 359.605122 38.32084
- L 356.342118 38.32084
- L 355.617007 37.595729
- L 354.166783 37.595729
- L 353.441671 36.870617
- L 353.079115 36.870617
- L 351.085057 34.876559
- L 351.085057 33.788891
- L 350.722502 33.426335
- L 350.722502 31.613556
- L 349.634834 30.525888
- L 349.634834 30.163332
- L 349.272278 29.800776
- L 349.272278 29.075664
- L 348.909722 28.713108
- L 348.909722 24.724993
- L 349.272278 24.362437
- L 349.272278 23.274769
- L 349.634834 22.912213
- L 349.634834 21.099434
- L 349.99739 20.736878
- L 349.99739 20.374322
- L 350.722502 19.64921
- L 350.722502 19.286654
- L 351.447613 18.561542
- L 351.447613 18.198986
- L 351.810169 17.83643
- L 351.810169 17.473875
- L 352.354003 16.930041
- L 352.716559 16.930041
- L 356.342118 13.304481
- L 356.704674 13.304481
- L 357.06723 12.941925
- L 357.429786 12.941925
- L 357.97362 12.398092
- L 357.97362 12.035536
- L 358.517454 11.491702
- L 358.517454 11.491702
- " style="fill:none;stroke:#000000;stroke-width:0.5;"/>
- </g>
- </g>
- <g id="axes_8">
- <g clip-path="url(#p86f4948ad7)">
- <image height="39.6" id="imagefbcff41137" transform="scale(1 -1)translate(0 -39.6)" width="33.12" x="389.266958" xlink:href="data:image/png;base64,
- 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" y="-5.609403"/>
- </g>
- <g id="LineCollection_6">
- <path clip-path="url(#p86f4948ad7)" d="M 405.400697 7.503586
- L 407.576033 7.503586
- L 407.938589 7.866142
- L 408.6637 7.866142
- L 409.026256 8.228698
- L 410.47648 8.228698
- L 410.839036 8.591254
- L 411.564148 8.591254
- L 411.926704 8.95381
- L 412.28926 8.95381
- L 414.645873 11.310424
- L 414.645873 11.67298
- L 415.370985 12.398092
- L 415.370985 12.760647
- L 416.096097 13.485759
- L 416.096097 13.848315
- L 416.458653 14.210871
- L 416.458653 14.573427
- L 416.821209 14.935983
- L 416.821209 15.661095
- L 417.183765 16.023651
- L 417.183765 16.748763
- L 417.546321 17.111319
- L 417.546321 17.83643
- L 417.908877 18.198986
- L 417.908877 18.924098
- L 418.271433 19.286654
- L 418.271433 20.011766
- L 418.633988 20.374322
- L 418.633988 21.46199
- L 418.996544 21.824546
- L 418.996544 22.912213
- L 419.3591 23.274769
- L 419.3591 29.43822
- L 418.996544 29.800776
- L 418.996544 30.888444
- L 418.633988 31.251
- L 418.633988 31.976112
- L 418.271433 32.338668
- L 418.271433 33.063779
- L 417.908877 33.426335
- L 417.908877 33.788891
- L 417.183765 34.514003
- L 417.183765 34.876559
- L 416.821209 35.239115
- L 416.821209 35.601671
- L 415.370985 37.051895
- L 415.370985 37.414451
- L 414.283317 38.502118
- L 414.283317 38.864674
- L 413.376928 39.771064
- L 413.014372 39.771064
- L 412.651816 40.13362
- L 412.28926 40.13362
- L 411.926704 40.496176
- L 411.564148 40.496176
- L 411.201592 40.858732
- L 410.839036 40.858732
- L 410.47648 41.221288
- L 410.113924 41.221288
- L 409.751368 41.583844
- L 406.125809 41.583844
- L 405.763253 41.9464
- L 403.950473 41.9464
- L 403.587917 42.308956
- L 402.50025 42.308956
- L 402.137694 41.9464
- L 401.412582 41.9464
- L 401.050026 41.583844
- L 400.68747 41.583844
- L 399.962358 40.858732
- L 399.599802 40.858732
- L 398.149579 39.408508
- L 397.787023 39.408508
- L 394.705297 36.326783
- L 394.705297 35.964227
- L 394.342741 35.601671
- L 394.342741 35.239115
- L 393.980185 34.876559
- L 393.980185 34.514003
- L 393.255073 33.788891
- L 393.255073 33.063779
- L 392.892518 32.701223
- L 392.892518 31.613556
- L 392.529962 31.251
- L 392.529962 30.163332
- L 392.167406 29.800776
- L 392.167406 29.075664
- L 392.529962 28.713108
- L 392.529962 28.350552
- L 392.167406 27.987996
- L 392.167406 24.362437
- L 392.529962 23.999881
- L 392.529962 23.274769
- L 392.892518 22.912213
- L 392.892518 22.549657
- L 393.255073 22.187102
- L 393.255073 20.374322
- L 393.617629 20.011766
- L 393.617629 18.924098
- L 393.980185 18.561542
- L 393.980185 17.83643
- L 394.342741 17.473875
- L 394.342741 17.111319
- L 394.705297 16.748763
- L 394.705297 15.298539
- L 395.067853 14.935983
- L 395.067853 14.573427
- L 395.792965 13.848315
- L 395.792965 13.485759
- L 396.155521 13.123203
- L 396.155521 12.760647
- L 399.599802 9.316366
- L 399.962358 9.316366
- L 400.324914 8.95381
- L 400.68747 8.95381
- L 401.050026 8.591254
- L 401.775138 8.591254
- L 402.137694 8.228698
- L 404.313029 8.228698
- L 404.675585 7.866142
- L 405.038141 7.866142
- L 405.400697 7.503586
- L 405.400697 7.503586
- " style="fill:none;stroke:#000000;stroke-width:0.5;"/>
- </g>
- </g>
- <g id="axes_9">
- <g id="patch_4">
- <path d="M 432.524642 22.241395
- L 564.495 22.241395
- L 564.495 5.6316
- L 432.524642 5.6316
- z
- " style="fill:none;"/>
- </g>
- <g id="matplotlib.axis_3">
- <g id="xtick_8">
- <g id="text_10">
- <!-- 0 -->
- <g style="fill:#ff0000;" transform="translate(430.615892 30.300457)scale(0.06 -0.06)">
- <use xlink:href="#DejaVuSans-30"/>
- </g>
- </g>
- </g>
- <g id="xtick_9">
- <g id="text_11">
- <!-- 200 -->
- <g style="fill:#ff0000;" transform="translate(488.179954 30.300457)scale(0.06 -0.06)">
- <use xlink:href="#DejaVuSans-32"/>
- <use x="63.623047" xlink:href="#DejaVuSans-30"/>
- <use x="127.246094" xlink:href="#DejaVuSans-30"/>
- </g>
- </g>
- </g>
- <g id="xtick_10">
- <g id="text_12">
- <!-- 400 -->
- <g style="fill:#ff0000;" transform="translate(549.561516 30.300457)scale(0.06 -0.06)">
- <use xlink:href="#DejaVuSans-34"/>
- <use x="63.623047" xlink:href="#DejaVuSans-30"/>
- <use x="127.246094" xlink:href="#DejaVuSans-30"/>
- </g>
- </g>
- </g>
- </g>
- <g id="line2d_3">
- <path clip-path="url(#pe2a465ce5f)" d="M 432.524642 8.933002
- L 433.291912 7.28651
- L 434.059181 7.898285
- L 434.826451 6.639494
- L 435.59372 6.386591
- L 436.36099 8.680943
- L 437.128259 9.360543
- L 438.662798 9.668438
- L 439.430068 9.089256
- L 440.964607 12.74353
- L 441.731876 13.037765
- L 442.499146 16.722372
- L 443.266415 15.477419
- L 444.033685 13.976229
- L 444.800954 9.96914
- L 445.568224 8.492689
- L 446.335493 8.957519
- L 447.102763 10.335149
- L 447.870033 10.405383
- L 448.637302 8.748823
- L 449.404572 8.844145
- L 450.171841 9.171507
- L 450.939111 9.196638
- L 451.70638 9.705316
- L 453.240919 9.619668
- L 454.008189 13.1204
- L 454.775458 14.181055
- L 455.542728 12.936661
- L 456.309997 13.862637
- L 457.077267 12.553975
- L 457.844536 14.171868
- L 458.611806 14.365286
- L 460.146345 16.829285
- L 460.913614 16.364683
- L 461.680884 16.901375
- L 462.448153 18.115691
- L 463.215423 14.187961
- L 463.982693 16.613752
- L 464.749962 16.017813
- L 466.284501 15.953619
- L 467.051771 16.312532
- L 467.81904 16.204137
- L 468.58631 15.655767
- L 469.353579 15.891329
- L 470.888118 16.032125
- L 471.655388 15.772141
- L 472.422657 17.271155
- L 473.189927 17.336794
- L 473.957196 16.211545
- L 474.724466 17.070811
- L 476.259005 17.313288
- L 477.026274 16.641951
- L 477.793544 17.64731
- L 478.560813 19.0404
- L 479.328083 16.988523
- L 480.095352 17.783168
- L 480.862622 16.918163
- L 481.629892 14.912775
- L 482.397161 15.995956
- L 483.164431 16.05832
- L 483.9317 16.732164
- L 485.466239 17.105673
- L 486.233509 17.100854
- L 487.000778 16.810871
- L 487.768048 16.763075
- L 488.535317 17.115731
- L 489.302587 14.513377
- L 490.069856 15.12592
- L 490.837126 16.316302
- L 491.604395 19.973794
- L 492.371665 17.66815
- L 493.138934 17.089938
- L 493.906204 17.86502
- L 494.673473 17.960864
- L 495.440743 18.693863
- L 496.208012 18.497324
- L 496.975282 18.83444
- L 497.742552 19.587022
- L 499.277091 18.270537
- L 500.04436 17.222351
- L 500.81163 16.925348
- L 501.578899 18.050619
- L 502.346169 17.777541
- L 503.880708 18.023053
- L 504.647977 18.30709
- L 505.415247 18.875131
- L 506.182516 18.254291
- L 507.717055 18.277188
- L 508.484325 17.686754
- L 510.018864 18.459404
- L 510.786133 18.077958
- L 511.553403 16.130992
- L 512.320672 18.520333
- L 513.087942 18.294839
- L 513.855211 19.130247
- L 514.622481 19.735063
- L 515.389751 20.167769
- L 516.15702 20.223605
- L 517.691559 20.012993
- L 518.458829 18.537467
- L 519.226098 18.814441
- L 519.993368 19.478359
- L 520.760637 19.453065
- L 521.527907 19.926872
- L 522.295176 19.462226
- L 523.062446 19.678814
- L 523.829715 19.139854
- L 525.364254 19.054023
- L 526.131524 19.301298
- L 526.898793 19.087995
- L 527.666063 18.62686
- L 528.433332 19.14081
- L 529.200602 21.486404
- L 529.967871 20.714295
- L 530.735141 17.902805
- L 531.502411 18.285244
- L 532.26968 18.9967
- L 533.03695 19.040862
- L 533.804219 17.921759
- L 534.571489 19.438122
- L 535.338758 19.060025
- L 536.106028 19.046822
- L 536.873297 16.809298
- L 537.640567 17.254117
- L 538.407836 17.51049
- L 539.175106 18.185776
- L 539.942375 17.835349
- L 540.709645 18.306246
- L 541.476914 17.768141
- L 542.244184 18.36884
- L 543.011453 18.347497
- L 543.778723 18.008825
- L 545.313262 18.079624
- L 546.080531 17.36647
- L 546.847801 18.008327
- L 547.61507 17.333162
- L 549.14961 17.183669
- L 550.684149 17.943387
- L 551.451418 17.886203
- L 552.218688 18.097389
- L 552.985957 17.570869
- L 553.753227 20.138084
- L 554.520496 18.991942
- L 555.287766 17.618097
- L 556.055035 17.265552
- L 556.822305 17.272428
- L 557.589574 16.555663
- L 558.356844 16.35988
- L 559.124113 16.890993
- L 559.891383 16.404933
- L 560.658652 15.683629
- L 561.425922 15.631528
- L 562.193191 15.706408
- L 563.72773 16.0451
- L 563.72773 16.0451
- " style="fill:none;stroke:#ff0000;stroke-linecap:round;"/>
- </g>
- </g>
- <g id="axes_10">
- <g id="patch_5">
- <path d="M 432.524642 45.26861
- L 564.495 45.26861
- L 564.495 30.168797
- L 432.524642 30.168797
- z
- " style="fill:none;"/>
- </g>
- <g id="matplotlib.axis_4">
- <g id="xtick_11">
- <g id="text_13">
- <!-- 0.05 -->
- <g style="fill:#ff0000;" transform="translate(457.6731 53.327672)scale(0.06 -0.06)">
- <use xlink:href="#DejaVuSans-30"/>
- <use x="63.623047" xlink:href="#DejaVuSans-2e"/>
- <use x="95.410156" xlink:href="#DejaVuSans-30"/>
- <use x="159.033203" xlink:href="#DejaVuSans-35"/>
- </g>
- </g>
- </g>
- <g id="xtick_12">
- <g id="text_14">
- <!-- 0.10 -->
- <g style="fill:#ff0000;" transform="translate(491.053837 53.327672)scale(0.06 -0.06)">
- <use xlink:href="#DejaVuSans-30"/>
- <use x="63.623047" xlink:href="#DejaVuSans-2e"/>
- <use x="95.410156" xlink:href="#DejaVuSans-31"/>
- <use x="159.033203" xlink:href="#DejaVuSans-30"/>
- </g>
- </g>
- </g>
- <g id="xtick_13">
- <g id="text_15">
- <!-- 0.15 -->
- <g style="fill:#ff0000;" transform="translate(524.434575 53.327672)scale(0.06 -0.06)">
- <use xlink:href="#DejaVuSans-30"/>
- <use x="63.623047" xlink:href="#DejaVuSans-2e"/>
- <use x="95.410156" xlink:href="#DejaVuSans-31"/>
- <use x="159.033203" xlink:href="#DejaVuSans-35"/>
- </g>
- </g>
- </g>
- <g id="xtick_14">
- <g id="text_16">
- <!-- 0.20 -->
- <g style="fill:#ff0000;" transform="translate(557.815312 53.327672)scale(0.06 -0.06)">
- <use xlink:href="#DejaVuSans-30"/>
- <use x="63.623047" xlink:href="#DejaVuSans-2e"/>
- <use x="95.410156" xlink:href="#DejaVuSans-32"/>
- <use x="159.033203" xlink:href="#DejaVuSans-30"/>
- </g>
- </g>
- </g>
- </g>
- <g id="line2d_4">
- <path clip-path="url(#pb3b39a9043)" d="M 432.524642 30.855152
- L 434.077235 41.193061
- L 435.629827 43.07397
- L 437.182419 44.136409
- L 438.735012 44.354175
- L 440.287604 44.41592
- L 441.840197 43.593554
- L 443.392789 43.826367
- L 444.945382 44.116892
- L 446.497974 44.367262
- L 448.050567 44.453406
- L 449.603159 44.2508
- L 451.155751 44.50193
- L 452.708344 44.401206
- L 454.260936 44.581084
- L 455.813529 44.560095
- L 457.366121 44.541091
- L 458.918714 44.570366
- L 460.471306 44.527114
- L 462.023899 44.515242
- L 463.576491 44.377653
- L 465.129083 44.30815
- L 466.681676 44.495458
- L 468.234268 44.480354
- L 469.786861 44.571453
- L 471.339453 44.545586
- L 472.892046 44.54635
- L 474.444638 44.552994
- L 475.997231 44.572873
- L 477.549823 44.571934
- L 479.102415 44.578837
- L 480.655008 44.509319
- L 482.2076 44.541412
- L 483.760193 44.568469
- L 485.312785 44.54052
- L 486.865378 44.531536
- L 488.41797 44.578988
- L 489.970563 44.578366
- L 491.523155 44.519993
- L 493.075747 44.575054
- L 494.62834 44.575772
- L 496.180932 44.511021
- L 497.733525 44.537879
- L 499.286117 44.555186
- L 500.83871 44.582254
- L 502.391302 44.570888
- L 503.943895 44.56916
- L 505.496487 44.573691
- L 507.049079 44.542209
- L 508.601672 44.567997
- L 510.154264 44.548158
- L 511.706857 44.572787
- L 513.259449 44.575978
- L 514.812042 44.566068
- L 516.364634 44.572245
- L 517.917227 44.577851
- L 519.469819 44.538578
- L 521.022412 44.578775
- L 522.575004 44.564997
- L 524.127596 44.57217
- L 525.680189 44.570187
- L 527.232781 44.570041
- L 528.785374 44.580262
- L 530.337966 44.570508
- L 531.890559 44.56184
- L 533.443151 44.553908
- L 534.995744 44.569304
- L 536.548336 44.580444
- L 538.100928 44.581093
- L 539.653521 44.549308
- L 541.206113 44.57491
- L 542.758706 44.572443
- L 544.311298 44.570752
- L 545.863891 44.578738
- L 547.416483 44.578961
- L 548.969076 44.580277
- L 550.521668 44.550636
- L 552.07426 44.580963
- L 553.626853 44.579441
- L 555.179445 44.581864
- L 556.732038 44.560621
- L 558.28463 44.572454
- L 559.837223 44.568487
- L 561.389815 44.580098
- L 562.942408 44.574421
- L 564.495 44.555101
- " style="fill:none;stroke:#ff0000;stroke-linecap:round;"/>
- </g>
- </g>
- <g id="axes_11">
- <g clip-path="url(#p3d86358540)">
- <image height="27.6" id="imageb95532732c" transform="scale(1 -1)translate(0 -27.6)" width="33.12" x="20.445" xlink:href="data:image/png;base64,
- 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" y="-59.186652"/>
- </g>
- <g id="LineCollection_7">
- <path clip-path="url(#p3d86358540)" d="M 35.427873 61.36117
- L 36.033242 61.36117
- L 36.335926 61.663855
- L 40.270822 61.663855
- L 40.422164 61.815197
- L 40.422164 62.117881
- L 41.481559 63.177276
- L 41.784244 63.177276
- L 42.086928 63.47996
- L 42.389612 63.47996
- L 42.692297 63.782645
- L 42.994981 63.782645
- L 43.600349 64.388013
- L 43.903034 64.388013
- L 44.508402 64.993382
- L 45.113771 64.993382
- L 45.416455 65.296066
- L 45.71914 65.296066
- L 46.021824 65.598751
- L 46.324508 65.598751
- L 46.929877 66.204119
- L 47.232561 66.204119
- L 47.83793 66.809488
- L 48.140614 66.809488
- L 48.897325 67.566199
- L 48.897325 67.868883
- L 49.502693 68.474252
- L 49.502693 68.776936
- L 50.713431 69.987673
- L 50.713431 70.290357
- L 51.016115 70.593042
- L 51.016115 70.895726
- L 51.318799 71.19841
- L 51.318799 71.501095
- L 51.621484 71.803779
- L 51.621484 72.409148
- L 51.924168 72.711832
- L 51.924168 74.527938
- L 51.621484 74.830622
- L 51.621484 75.133306
- L 51.318799 75.435991
- L 51.318799 75.738675
- L 51.016115 76.041359
- L 51.016115 76.949412
- L 50.713431 77.252096
- L 50.713431 77.857465
- L 49.95672 78.614176
- L 49.654036 78.614176
- L 49.351351 78.91686
- L 49.048667 78.614176
- L 46.627193 78.614176
- L 46.324508 78.91686
- L 45.71914 78.91686
- L 45.416455 79.219544
- L 45.113771 79.219544
- L 44.35706 79.976255
- L 44.35706 80.581624
- L 44.054376 80.884308
- L 44.054376 81.186992
- L 43.751692 81.489677
- L 43.751692 81.792361
- L 43.600349 81.943703
- L 43.297665 81.943703
- L 42.994981 82.246388
- L 42.692297 82.246388
- L 41.784244 83.15444
- L 41.481559 83.15444
- L 41.178875 83.457125
- L 39.362769 83.457125
- L 38.757401 82.851756
- L 38.152032 82.851756
- L 37.698006 83.305783
- L 37.698006 83.911151
- L 37.546663 84.062493
- L 36.033242 84.062493
- L 35.730558 83.759809
- L 32.40103 83.759809
- L 32.098346 83.457125
- L 31.190293 83.457125
- L 30.887609 83.15444
- L 28.16345 83.15444
- L 27.860766 82.851756
- L 26.04466 82.851756
- L 25.893318 82.700414
- L 25.893318 82.095045
- L 25.590633 81.792361
- L 25.590633 80.27894
- L 25.287949 79.976255
- L 25.287949 79.370887
- L 24.833922 78.91686
- L 24.531238 78.91686
- L 24.228554 78.614176
- L 23.92587 78.614176
- L 23.774527 78.462834
- L 23.774527 78.160149
- L 23.169159 77.554781
- L 23.169159 76.344044
- L 22.866474 76.041359
- L 22.866474 75.133306
- L 23.169159 74.830622
- L 23.169159 74.225253
- L 23.471843 73.922569
- L 23.471843 73.014516
- L 23.774527 72.711832
- L 23.774527 72.106463
- L 24.077212 71.803779
- L 24.077212 71.501095
- L 24.379896 71.19841
- L 24.379896 70.895726
- L 24.68258 70.593042
- L 24.68258 70.290357
- L 24.985265 69.987673
- L 24.985265 69.684989
- L 25.287949 69.382304
- L 25.287949 68.776936
- L 25.590633 68.474252
- L 25.590633 68.171567
- L 25.893318 67.868883
- L 25.893318 67.566199
- L 26.80137 66.658146
- L 26.80137 66.355461
- L 27.406739 65.750093
- L 27.406739 65.447408
- L 28.768818 64.085329
- L 29.071503 64.085329
- L 29.676871 63.47996
- L 29.979556 63.47996
- L 30.28224 63.177276
- L 30.584924 63.177276
- L 30.887609 62.874592
- L 31.190293 62.874592
- L 31.492977 62.571908
- L 32.40103 62.571908
- L 32.703714 62.269223
- L 33.309083 62.269223
- L 33.611767 61.966539
- L 34.822505 61.966539
- L 35.427873 61.36117
- L 35.427873 61.36117
- " style="fill:none;stroke:#000000;stroke-width:0.5;"/>
- </g>
- <g id="text_17">
- <!-- C3 [noise]: Tot. var. expl. 4.6% -->
- <defs>
- <path d="M 40.578125 39.3125
- Q 47.65625 37.796875 51.625 33
- Q 55.609375 28.21875 55.609375 21.1875
- Q 55.609375 10.40625 48.1875 4.484375
- Q 40.765625 -1.421875 27.09375 -1.421875
- Q 22.515625 -1.421875 17.65625 -0.515625
- Q 12.796875 0.390625 7.625 2.203125
- L 7.625 11.71875
- Q 11.71875 9.328125 16.59375 8.109375
- Q 21.484375 6.890625 26.8125 6.890625
- Q 36.078125 6.890625 40.9375 10.546875
- Q 45.796875 14.203125 45.796875 21.1875
- Q 45.796875 27.640625 41.28125 31.265625
- Q 36.765625 34.90625 28.71875 34.90625
- L 20.21875 34.90625
- L 20.21875 43.015625
- L 29.109375 43.015625
- Q 36.375 43.015625 40.234375 45.921875
- Q 44.09375 48.828125 44.09375 54.296875
- Q 44.09375 59.90625 40.109375 62.90625
- Q 36.140625 65.921875 28.71875 65.921875
- Q 24.65625 65.921875 20.015625 65.03125
- Q 15.375 64.15625 9.8125 62.3125
- L 9.8125 71.09375
- Q 15.4375 72.65625 20.34375 73.4375
- Q 25.25 74.21875 29.59375 74.21875
- Q 40.828125 74.21875 47.359375 69.109375
- Q 53.90625 64.015625 53.90625 55.328125
- Q 53.90625 49.265625 50.4375 45.09375
- Q 46.96875 40.921875 40.578125 39.3125
- z
- " id="DejaVuSans-33"/>
- </defs>
- <g style="fill:#ff0000;" transform="translate(20.445 53.603317)scale(0.07 -0.07)">
- <use xlink:href="#DejaVuSans-43"/>
- <use x="69.824219" xlink:href="#DejaVuSans-33"/>
- <use x="133.447266" xlink:href="#DejaVuSans-20"/>
- <use x="165.234375" xlink:href="#DejaVuSans-5b"/>
- <use x="204.248047" xlink:href="#DejaVuSans-6e"/>
- <use x="267.626953" xlink:href="#DejaVuSans-6f"/>
- <use x="328.808594" xlink:href="#DejaVuSans-69"/>
- <use x="356.591797" xlink:href="#DejaVuSans-73"/>
- <use x="408.691406" xlink:href="#DejaVuSans-65"/>
- <use x="470.214844" xlink:href="#DejaVuSans-5d"/>
- <use x="509.228516" xlink:href="#DejaVuSans-3a"/>
- <use x="542.919922" xlink:href="#DejaVuSans-20"/>
- <use x="574.707031" xlink:href="#DejaVuSans-54"/>
- <use x="635.525391" xlink:href="#DejaVuSans-6f"/>
- <use x="696.707031" xlink:href="#DejaVuSans-74"/>
- <use x="735.916016" xlink:href="#DejaVuSans-2e"/>
- <use x="767.703125" xlink:href="#DejaVuSans-20"/>
- <use x="799.490234" xlink:href="#DejaVuSans-76"/>
- <use x="858.669922" xlink:href="#DejaVuSans-61"/>
- <use x="919.949219" xlink:href="#DejaVuSans-72"/>
- <use x="960.921875" xlink:href="#DejaVuSans-2e"/>
- <use x="992.708984" xlink:href="#DejaVuSans-20"/>
- <use x="1024.496094" xlink:href="#DejaVuSans-65"/>
- <use x="1086.003906" xlink:href="#DejaVuSans-78"/>
- <use x="1145.183594" xlink:href="#DejaVuSans-70"/>
- <use x="1208.660156" xlink:href="#DejaVuSans-6c"/>
- <use x="1236.443359" xlink:href="#DejaVuSans-2e"/>
- <use x="1268.230469" xlink:href="#DejaVuSans-20"/>
- <use x="1300.017578" xlink:href="#DejaVuSans-34"/>
- <use x="1363.640625" xlink:href="#DejaVuSans-2e"/>
- <use x="1395.427734" xlink:href="#DejaVuSans-36"/>
- <use x="1459.050781" xlink:href="#DejaVuSans-25"/>
- </g>
- </g>
- </g>
- <g id="axes_12">
- <g clip-path="url(#pd142414547)">
- <image height="33.12" id="imagea194696d33" transform="scale(1 -1)translate(0 -33.12)" width="33.12" x="63.702684" xlink:href="data:image/png;base64,
- 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" y="-56.390811"/>
- </g>
- <g id="LineCollection_8">
- <path clip-path="url(#pd142414547)" d="M 76.210863 59.056113
- L 78.023643 59.056113
- L 78.386199 59.418669
- L 78.748755 59.056113
- L 79.111311 59.056113
- L 79.473867 59.418669
- L 79.836423 59.418669
- L 80.198979 59.781225
- L 83.099426 59.781225
- L 83.461982 60.143781
- L 83.824538 60.143781
- L 84.187094 60.506337
- L 84.54965 60.506337
- L 84.912206 60.868893
- L 85.274762 60.868893
- L 85.637317 61.231448
- L 85.999873 61.231448
- L 86.362429 61.594004
- L 86.724985 61.594004
- L 88.537765 63.406784
- L 88.900321 63.406784
- L 91.256934 65.763398
- L 91.256934 66.125954
- L 91.982046 66.851065
- L 91.982046 67.213621
- L 92.707158 67.938733
- L 92.707158 68.663845
- L 93.069714 69.026401
- L 93.069714 71.564292
- L 93.43227 71.926848
- L 93.43227 72.289404
- L 93.794826 72.65196
- L 93.794826 76.277519
- L 93.43227 76.640075
- L 93.43227 77.002631
- L 93.069714 77.365187
- L 93.069714 78.090299
- L 92.707158 78.452855
- L 92.707158 78.815411
- L 92.344602 79.177967
- L 92.344602 79.540523
- L 91.61949 80.265635
- L 91.61949 80.990747
- L 91.256934 81.353302
- L 91.256934 82.44097
- L 90.894378 82.803526
- L 90.894378 83.166082
- L 90.350545 83.709916
- L 89.987989 83.709916
- L 89.806711 83.891194
- L 89.806711 84.616306
- L 89.625433 84.797584
- L 88.537765 84.797584
- L 88.175209 85.16014
- L 87.812653 85.16014
- L 87.450097 85.522696
- L 84.187094 85.522696
- L 83.824538 85.885252
- L 82.374314 85.885252
- L 82.011758 86.247808
- L 77.661087 86.247808
- L 77.298531 85.885252
- L 74.035528 85.885252
- L 73.310416 85.16014
- L 71.860192 85.16014
- L 71.13508 84.435028
- L 70.772524 84.435028
- L 68.778467 82.44097
- L 68.778467 81.353302
- L 68.415911 80.990747
- L 68.415911 79.177967
- L 67.328243 78.090299
- L 67.328243 77.727743
- L 66.965687 77.365187
- L 66.965687 76.640075
- L 66.603131 76.277519
- L 66.603131 72.289404
- L 66.965687 71.926848
- L 66.965687 70.839181
- L 67.328243 70.476625
- L 67.328243 68.663845
- L 67.690799 68.301289
- L 67.690799 67.938733
- L 68.415911 67.213621
- L 68.415911 66.851065
- L 69.141023 66.125954
- L 69.141023 65.763398
- L 69.503579 65.400842
- L 69.503579 65.038286
- L 70.047413 64.494452
- L 70.409968 64.494452
- L 74.035528 60.868893
- L 74.398084 60.868893
- L 74.76064 60.506337
- L 75.123196 60.506337
- L 75.667029 59.962503
- L 75.667029 59.599947
- L 76.210863 59.056113
- L 76.210863 59.056113
- " style="fill:none;stroke:#000000;stroke-width:0.5;"/>
- </g>
- </g>
- <g id="axes_13">
- <g clip-path="url(#p65b4a22ede)">
- <image height="39.6" id="imaged6f090ce89" transform="scale(1 -1)translate(0 -39.6)" width="33.12" x="106.960368" xlink:href="data:image/png;base64,
- 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" y="-53.173814"/>
- </g>
- <g id="LineCollection_9">
- <path clip-path="url(#p65b4a22ede)" d="M 123.094106 55.067998
- L 125.269442 55.067998
- L 125.631998 55.430554
- L 126.35711 55.430554
- L 126.719666 55.79311
- L 128.169889 55.79311
- L 128.532445 56.155665
- L 129.257557 56.155665
- L 129.620113 56.518221
- L 129.982669 56.518221
- L 132.339283 58.874835
- L 132.339283 59.237391
- L 133.064394 59.962503
- L 133.064394 60.325059
- L 133.789506 61.050171
- L 133.789506 61.412726
- L 134.152062 61.775282
- L 134.152062 62.137838
- L 134.514618 62.500394
- L 134.514618 63.225506
- L 134.877174 63.588062
- L 134.877174 64.313174
- L 135.23973 64.67573
- L 135.23973 65.400842
- L 135.602286 65.763398
- L 135.602286 66.488509
- L 135.964842 66.851065
- L 135.964842 67.576177
- L 136.327398 67.938733
- L 136.327398 69.026401
- L 136.689954 69.388957
- L 136.689954 70.476625
- L 137.05251 70.839181
- L 137.05251 77.002631
- L 136.689954 77.365187
- L 136.689954 78.452855
- L 136.327398 78.815411
- L 136.327398 79.540523
- L 135.964842 79.903079
- L 135.964842 80.628191
- L 135.602286 80.990747
- L 135.602286 81.353302
- L 134.877174 82.078414
- L 134.877174 82.44097
- L 134.514618 82.803526
- L 134.514618 83.166082
- L 133.064394 84.616306
- L 133.064394 84.978862
- L 131.976727 86.06653
- L 131.976727 86.429085
- L 131.070337 87.335475
- L 130.707781 87.335475
- L 130.345225 87.698031
- L 129.982669 87.698031
- L 129.620113 88.060587
- L 129.257557 88.060587
- L 128.895001 88.423143
- L 128.532445 88.423143
- L 128.169889 88.785699
- L 127.807334 88.785699
- L 127.444778 89.148255
- L 123.819218 89.148255
- L 123.456662 89.510811
- L 121.643883 89.510811
- L 121.281327 89.873367
- L 120.193659 89.873367
- L 119.831103 89.510811
- L 119.105991 89.510811
- L 118.743435 89.148255
- L 118.380879 89.148255
- L 117.655768 88.423143
- L 117.293212 88.423143
- L 115.842988 86.972919
- L 115.480432 86.972919
- L 112.398707 83.891194
- L 112.398707 83.528638
- L 112.036151 83.166082
- L 112.036151 82.803526
- L 111.673595 82.44097
- L 111.673595 82.078414
- L 110.948483 81.353302
- L 110.948483 80.628191
- L 110.585927 80.265635
- L 110.585927 79.177967
- L 110.223371 78.815411
- L 110.223371 77.727743
- L 109.860815 77.365187
- L 109.860815 76.640075
- L 110.223371 76.277519
- L 110.223371 75.914964
- L 109.860815 75.552408
- L 109.860815 71.926848
- L 110.223371 71.564292
- L 110.223371 70.839181
- L 110.585927 70.476625
- L 110.585927 70.114069
- L 110.948483 69.751513
- L 110.948483 67.938733
- L 111.311039 67.576177
- L 111.311039 66.488509
- L 111.673595 66.125954
- L 111.673595 65.400842
- L 112.036151 65.038286
- L 112.036151 64.67573
- L 112.398707 64.313174
- L 112.398707 62.86295
- L 112.761262 62.500394
- L 112.761262 62.137838
- L 113.486374 61.412726
- L 113.486374 61.050171
- L 113.84893 60.687615
- L 113.84893 60.325059
- L 117.293212 56.880777
- L 117.655768 56.880777
- L 118.018323 56.518221
- L 118.380879 56.518221
- L 118.743435 56.155665
- L 119.468547 56.155665
- L 119.831103 55.79311
- L 122.006439 55.79311
- L 122.368995 55.430554
- L 122.731551 55.430554
- L 123.094106 55.067998
- L 123.094106 55.067998
- " style="fill:none;stroke:#000000;stroke-width:0.5;"/>
- </g>
- </g>
- <g id="axes_14">
- <g id="patch_6">
- <path d="M 150.218051 69.805806
- L 282.188409 69.805806
- L 282.188409 53.196011
- L 150.218051 53.196011
- z
- " style="fill:none;"/>
- </g>
- <g id="matplotlib.axis_5">
- <g id="xtick_15">
- <g id="text_18">
- <!-- 0 -->
- <g style="fill:#ff0000;" transform="translate(148.309301 77.864868)scale(0.06 -0.06)">
- <use xlink:href="#DejaVuSans-30"/>
- </g>
- </g>
- </g>
- <g id="xtick_16">
- <g id="text_19">
- <!-- 200 -->
- <g style="fill:#ff0000;" transform="translate(205.873363 77.864868)scale(0.06 -0.06)">
- <use xlink:href="#DejaVuSans-32"/>
- <use x="63.623047" xlink:href="#DejaVuSans-30"/>
- <use x="127.246094" xlink:href="#DejaVuSans-30"/>
- </g>
- </g>
- </g>
- <g id="xtick_17">
- <g id="text_20">
- <!-- 400 -->
- <g style="fill:#ff0000;" transform="translate(267.254925 77.864868)scale(0.06 -0.06)">
- <use xlink:href="#DejaVuSans-34"/>
- <use x="63.623047" xlink:href="#DejaVuSans-30"/>
- <use x="127.246094" xlink:href="#DejaVuSans-30"/>
- </g>
- </g>
- </g>
- </g>
- <g id="line2d_5">
- <path clip-path="url(#pbc8c8797bd)" d="M 150.218051 65.566222
- L 150.985321 64.706489
- L 151.75259 64.838164
- L 152.51986 64.548395
- L 153.28713 66.427507
- L 154.054399 65.117874
- L 154.821669 65.144564
- L 155.588938 65.90674
- L 156.356208 66.098627
- L 157.123477 64.647974
- L 157.890747 63.845978
- L 158.658016 64.111895
- L 159.425286 64.228517
- L 160.192555 65.640308
- L 160.959825 65.915521
- L 161.727094 67.551937
- L 162.494364 68.007589
- L 163.261633 69.050815
- L 164.028903 68.367846
- L 164.796172 67.505527
- L 165.563442 67.771559
- L 166.330711 68.165905
- L 167.097981 67.648032
- L 167.86525 68.740692
- L 168.63252 66.886669
- L 169.39979 66.75209
- L 170.167059 66.408204
- L 170.934329 66.366989
- L 171.701598 65.811972
- L 172.468868 66.086742
- L 173.236137 66.700126
- L 174.003407 66.550708
- L 174.770676 68.674103
- L 175.537946 67.958791
- L 176.305215 68.57499
- L 177.839754 65.973644
- L 178.607024 66.609522
- L 179.374293 65.914969
- L 180.141563 67.688974
- L 180.908832 67.82978
- L 181.676102 68.567339
- L 182.443371 66.739015
- L 183.210641 67.011023
- L 183.97791 67.739413
- L 184.74518 66.297933
- L 186.279719 65.899826
- L 187.046989 64.411356
- L 187.814258 65.165931
- L 188.581528 64.863355
- L 189.348797 64.045317
- L 190.116067 64.973451
- L 190.883336 65.310786
- L 191.650606 63.081914
- L 192.417875 64.096343
- L 193.185145 63.242
- L 193.952414 62.008651
- L 194.719684 62.508999
- L 195.486953 62.085827
- L 196.254223 61.092209
- L 197.021492 62.205225
- L 197.788762 63.707687
- L 199.323301 63.315245
- L 200.09057 63.31148
- L 200.85784 60.747516
- L 201.625109 60.530435
- L 202.392379 59.703355
- L 203.159649 59.694689
- L 204.694188 59.305118
- L 205.461457 58.140151
- L 206.228727 59.189113
- L 206.995996 60.641135
- L 207.763266 58.459033
- L 208.530535 56.980347
- L 209.297805 57.210841
- L 210.065074 57.601305
- L 210.832344 58.512039
- L 211.599613 58.494367
- L 212.366883 58.671431
- L 213.134152 59.743928
- L 213.901422 60.601915
- L 214.668691 58.784838
- L 215.435961 57.881049
- L 216.20323 58.449205
- L 216.9705 60.338743
- L 217.737769 59.71282
- L 218.505039 59.244549
- L 219.272309 59.576119
- L 220.039578 60.737142
- L 220.806848 61.087589
- L 221.574117 59.0651
- L 222.341387 58.316104
- L 223.108656 57.943979
- L 223.875926 57.012187
- L 224.643195 55.7817
- L 225.410465 56.125175
- L 226.177734 56.934925
- L 226.945004 58.350338
- L 227.712273 58.284992
- L 228.479543 58.983993
- L 229.246812 60.041474
- L 230.014082 57.34906
- L 230.781351 56.964615
- L 231.548621 57.972465
- L 233.08316 57.745635
- L 233.850429 56.670173
- L 234.617699 57.593435
- L 235.384968 58.043422
- L 236.152238 57.657218
- L 236.919508 56.539046
- L 237.686777 56.362082
- L 238.454047 56.373611
- L 239.221316 55.831524
- L 239.988586 55.563697
- L 240.755855 56.05321
- L 241.523125 55.783041
- L 242.290394 55.288548
- L 243.057664 54.186682
- L 243.824933 53.951002
- L 244.592203 55.396272
- L 245.359472 54.947597
- L 246.126742 56.495288
- L 246.894011 57.399159
- L 247.661281 55.833448
- L 248.42855 57.768535
- L 249.19582 56.865676
- L 249.963089 57.020006
- L 250.730359 57.498855
- L 251.497628 57.254567
- L 252.264898 55.358001
- L 253.032168 57.250861
- L 253.799437 58.051974
- L 254.566707 58.493257
- L 255.333976 58.237105
- L 256.101246 56.986887
- L 256.868515 57.651262
- L 257.635785 55.904887
- L 258.403054 56.01244
- L 259.170324 56.543315
- L 259.937593 55.532895
- L 260.704863 56.254316
- L 262.239402 54.99423
- L 263.006671 55.510273
- L 263.773941 55.808632
- L 264.54121 57.55376
- L 265.30848 56.281168
- L 266.075749 57.534111
- L 266.843019 57.854235
- L 267.610288 58.382971
- L 268.377558 59.575941
- L 269.144827 59.049432
- L 269.912097 57.557789
- L 270.679367 58.348082
- L 271.446636 60.704149
- L 272.213906 59.999917
- L 272.981175 61.328765
- L 273.748445 59.398054
- L 274.515714 61.525754
- L 275.282984 60.879279
- L 276.050253 59.948646
- L 277.584792 60.095189
- L 279.119331 60.544537
- L 279.886601 60.722164
- L 280.65387 60.145557
- L 281.42114 59.076045
- L 281.42114 59.076045
- " style="fill:none;stroke:#ff0000;stroke-linecap:round;"/>
- </g>
- </g>
- <g id="axes_15">
- <g id="patch_7">
- <path d="M 150.218051 92.833021
- L 282.188409 92.833021
- L 282.188409 77.733208
- L 150.218051 77.733208
- z
- " style="fill:none;"/>
- </g>
- <g id="matplotlib.axis_6">
- <g id="xtick_18">
- <g id="text_21">
- <!-- 0.05 -->
- <g style="fill:#ff0000;" transform="translate(175.366509 100.892083)scale(0.06 -0.06)">
- <use xlink:href="#DejaVuSans-30"/>
- <use x="63.623047" xlink:href="#DejaVuSans-2e"/>
- <use x="95.410156" xlink:href="#DejaVuSans-30"/>
- <use x="159.033203" xlink:href="#DejaVuSans-35"/>
- </g>
- </g>
- </g>
- <g id="xtick_19">
- <g id="text_22">
- <!-- 0.10 -->
- <g style="fill:#ff0000;" transform="translate(208.747247 100.892083)scale(0.06 -0.06)">
- <use xlink:href="#DejaVuSans-30"/>
- <use x="63.623047" xlink:href="#DejaVuSans-2e"/>
- <use x="95.410156" xlink:href="#DejaVuSans-31"/>
- <use x="159.033203" xlink:href="#DejaVuSans-30"/>
- </g>
- </g>
- </g>
- <g id="xtick_20">
- <g id="text_23">
- <!-- 0.15 -->
- <g style="fill:#ff0000;" transform="translate(242.127984 100.892083)scale(0.06 -0.06)">
- <use xlink:href="#DejaVuSans-30"/>
- <use x="63.623047" xlink:href="#DejaVuSans-2e"/>
- <use x="95.410156" xlink:href="#DejaVuSans-31"/>
- <use x="159.033203" xlink:href="#DejaVuSans-35"/>
- </g>
- </g>
- </g>
- <g id="xtick_21">
- <g id="text_24">
- <!-- 0.20 -->
- <g style="fill:#ff0000;" transform="translate(275.508722 100.892083)scale(0.06 -0.06)">
- <use xlink:href="#DejaVuSans-30"/>
- <use x="63.623047" xlink:href="#DejaVuSans-2e"/>
- <use x="95.410156" xlink:href="#DejaVuSans-32"/>
- <use x="159.033203" xlink:href="#DejaVuSans-30"/>
- </g>
- </g>
- </g>
- </g>
- <g id="line2d_6">
- <path clip-path="url(#pe3a924e4eb)" d="M 150.218051 78.419563
- L 151.770644 91.097194
- L 153.323236 92.132389
- L 154.875829 92.024488
- L 156.428421 92.13394
- L 157.981014 92.125282
- L 159.533606 91.993435
- L 161.086199 91.980847
- L 162.638791 92.123407
- L 164.191383 92.08689
- L 165.743976 92.109999
- L 167.296568 92.084654
- L 168.849161 92.139746
- L 170.401753 92.0429
- L 171.954346 92.142575
- L 173.506938 92.139014
- L 175.059531 92.097511
- L 176.612123 92.083603
- L 178.164715 92.121722
- L 179.717308 92.112371
- L 181.2699 92.143965
- L 182.822493 92.12367
- L 184.375085 92.140297
- L 185.927678 92.136855
- L 187.48027 92.144755
- L 189.032863 92.139428
- L 190.585455 92.143981
- L 192.138047 92.119188
- L 193.69064 92.142469
- L 195.243232 92.13515
- L 196.795825 92.141605
- L 198.348417 92.144268
- L 199.90101 92.141256
- L 201.453602 92.14131
- L 203.006195 92.146125
- L 204.558787 92.124959
- L 206.11138 92.131316
- L 207.663972 92.142994
- L 209.216564 92.127654
- L 210.769157 92.140498
- L 212.321749 92.139701
- L 213.874342 92.124858
- L 215.426934 92.138435
- L 216.979527 92.137471
- L 218.532119 92.144088
- L 220.084712 92.145975
- L 221.637304 92.131692
- L 223.189896 92.145151
- L 224.742489 92.143678
- L 226.295081 92.14045
- L 227.847674 92.138644
- L 229.400266 92.139739
- L 230.952859 92.146666
- L 232.505451 92.135423
- L 234.058044 92.146265
- L 235.610636 92.134556
- L 237.163228 92.140282
- L 238.715821 92.13976
- L 240.268413 92.129882
- L 241.821006 92.144386
- L 243.373598 92.14352
- L 244.926191 92.145275
- L 246.478783 92.145834
- L 248.031376 92.144046
- L 249.583968 92.144961
- L 251.13656 92.139331
- L 252.689153 92.135374
- L 254.241745 92.146053
- L 255.794338 92.143606
- L 257.34693 92.142555
- L 258.899523 92.146603
- L 260.452115 92.142505
- L 262.004708 92.146492
- L 263.5573 92.131131
- L 265.109892 92.13217
- L 266.662485 92.145681
- L 268.215077 92.146286
- L 269.76767 92.143729
- L 271.320262 92.144352
- L 272.872855 92.146528
- L 274.425447 92.14036
- L 275.97804 92.140457
- L 277.530632 92.142517
- L 279.083224 92.144479
- L 280.635817 92.13951
- L 282.188409 92.146579
- " style="fill:none;stroke:#ff0000;stroke-linecap:round;"/>
- </g>
- </g>
- <g id="axes_16">
- <g clip-path="url(#p93eb20535d)">
- <image height="27.6" id="image54ed8c336a" transform="scale(1 -1)translate(0 -27.6)" width="33.12" x="302.751591" xlink:href="data:image/png;base64,
- 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" y="-59.186652"/>
- </g>
- <g id="LineCollection_10">
- <path clip-path="url(#p93eb20535d)" d="M 317.734464 61.36117
- L 318.339832 61.36117
- L 318.642517 61.663855
- L 322.577413 61.663855
- L 322.728755 61.815197
- L 322.728755 62.117881
- L 323.78815 63.177276
- L 324.090834 63.177276
- L 324.393519 63.47996
- L 324.696203 63.47996
- L 324.998887 63.782645
- L 325.301572 63.782645
- L 325.90694 64.388013
- L 326.209624 64.388013
- L 326.814993 64.993382
- L 327.420362 64.993382
- L 327.723046 65.296066
- L 328.02573 65.296066
- L 328.328415 65.598751
- L 328.631099 65.598751
- L 329.236468 66.204119
- L 329.539152 66.204119
- L 330.14452 66.809488
- L 330.447205 66.809488
- L 331.203916 67.566199
- L 331.203916 67.868883
- L 331.809284 68.474252
- L 331.809284 68.776936
- L 333.020021 69.987673
- L 333.020021 70.290357
- L 333.322706 70.593042
- L 333.322706 70.895726
- L 333.62539 71.19841
- L 333.62539 71.501095
- L 333.928074 71.803779
- L 333.928074 72.409148
- L 334.230759 72.711832
- L 334.230759 74.527938
- L 333.928074 74.830622
- L 333.928074 75.133306
- L 333.62539 75.435991
- L 333.62539 75.738675
- L 333.322706 76.041359
- L 333.322706 76.949412
- L 333.020021 77.252096
- L 333.020021 77.857465
- L 332.263311 78.614176
- L 331.960626 78.614176
- L 331.657942 78.91686
- L 331.355258 78.614176
- L 328.933783 78.614176
- L 328.631099 78.91686
- L 328.02573 78.91686
- L 327.723046 79.219544
- L 327.420362 79.219544
- L 326.663651 79.976255
- L 326.663651 80.581624
- L 326.360967 80.884308
- L 326.360967 81.186992
- L 326.058282 81.489677
- L 326.058282 81.792361
- L 325.90694 81.943703
- L 325.604256 81.943703
- L 325.301572 82.246388
- L 324.998887 82.246388
- L 324.090834 83.15444
- L 323.78815 83.15444
- L 323.485466 83.457125
- L 321.66936 83.457125
- L 321.063991 82.851756
- L 320.458623 82.851756
- L 320.004596 83.305783
- L 320.004596 83.911151
- L 319.853254 84.062493
- L 318.339832 84.062493
- L 318.037148 83.759809
- L 314.707621 83.759809
- L 314.404936 83.457125
- L 313.496884 83.457125
- L 313.194199 83.15444
- L 310.47004 83.15444
- L 310.167356 82.851756
- L 308.35125 82.851756
- L 308.199908 82.700414
- L 308.199908 82.095045
- L 307.897224 81.792361
- L 307.897224 80.27894
- L 307.59454 79.976255
- L 307.59454 79.370887
- L 307.140513 78.91686
- L 306.837829 78.91686
- L 306.535144 78.614176
- L 306.23246 78.614176
- L 306.081118 78.462834
- L 306.081118 78.160149
- L 305.475749 77.554781
- L 305.475749 76.344044
- L 305.173065 76.041359
- L 305.173065 75.133306
- L 305.475749 74.830622
- L 305.475749 74.225253
- L 305.778434 73.922569
- L 305.778434 73.014516
- L 306.081118 72.711832
- L 306.081118 72.106463
- L 306.383802 71.803779
- L 306.383802 71.501095
- L 306.686487 71.19841
- L 306.686487 70.895726
- L 306.989171 70.593042
- L 306.989171 70.290357
- L 307.291855 69.987673
- L 307.291855 69.684989
- L 307.59454 69.382304
- L 307.59454 68.776936
- L 307.897224 68.474252
- L 307.897224 68.171567
- L 308.199908 67.868883
- L 308.199908 67.566199
- L 309.107961 66.658146
- L 309.107961 66.355461
- L 309.71333 65.750093
- L 309.71333 65.447408
- L 311.075409 64.085329
- L 311.378093 64.085329
- L 311.983462 63.47996
- L 312.286146 63.47996
- L 312.588831 63.177276
- L 312.891515 63.177276
- L 313.194199 62.874592
- L 313.496884 62.874592
- L 313.799568 62.571908
- L 314.707621 62.571908
- L 315.010305 62.269223
- L 315.615674 62.269223
- L 315.918358 61.966539
- L 317.129095 61.966539
- L 317.734464 61.36117
- L 317.734464 61.36117
- " style="fill:none;stroke:#000000;stroke-width:0.5;"/>
- </g>
- <g id="text_25">
- <!-- C4 [noise]: Tot. var. expl. 4.4% -->
- <g style="fill:#ff0000;" transform="translate(302.751591 53.603317)scale(0.07 -0.07)">
- <use xlink:href="#DejaVuSans-43"/>
- <use x="69.824219" xlink:href="#DejaVuSans-34"/>
- <use x="133.447266" xlink:href="#DejaVuSans-20"/>
- <use x="165.234375" xlink:href="#DejaVuSans-5b"/>
- <use x="204.248047" xlink:href="#DejaVuSans-6e"/>
- <use x="267.626953" xlink:href="#DejaVuSans-6f"/>
- <use x="328.808594" xlink:href="#DejaVuSans-69"/>
- <use x="356.591797" xlink:href="#DejaVuSans-73"/>
- <use x="408.691406" xlink:href="#DejaVuSans-65"/>
- <use x="470.214844" xlink:href="#DejaVuSans-5d"/>
- <use x="509.228516" xlink:href="#DejaVuSans-3a"/>
- <use x="542.919922" xlink:href="#DejaVuSans-20"/>
- <use x="574.707031" xlink:href="#DejaVuSans-54"/>
- <use x="635.525391" xlink:href="#DejaVuSans-6f"/>
- <use x="696.707031" xlink:href="#DejaVuSans-74"/>
- <use x="735.916016" xlink:href="#DejaVuSans-2e"/>
- <use x="767.703125" xlink:href="#DejaVuSans-20"/>
- <use x="799.490234" xlink:href="#DejaVuSans-76"/>
- <use x="858.669922" xlink:href="#DejaVuSans-61"/>
- <use x="919.949219" xlink:href="#DejaVuSans-72"/>
- <use x="960.921875" xlink:href="#DejaVuSans-2e"/>
- <use x="992.708984" xlink:href="#DejaVuSans-20"/>
- <use x="1024.496094" xlink:href="#DejaVuSans-65"/>
- <use x="1086.003906" xlink:href="#DejaVuSans-78"/>
- <use x="1145.183594" xlink:href="#DejaVuSans-70"/>
- <use x="1208.660156" xlink:href="#DejaVuSans-6c"/>
- <use x="1236.443359" xlink:href="#DejaVuSans-2e"/>
- <use x="1268.230469" xlink:href="#DejaVuSans-20"/>
- <use x="1300.017578" xlink:href="#DejaVuSans-34"/>
- <use x="1363.640625" xlink:href="#DejaVuSans-2e"/>
- <use x="1395.427734" xlink:href="#DejaVuSans-34"/>
- <use x="1459.050781" xlink:href="#DejaVuSans-25"/>
- </g>
- </g>
- </g>
- <g id="axes_17">
- <g clip-path="url(#pbc2066573a)">
- <image height="33.12" id="image9a4964ea1a" transform="scale(1 -1)translate(0 -33.12)" width="33.12" x="346.009274" xlink:href="data:image/png;base64,
- 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" y="-56.390811"/>
- </g>
- <g id="LineCollection_11">
- <path clip-path="url(#pbc2066573a)" d="M 358.517454 59.056113
- L 360.330234 59.056113
- L 360.69279 59.418669
- L 361.055345 59.056113
- L 361.417901 59.056113
- L 361.780457 59.418669
- L 362.143013 59.418669
- L 362.505569 59.781225
- L 365.406017 59.781225
- L 365.768573 60.143781
- L 366.131128 60.143781
- L 366.493684 60.506337
- L 366.85624 60.506337
- L 367.218796 60.868893
- L 367.581352 60.868893
- L 367.943908 61.231448
- L 368.306464 61.231448
- L 368.66902 61.594004
- L 369.031576 61.594004
- L 370.844356 63.406784
- L 371.206911 63.406784
- L 373.563525 65.763398
- L 373.563525 66.125954
- L 374.288637 66.851065
- L 374.288637 67.213621
- L 375.013749 67.938733
- L 375.013749 68.663845
- L 375.376305 69.026401
- L 375.376305 71.564292
- L 375.738861 71.926848
- L 375.738861 72.289404
- L 376.101417 72.65196
- L 376.101417 76.277519
- L 375.738861 76.640075
- L 375.738861 77.002631
- L 375.376305 77.365187
- L 375.376305 78.090299
- L 375.013749 78.452855
- L 375.013749 78.815411
- L 374.651193 79.177967
- L 374.651193 79.540523
- L 373.926081 80.265635
- L 373.926081 80.990747
- L 373.563525 81.353302
- L 373.563525 82.44097
- L 373.200969 82.803526
- L 373.200969 83.166082
- L 372.657135 83.709916
- L 372.294579 83.709916
- L 372.113301 83.891194
- L 372.113301 84.616306
- L 371.932023 84.797584
- L 370.844356 84.797584
- L 370.4818 85.16014
- L 370.119244 85.16014
- L 369.756688 85.522696
- L 366.493684 85.522696
- L 366.131128 85.885252
- L 364.680905 85.885252
- L 364.318349 86.247808
- L 359.967678 86.247808
- L 359.605122 85.885252
- L 356.342118 85.885252
- L 355.617007 85.16014
- L 354.166783 85.16014
- L 353.441671 84.435028
- L 353.079115 84.435028
- L 351.085057 82.44097
- L 351.085057 81.353302
- L 350.722502 80.990747
- L 350.722502 79.177967
- L 349.634834 78.090299
- L 349.634834 77.727743
- L 349.272278 77.365187
- L 349.272278 76.640075
- L 348.909722 76.277519
- L 348.909722 72.289404
- L 349.272278 71.926848
- L 349.272278 70.839181
- L 349.634834 70.476625
- L 349.634834 68.663845
- L 349.99739 68.301289
- L 349.99739 67.938733
- L 350.722502 67.213621
- L 350.722502 66.851065
- L 351.447613 66.125954
- L 351.447613 65.763398
- L 351.810169 65.400842
- L 351.810169 65.038286
- L 352.354003 64.494452
- L 352.716559 64.494452
- L 356.342118 60.868893
- L 356.704674 60.868893
- L 357.06723 60.506337
- L 357.429786 60.506337
- L 357.97362 59.962503
- L 357.97362 59.599947
- L 358.517454 59.056113
- L 358.517454 59.056113
- " style="fill:none;stroke:#000000;stroke-width:0.5;"/>
- </g>
- </g>
- <g id="axes_18">
- <g clip-path="url(#pd274d08d52)">
- <image height="39.6" id="image6316db8a1d" transform="scale(1 -1)translate(0 -39.6)" width="33.12" x="389.266958" xlink:href="data:image/png;base64,
- 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" y="-53.173814"/>
- </g>
- <g id="LineCollection_12">
- <path clip-path="url(#pd274d08d52)" d="M 405.400697 55.067998
- L 407.576033 55.067998
- L 407.938589 55.430554
- L 408.6637 55.430554
- L 409.026256 55.79311
- L 410.47648 55.79311
- L 410.839036 56.155665
- L 411.564148 56.155665
- L 411.926704 56.518221
- L 412.28926 56.518221
- L 414.645873 58.874835
- L 414.645873 59.237391
- L 415.370985 59.962503
- L 415.370985 60.325059
- L 416.096097 61.050171
- L 416.096097 61.412726
- L 416.458653 61.775282
- L 416.458653 62.137838
- L 416.821209 62.500394
- L 416.821209 63.225506
- L 417.183765 63.588062
- L 417.183765 64.313174
- L 417.546321 64.67573
- L 417.546321 65.400842
- L 417.908877 65.763398
- L 417.908877 66.488509
- L 418.271433 66.851065
- L 418.271433 67.576177
- L 418.633988 67.938733
- L 418.633988 69.026401
- L 418.996544 69.388957
- L 418.996544 70.476625
- L 419.3591 70.839181
- L 419.3591 77.002631
- L 418.996544 77.365187
- L 418.996544 78.452855
- L 418.633988 78.815411
- L 418.633988 79.540523
- L 418.271433 79.903079
- L 418.271433 80.628191
- L 417.908877 80.990747
- L 417.908877 81.353302
- L 417.183765 82.078414
- L 417.183765 82.44097
- L 416.821209 82.803526
- L 416.821209 83.166082
- L 415.370985 84.616306
- L 415.370985 84.978862
- L 414.283317 86.06653
- L 414.283317 86.429085
- L 413.376928 87.335475
- L 413.014372 87.335475
- L 412.651816 87.698031
- L 412.28926 87.698031
- L 411.926704 88.060587
- L 411.564148 88.060587
- L 411.201592 88.423143
- L 410.839036 88.423143
- L 410.47648 88.785699
- L 410.113924 88.785699
- L 409.751368 89.148255
- L 406.125809 89.148255
- L 405.763253 89.510811
- L 403.950473 89.510811
- L 403.587917 89.873367
- L 402.50025 89.873367
- L 402.137694 89.510811
- L 401.412582 89.510811
- L 401.050026 89.148255
- L 400.68747 89.148255
- L 399.962358 88.423143
- L 399.599802 88.423143
- L 398.149579 86.972919
- L 397.787023 86.972919
- L 394.705297 83.891194
- L 394.705297 83.528638
- L 394.342741 83.166082
- L 394.342741 82.803526
- L 393.980185 82.44097
- L 393.980185 82.078414
- L 393.255073 81.353302
- L 393.255073 80.628191
- L 392.892518 80.265635
- L 392.892518 79.177967
- L 392.529962 78.815411
- L 392.529962 77.727743
- L 392.167406 77.365187
- L 392.167406 76.640075
- L 392.529962 76.277519
- L 392.529962 75.914964
- L 392.167406 75.552408
- L 392.167406 71.926848
- L 392.529962 71.564292
- L 392.529962 70.839181
- L 392.892518 70.476625
- L 392.892518 70.114069
- L 393.255073 69.751513
- L 393.255073 67.938733
- L 393.617629 67.576177
- L 393.617629 66.488509
- L 393.980185 66.125954
- L 393.980185 65.400842
- L 394.342741 65.038286
- L 394.342741 64.67573
- L 394.705297 64.313174
- L 394.705297 62.86295
- L 395.067853 62.500394
- L 395.067853 62.137838
- L 395.792965 61.412726
- L 395.792965 61.050171
- L 396.155521 60.687615
- L 396.155521 60.325059
- L 399.599802 56.880777
- L 399.962358 56.880777
- L 400.324914 56.518221
- L 400.68747 56.518221
- L 401.050026 56.155665
- L 401.775138 56.155665
- L 402.137694 55.79311
- L 404.313029 55.79311
- L 404.675585 55.430554
- L 405.038141 55.430554
- L 405.400697 55.067998
- L 405.400697 55.067998
- " style="fill:none;stroke:#000000;stroke-width:0.5;"/>
- </g>
- </g>
- <g id="axes_19">
- <g id="patch_8">
- <path d="M 432.524642 69.805806
- L 564.495 69.805806
- L 564.495 53.196011
- L 432.524642 53.196011
- z
- " style="fill:none;"/>
- </g>
- <g id="matplotlib.axis_7">
- <g id="xtick_22">
- <g id="text_26">
- <!-- 0 -->
- <g style="fill:#ff0000;" transform="translate(430.615892 77.864868)scale(0.06 -0.06)">
- <use xlink:href="#DejaVuSans-30"/>
- </g>
- </g>
- </g>
- <g id="xtick_23">
- <g id="text_27">
- <!-- 200 -->
- <g style="fill:#ff0000;" transform="translate(488.179954 77.864868)scale(0.06 -0.06)">
- <use xlink:href="#DejaVuSans-32"/>
- <use x="63.623047" xlink:href="#DejaVuSans-30"/>
- <use x="127.246094" xlink:href="#DejaVuSans-30"/>
- </g>
- </g>
- </g>
- <g id="xtick_24">
- <g id="text_28">
- <!-- 400 -->
- <g style="fill:#ff0000;" transform="translate(549.561516 77.864868)scale(0.06 -0.06)">
- <use xlink:href="#DejaVuSans-34"/>
- <use x="63.623047" xlink:href="#DejaVuSans-30"/>
- <use x="127.246094" xlink:href="#DejaVuSans-30"/>
- </g>
- </g>
- </g>
- </g>
- <g id="line2d_7">
- <path clip-path="url(#p6b5e7c348a)" d="M 432.524642 58.415865
- L 433.291912 54.362681
- L 434.059181 55.825319
- L 434.826451 56.526622
- L 435.59372 55.567634
- L 436.36099 53.951002
- L 437.128259 56.390862
- L 437.895529 55.908737
- L 438.662798 55.832878
- L 440.197337 58.138868
- L 440.964607 59.096296
- L 442.499146 58.636315
- L 443.266415 59.721223
- L 444.800954 63.244576
- L 445.568224 62.257819
- L 446.335493 60.967799
- L 447.102763 60.002669
- L 447.870033 59.349624
- L 448.637302 58.892307
- L 449.404572 58.882579
- L 450.171841 59.494201
- L 450.939111 59.596977
- L 451.70638 58.939245
- L 453.240919 58.260668
- L 454.008189 59.698739
- L 454.775458 60.764285
- L 455.542728 60.251819
- L 456.309997 60.261946
- L 457.077267 59.11875
- L 457.844536 61.265914
- L 458.611806 62.072081
- L 459.379075 60.986623
- L 460.146345 61.741705
- L 460.913614 61.909786
- L 462.448153 62.831352
- L 463.215423 62.822788
- L 463.982693 63.743697
- L 464.749962 62.692227
- L 465.517232 63.248608
- L 466.284501 63.431179
- L 467.051771 63.391744
- L 467.81904 62.338669
- L 469.353579 60.781977
- L 470.120849 60.546833
- L 470.888118 59.728003
- L 471.655388 61.215893
- L 473.957196 58.723119
- L 474.724466 59.433591
- L 475.491735 58.897138
- L 476.259005 60.054489
- L 477.026274 60.216634
- L 478.560813 61.615977
- L 479.328083 60.52837
- L 480.095352 61.871766
- L 480.862622 61.200369
- L 481.629892 61.435353
- L 482.397161 62.754105
- L 483.164431 64.567379
- L 483.9317 63.31675
- L 484.69897 62.910065
- L 485.466239 63.08882
- L 486.233509 62.458767
- L 487.000778 62.432386
- L 487.768048 61.84485
- L 488.535317 61.762064
- L 490.069856 61.037226
- L 490.837126 61.155096
- L 491.604395 62.18044
- L 492.371665 60.78194
- L 493.138934 62.452119
- L 493.906204 61.621239
- L 494.673473 63.350861
- L 495.440743 63.722223
- L 496.208012 64.646088
- L 496.975282 64.097871
- L 498.509821 64.290983
- L 499.277091 64.928145
- L 500.04436 65.814247
- L 500.81163 65.901448
- L 501.578899 65.621496
- L 502.346169 67.532182
- L 503.113438 67.392186
- L 503.880708 65.503232
- L 506.182516 65.9285
- L 506.949786 65.299159
- L 507.717055 65.634471
- L 508.484325 64.694971
- L 509.251594 66.671721
- L 510.018864 64.175259
- L 510.786133 65.182389
- L 511.553403 63.703257
- L 512.320672 65.667448
- L 513.087942 65.519438
- L 513.855211 65.486026
- L 514.622481 66.715327
- L 515.389751 65.939164
- L 516.15702 65.643423
- L 516.92429 66.982378
- L 517.691559 66.121355
- L 519.226098 67.501802
- L 519.993368 68.080418
- L 520.760637 68.89979
- L 522.295176 68.892379
- L 523.062446 67.77757
- L 523.829715 68.068919
- L 524.596985 67.657359
- L 525.364254 67.78083
- L 526.898793 67.074673
- L 527.666063 67.41212
- L 528.433332 66.886283
- L 529.200602 66.832107
- L 529.967871 67.534208
- L 530.735141 67.251578
- L 531.502411 67.687633
- L 532.26968 69.050815
- L 533.03695 67.606094
- L 533.804219 66.675584
- L 534.571489 66.462955
- L 535.338758 67.202573
- L 536.106028 67.427488
- L 536.873297 67.209997
- L 537.640567 67.417963
- L 538.407836 68.325945
- L 539.175106 68.394486
- L 539.942375 67.92318
- L 540.709645 68.285139
- L 541.476914 67.691282
- L 542.244184 68.634105
- L 543.011453 68.05923
- L 543.778723 67.158331
- L 544.545992 66.567937
- L 545.313262 66.548913
- L 546.080531 66.361477
- L 547.61507 64.287781
- L 548.38234 64.683645
- L 549.14961 64.417334
- L 550.684149 66.398188
- L 551.451418 64.671903
- L 552.218688 64.754934
- L 552.985957 63.833704
- L 553.753227 61.959439
- L 554.520496 62.226859
- L 555.287766 63.689063
- L 556.055035 63.616997
- L 556.822305 64.228081
- L 557.589574 64.026549
- L 558.356844 63.607549
- L 559.124113 63.657961
- L 559.891383 63.885531
- L 560.658652 62.710502
- L 561.425922 63.767516
- L 562.193191 63.071537
- L 562.960461 62.540985
- L 563.72773 61.60215
- L 563.72773 61.60215
- " style="fill:none;stroke:#ff0000;stroke-linecap:round;"/>
- </g>
- </g>
- <g id="axes_20">
- <g id="patch_9">
- <path d="M 432.524642 92.833021
- L 564.495 92.833021
- L 564.495 77.733208
- L 432.524642 77.733208
- z
- " style="fill:none;"/>
- </g>
- <g id="matplotlib.axis_8">
- <g id="xtick_25">
- <g id="text_29">
- <!-- 0.05 -->
- <g style="fill:#ff0000;" transform="translate(457.6731 100.892083)scale(0.06 -0.06)">
- <use xlink:href="#DejaVuSans-30"/>
- <use x="63.623047" xlink:href="#DejaVuSans-2e"/>
- <use x="95.410156" xlink:href="#DejaVuSans-30"/>
- <use x="159.033203" xlink:href="#DejaVuSans-35"/>
- </g>
- </g>
- </g>
- <g id="xtick_26">
- <g id="text_30">
- <!-- 0.10 -->
- <g style="fill:#ff0000;" transform="translate(491.053837 100.892083)scale(0.06 -0.06)">
- <use xlink:href="#DejaVuSans-30"/>
- <use x="63.623047" xlink:href="#DejaVuSans-2e"/>
- <use x="95.410156" xlink:href="#DejaVuSans-31"/>
- <use x="159.033203" xlink:href="#DejaVuSans-30"/>
- </g>
- </g>
- </g>
- <g id="xtick_27">
- <g id="text_31">
- <!-- 0.15 -->
- <g style="fill:#ff0000;" transform="translate(524.434575 100.892083)scale(0.06 -0.06)">
- <use xlink:href="#DejaVuSans-30"/>
- <use x="63.623047" xlink:href="#DejaVuSans-2e"/>
- <use x="95.410156" xlink:href="#DejaVuSans-31"/>
- <use x="159.033203" xlink:href="#DejaVuSans-35"/>
- </g>
- </g>
- </g>
- <g id="xtick_28">
- <g id="text_32">
- <!-- 0.20 -->
- <g style="fill:#ff0000;" transform="translate(557.815312 100.892083)scale(0.06 -0.06)">
- <use xlink:href="#DejaVuSans-30"/>
- <use x="63.623047" xlink:href="#DejaVuSans-2e"/>
- <use x="95.410156" xlink:href="#DejaVuSans-32"/>
- <use x="159.033203" xlink:href="#DejaVuSans-30"/>
- </g>
- </g>
- </g>
- </g>
- <g id="line2d_8">
- <path clip-path="url(#p188fc43efe)" d="M 432.524642 78.419563
- L 434.077235 90.364881
- L 435.629827 91.168686
- L 437.182419 92.01564
- L 438.735012 92.083526
- L 440.287604 92.08941
- L 441.840197 90.22779
- L 443.392789 91.976721
- L 444.945382 92.001827
- L 446.497974 91.986342
- L 448.050567 92.108348
- L 449.603159 92.085544
- L 451.155751 92.12991
- L 452.708344 92.041331
- L 454.260936 92.140291
- L 455.813529 92.137877
- L 457.366121 92.136754
- L 458.918714 92.145342
- L 460.471306 92.11767
- L 462.023899 92.111891
- L 463.576491 92.107258
- L 465.129083 92.064737
- L 466.681676 92.14653
- L 468.234268 92.136105
- L 469.786861 92.097656
- L 471.339453 92.111624
- L 472.892046 92.127335
- L 474.444638 92.130078
- L 475.997231 92.115091
- L 477.549823 92.133941
- L 479.102415 92.137535
- L 480.655008 92.142282
- L 482.2076 92.132712
- L 483.760193 92.143339
- L 485.312785 92.139849
- L 486.865378 92.138865
- L 488.41797 92.142791
- L 489.970563 92.122781
- L 491.523155 92.100775
- L 493.075747 92.138856
- L 494.62834 92.132408
- L 496.180932 92.145902
- L 497.733525 92.13983
- L 499.286117 92.142207
- L 500.83871 92.143163
- L 502.391302 92.129371
- L 503.943895 92.136083
- L 505.496487 92.139469
- L 507.049079 92.135986
- L 508.601672 92.133114
- L 510.154264 92.138981
- L 511.706857 92.14577
- L 513.259449 92.141179
- L 514.812042 92.140492
- L 516.364634 92.137692
- L 517.917227 92.135507
- L 519.469819 92.142564
- L 521.022412 92.1366
- L 522.575004 92.139345
- L 524.127596 92.140299
- L 525.680189 92.144524
- L 527.232781 92.138982
- L 528.785374 92.142748
- L 530.337966 92.139851
- L 531.890559 92.144585
- L 533.443151 92.141938
- L 534.995744 92.142713
- L 536.548336 92.135748
- L 538.100928 92.14501
- L 539.653521 92.136009
- L 541.206113 92.144966
- L 542.758706 92.137924
- L 544.311298 92.140651
- L 545.863891 92.145384
- L 547.416483 92.144923
- L 548.969076 92.145783
- L 550.521668 92.144461
- L 552.07426 92.143004
- L 553.626853 92.146666
- L 555.179445 92.13917
- L 556.732038 92.122238
- L 558.28463 92.139065
- L 559.837223 92.138599
- L 561.389815 92.135766
- L 562.942408 92.140825
- L 564.495 92.145755
- " style="fill:none;stroke:#ff0000;stroke-linecap:round;"/>
- </g>
- </g>
- <g id="axes_21">
- <g clip-path="url(#paedd2c86ba)">
- <image height="27.6" id="image7131c5eaf0" transform="scale(1 -1)translate(0 -27.6)" width="33.12" x="20.445" xlink:href="data:image/png;base64,
- 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" y="-106.751063"/>
- </g>
- <g id="LineCollection_13">
- <path clip-path="url(#paedd2c86ba)" d="M 35.427873 108.925582
- L 36.033242 108.925582
- L 36.335926 109.228266
- L 40.270822 109.228266
- L 40.422164 109.379608
- L 40.422164 109.682292
- L 41.481559 110.741687
- L 41.784244 110.741687
- L 42.086928 111.044372
- L 42.389612 111.044372
- L 42.692297 111.347056
- L 42.994981 111.347056
- L 43.600349 111.952425
- L 43.903034 111.952425
- L 44.508402 112.557793
- L 45.113771 112.557793
- L 45.416455 112.860478
- L 45.71914 112.860478
- L 46.021824 113.163162
- L 46.324508 113.163162
- L 46.929877 113.76853
- L 47.232561 113.76853
- L 47.83793 114.373899
- L 48.140614 114.373899
- L 48.897325 115.13061
- L 48.897325 115.433294
- L 49.502693 116.038663
- L 49.502693 116.341347
- L 50.713431 117.552084
- L 50.713431 117.854769
- L 51.016115 118.157453
- L 51.016115 118.460137
- L 51.318799 118.762822
- L 51.318799 119.065506
- L 51.621484 119.36819
- L 51.621484 119.973559
- L 51.924168 120.276243
- L 51.924168 122.092349
- L 51.621484 122.395033
- L 51.621484 122.697718
- L 51.318799 123.000402
- L 51.318799 123.303086
- L 51.016115 123.60577
- L 51.016115 124.513823
- L 50.713431 124.816508
- L 50.713431 125.421876
- L 49.95672 126.178587
- L 49.654036 126.178587
- L 49.351351 126.481271
- L 49.048667 126.178587
- L 46.627193 126.178587
- L 46.324508 126.481271
- L 45.71914 126.481271
- L 45.416455 126.783956
- L 45.113771 126.783956
- L 44.35706 127.540666
- L 44.35706 128.146035
- L 44.054376 128.448719
- L 44.054376 128.751404
- L 43.751692 129.054088
- L 43.751692 129.356772
- L 43.600349 129.508114
- L 43.297665 129.508114
- L 42.994981 129.810799
- L 42.692297 129.810799
- L 41.784244 130.718852
- L 41.481559 130.718852
- L 41.178875 131.021536
- L 39.362769 131.021536
- L 38.757401 130.416167
- L 38.152032 130.416167
- L 37.698006 130.870194
- L 37.698006 131.475562
- L 37.546663 131.626905
- L 36.033242 131.626905
- L 35.730558 131.32422
- L 32.40103 131.32422
- L 32.098346 131.021536
- L 31.190293 131.021536
- L 30.887609 130.718852
- L 28.16345 130.718852
- L 27.860766 130.416167
- L 26.04466 130.416167
- L 25.893318 130.264825
- L 25.893318 129.659457
- L 25.590633 129.356772
- L 25.590633 127.843351
- L 25.287949 127.540666
- L 25.287949 126.935298
- L 24.833922 126.481271
- L 24.531238 126.481271
- L 24.228554 126.178587
- L 23.92587 126.178587
- L 23.774527 126.027245
- L 23.774527 125.724561
- L 23.169159 125.119192
- L 23.169159 123.908455
- L 22.866474 123.60577
- L 22.866474 122.697718
- L 23.169159 122.395033
- L 23.169159 121.789665
- L 23.471843 121.48698
- L 23.471843 120.578927
- L 23.774527 120.276243
- L 23.774527 119.670874
- L 24.077212 119.36819
- L 24.077212 119.065506
- L 24.379896 118.762822
- L 24.379896 118.460137
- L 24.68258 118.157453
- L 24.68258 117.854769
- L 24.985265 117.552084
- L 24.985265 117.2494
- L 25.287949 116.946716
- L 25.287949 116.341347
- L 25.590633 116.038663
- L 25.590633 115.735978
- L 25.893318 115.433294
- L 25.893318 115.13061
- L 26.80137 114.222557
- L 26.80137 113.919873
- L 27.406739 113.314504
- L 27.406739 113.01182
- L 28.768818 111.64974
- L 29.071503 111.64974
- L 29.676871 111.044372
- L 29.979556 111.044372
- L 30.28224 110.741687
- L 30.584924 110.741687
- L 30.887609 110.439003
- L 31.190293 110.439003
- L 31.492977 110.136319
- L 32.40103 110.136319
- L 32.703714 109.833634
- L 33.309083 109.833634
- L 33.611767 109.53095
- L 34.822505 109.53095
- L 35.427873 108.925582
- L 35.427873 108.925582
- " style="fill:none;stroke:#000000;stroke-width:0.5;"/>
- </g>
- <g id="text_33">
- <!-- C5 [noise]: Tot. var. expl. 3.3% -->
- <g style="fill:#ff0000;" transform="translate(20.445 101.167729)scale(0.07 -0.07)">
- <use xlink:href="#DejaVuSans-43"/>
- <use x="69.824219" xlink:href="#DejaVuSans-35"/>
- <use x="133.447266" xlink:href="#DejaVuSans-20"/>
- <use x="165.234375" xlink:href="#DejaVuSans-5b"/>
- <use x="204.248047" xlink:href="#DejaVuSans-6e"/>
- <use x="267.626953" xlink:href="#DejaVuSans-6f"/>
- <use x="328.808594" xlink:href="#DejaVuSans-69"/>
- <use x="356.591797" xlink:href="#DejaVuSans-73"/>
- <use x="408.691406" xlink:href="#DejaVuSans-65"/>
- <use x="470.214844" xlink:href="#DejaVuSans-5d"/>
- <use x="509.228516" xlink:href="#DejaVuSans-3a"/>
- <use x="542.919922" xlink:href="#DejaVuSans-20"/>
- <use x="574.707031" xlink:href="#DejaVuSans-54"/>
- <use x="635.525391" xlink:href="#DejaVuSans-6f"/>
- <use x="696.707031" xlink:href="#DejaVuSans-74"/>
- <use x="735.916016" xlink:href="#DejaVuSans-2e"/>
- <use x="767.703125" xlink:href="#DejaVuSans-20"/>
- <use x="799.490234" xlink:href="#DejaVuSans-76"/>
- <use x="858.669922" xlink:href="#DejaVuSans-61"/>
- <use x="919.949219" xlink:href="#DejaVuSans-72"/>
- <use x="960.921875" xlink:href="#DejaVuSans-2e"/>
- <use x="992.708984" xlink:href="#DejaVuSans-20"/>
- <use x="1024.496094" xlink:href="#DejaVuSans-65"/>
- <use x="1086.003906" xlink:href="#DejaVuSans-78"/>
- <use x="1145.183594" xlink:href="#DejaVuSans-70"/>
- <use x="1208.660156" xlink:href="#DejaVuSans-6c"/>
- <use x="1236.443359" xlink:href="#DejaVuSans-2e"/>
- <use x="1268.230469" xlink:href="#DejaVuSans-20"/>
- <use x="1300.017578" xlink:href="#DejaVuSans-33"/>
- <use x="1363.640625" xlink:href="#DejaVuSans-2e"/>
- <use x="1395.427734" xlink:href="#DejaVuSans-33"/>
- <use x="1459.050781" xlink:href="#DejaVuSans-25"/>
- </g>
- </g>
- </g>
- <g id="axes_22">
- <g clip-path="url(#p03af6c787c)">
- <image height="33.12" id="image7aeaafeaa4" transform="scale(1 -1)translate(0 -33.12)" width="33.12" x="63.702684" xlink:href="data:image/png;base64,
- iVBORw0KGgoAAAANSUhEUgAAAIoAAACKCAYAAAB1h9JkAAAABHNCSVQICAgIfAhkiAAAIABJREFUeJztnW9sXNl12H83XT4y5IAcIp2hQAKaESySArfQCKhWsteFaMArLZyicoEmKhogawNOHRRt10CCOB/S+INSt80W/lC3aFGj+ZANkCDroG20sIPVboBQgHeX0gZdCpWwpARohqgEcdhCMwOSJYdpbj/cP+fckQwPJVLSGu98mTtv7tx3333nnv/nXGPtriWHHH4C/MyznkAOnw7IESWHviBHlBz6ghxRcugLckTJoS/IESWHviBHlBz6ghxRcugLckTJoS/IESWHviBHlBz6ghxRcugLckTJoS944VlP4GnBD9SjDgFf5M/Vr9v+s6XaQ0BR9RnynxPAsYOZ5HMMnxpEMT9SU530n1Pu40wG51TfRf/ZVtcWOA8s+28aCQaBhmvaFTBl6fPxqmv+C+Cmv1xUfy2p9gBw0re/utvvY31qIGc9OfQFnwqKYh6oaa6rH0bcR6ssVGSIlJHc9+0KlyLzWGYe+Nh/KwKH/I1OAWMy/lFPUarAbX9tQN1/ABhWw5zw7XcHoOLbM2eA13ueSM/yE+Cya9orYJ5PavRcIMrrfhrfZZ5BFgDY4TuYu7/uOowh7GYXeVn+JRWBNX/p6gMchgCMgL1lXPsW8POueaFseYtZwr/nPZpdsQgi7kLmWdvOfzgPP3jbfVlQE6+qubzp5wbwJSIS070C2Sf+i0eOf9ZxfcLka759E1j3A5aAU88P0uSsJ4e+wDz7mNkvIiRgiEG/u7tddXkTt8MA7sHojGsG4t29C7alKMec/0FvyJuI4NlFKEcbBr/hlqC7ou5ZxFEMwP6ywUz7ZaqAnff3+i8Iu/nX6n41IuX5ZA2Ohe0YOJBmX0vAr6h7bvp2Ffh9396Czvfi43PMPn1K84wQ5SKON6dQ460oUzRXcC8dYAtZ3Kpqt+R3e9e/vGniS7UY0VbWEfZVRa7XEaS5p8bcVe1JMFt+mebAfsnf698Af+qan/y1e+e+SxRd/pN6jMCN6gjOfhn41b/lv5Tc/AHHbkO7iENEYPV/wOFngCg568mhL3jKwuzf9p8TwI5vV3idNwFYYoJg2DLVhpDyXUQZCSxIwy7RaGI+snFrm2ELmWvbrnEUI4xxdtS1Nzrwe2oczRYCBTqBY1eAXTLwR/660sD03zRn2yKRj+O1AH8C/Nr/dO2/BI695n94GZiJk4dfcM3Dv8kzgaeHKHcGxAJWA4wXNKhECq8toacy+ORF195Wv7SAHSYAMBWn60T5BLAlg1n3bGKdiCiUiG/TjFhO+cuLhW/CN/6d+7LSjeOYAcWRG6QsKfCYTbj/1675mUH4TOhfhVVv2zuq/hqghbChYeCf+PaxCaIRkRLM+s20bAZhw8/tjQzZcLPAH/I0IGc9OfQFT0GY/bz7uHFV6PNMRlAXzrPIJeb9D1rAPYYT+4CNVaHXw0BBkWRwgqnvSq+cF+h+CdGGZsqI76YKfOiad7siha4jpKCEsLx14BJy3+4j+oDMdxP4SPUH/t8a/I1Bf22ayFZ4DThy3H9pEejoOZa4HI0tmj5tE42F/CUHCQeMKH8MvOPbi8jbhAlPVjVbaTDoXhakL6qFIMAkUW2NL2aTVBBQ2lCEAdW/iMg8hVH4Uce1byJyTAtRVzLga+q/uk+Y1wCCiHPAuPcZ2SZc89dvq/8FhJxGtJvyDILAGiGKfNPzuzd4jeiboo4gyo84SMhZTw59wYEIsx/5YU9Gkxg4CdaRz1neornhrtp7Bv7Md3mf1NYRdt0uqU9lKlNfYDBboxt2tqYESwj1mSTZxXbTC8APOmJT+QihTFp1GUEE2Jd65tVV7UAEBoAHTdduIBRIZGWhROsIpSvf57SX+FsIrVjgNd7gWwB8ize5SFCNBhEK9A7wKgcFB4IoJ/mBby0iZHKW8FDLVKDhHW7vI/6TBWTR5hCkqSDk+cUM+Kz/4t5MEWiGm2t2A4IELcTqqcMDNPsAkaO6JBpInMuw6jOCIEdD3StDkGJdzUn7qILaUwJTddz/OMKcOxZEmVsksPCL9ndkvllZPcgCB4koOevJoS84IDvKH7uPjT9wwiKAZkPdVSHH95DdV0H1Id3pgdyvdGH6imsbN/YaY4yVHcnuFEmpUiBou0SqYKvK+Kaus4ns/nsIBdLmdKS/wWLn/LYvIaxKC9eAKVq5DqlAfItIaVqnoPPAX9+CtcAeNbXaRNjpL217BxWQvQP8Kw4KDghRvMemkCGk8RO48WO0iyBy6JdRRF5gkdTUGV+yH28A2sN+UaeAKWfMM6Vlyt6ytsYsbPhFvYcg3pia4jyCWHfVPU8gbKPoEASAurAN+5KRPu8jLClDNkAYe9338XMP918NrA6w18yjNbAtBJmbHZGdStfFQXkAkLOeHPqCA6Aov4vQRog+nZUrQj7fR3bxJLJDuur6CLLrR0iFz7DT6v4zQ3ZzBag6ymGnjZD7FkIhpoATYrSbLTiqsPIAsa9Mgi2raLcHQr3KBT/kFOw0jYzvKaKZtMLmdo1jdeE6OAdPeJ5hhMVe8x5vcGsUnlPbgFDtOvBD1aflF+EL++9dPgBEqSKrMEtUaTS5nyd1oQetJ0QnwsMhhxXVv1ezaSGL16t9aBhW1696wWjKvfAIeo03PHIUDsN4UFbrrBHMqsVHGv2yI6K0Ol3Gs+Lg65rvmVuQ0bYQFqP9SzoZQLfb6nuvQ3OfIWc9OfQFB0BRXkV8Nr/lYkYh1SLmwJQcGT5chsa8It+3ZKS46wZUu4KwB+3+GFHtum/fRnZloCbgBNWw+8agGXb0iHSx44MQNJCNVfEv3VFWs6kmg5mPjptCKENTmqa0JCb8wPqqYIv+mTeRdVlHnl8HkW8izz+JULExwIcV00YZIvcf9h1Rvs3f5FX+DgAnmUiNTDpKTZPQKe8XqTSF9A8jvpNJZDHvIrw7sKCjCGsqIUhRVfdcR8au4OIYAGNDXAyUDaxlLoSB/96Vl7YLFLsyl6q/XoRuQMR7COtcR/w6nyMa7uyu2hCB3dZJITzbJoK4UyT+q6h1rUsfW/g6kovwInCD/YSc9eTQF+y799hYRaRu8rDbH9J8mBLMeC1ixYKt+11XRHaUtmnsqjG1SV5rBUFo7KpYV23YKxE1kYSs1xG7xDV1zwyx6dRw0Wfg4nPv+vE/UOMrLc0eNTKmpqI+1jYRzIdJNR3t9wrPV1NBVUtE9ls+BWsxensBYjrK/gQ27b+MouWFe6ROtnB9QLXbsHLUNUcLYsCaMbCyocbV6rHm336MxN3fG14A7iWEcMYtIy9KG//0vHbVOFqj0C97U/33JiI7vQS24hFxHVGbEQttjOQfQRDiFmKIa6u5FGUMPn9YZCf13M2PYfbEdwFY5lukZu4nh5z15NAX7BtFueCHKo9D8y/8Ra3BFEkNaAE2iaZt7afZzhDKoSmIyrdJ3PqBfWySgiLZYfebjyx2wO/oLTWvEzjBGNxu1XadIFhXSBPTg+alU0oqiOdZQ6BQ66L1MY1QlJfVeEpQpQL2iLPdDNKQ9dCsahdWPBE5PX4xetZeBd7grx4xmb3Bvsgop3mBq0HIvkmq7oUXVUV49S/IfxPpfhhGx13zEImXKD54FVjmNEBMFgPYiaR2iJqvWrDEOSTZdIiK77/6h4i2UQM75ZFmEnnZDdIXoqOhq76dzTDr76XispnJfCgFwINVCerW8pJW28N4u+qedcRwuEVka/aswXSt9A8wQGoQVwFydubJESVnPTn0BU/Eel7zf796A+e/ALcjAimfIw3+OSl97FFJsYi7eAvZJeWMULDmNEvoNO+aTjv1/581jn8tM+/pDTiaFIzpbVbv+qa2y0xB5YTboVVgIVRaGXhXWOc1hKK8AmRnADjPQhz9TIZPInFznPf89P64NuertQjs5h5pCEHQ2HTMsC70Ugdb876jESt9tOKga7gM6CIAj09ZcoqSQ1/wRBQlVoDQwT/DiGBZJFIRu2UilptJy5hxu3ioAE2rxvE7/TCyWTpNud4pQaPgJD4zEISeNGY9SC413oq7/DLnxJR+ExFOlWl/gRrY69Kn7n+4hainAxBoxyFEdmqr9dhGQkNaCEU5HrzOBVgNqv9RyPz1ohqvo2J27V0jlLakBGENOq54GOx40NUPcS5Wmnp8eGxEmecFVn2ganYCdkqeHA7bmLlnblupTwIRUTIDbS/sjdF4pPBbJWbbpPaNDOJyhv9tQTMsUmE7JrqrnsBy6mkN2sI0NB74OY5nSZWDqKVoUl6CgIrfY55zHj2ubiD5O0X40GPKDhc4zVuAFPWZBfDI0WCCgOYVdqI8upjVYNIjrULmwXErdhRl37EvqpCIjY4zUgJMdrhszvsv/5XHhZz15NAXPLZ6fJoXuHrVf1kH+3cDkW/BDS9lLiAk86hSD3eJpP/wCUlLqCP1Fhe4QM3vxOtdxDyegc0867nrWU8XbOapwjCp9VTbYjwFMpmVnXhLhRwWZV5sIur8PZxzD9JwzZKKh11AWNscsbrTWSMsKbCg00jZQZ3Q0nxAXC9bHnOhjgHK5dgc8yr/NhA05cPC2VniNJFv2qZQ3sJv8LhxtY/NehZvGMxtjWNBSqjCi3Xf7sbLpmSFNKvUidUurAa5ZFw0B9iOC5tlouHYronaSPDGmqM2jXrT9oVeAxxgR4yYyj9CyPQIYvcZRjS2z6k/3yQxGAa7T0cjaMm5IMAxqTD3gOuNTOxqlzgdtbimyg0yw23xNm9CTEgplyN7+gTHxgOEN2Cai5Fd2dtGfpj/t2AeD1Fy1pNDX7B3irLiafYPxaJpKhbTdXEddsCk+nzA7JLBfMlToC2iCT06ynCIH0hyjUtcD1ldSwhlGCB14gF22KTR849K6NJJX7eA93y7rq7roKDeLMCqGi/0nxqlE7SXOYTSBPYFdDZ8NiQkCfO1GffcFWVdLpehqewfJkgFA7JeDxfRcLBq1TO9q+byMrJ2Zobf86/8a3u0qewdUb7jP7VxaEBNZvw4lL15rNmVF1UYxQbX93iRgB/WVKhk7i0PIaynEe4B7uUHDaRE6ilGXQ//6XXdh981ovix/+8d+NmfUX3CSx5R40+S+mAibMcXkhmo+nouWs1N/qNCJZZmnJYyRjtqgDCkYmnrEiwFYEKVgwpLOC0m2Ux1Nf4WMs5doq5eYTkGH4Sc+34hZz059AV7pyiv+E8d+a5jN8br8MDvhGGgECorHSKQzXMsctm4XTRLIwqtQ8DlQFNszCbGzClhVe90JTzOjjsStVxTrE9TaR2nMkcMPvrZm6QUaFr1CdToSCbPpF0UDGHNvH+mhai9vcl5ar6ISjCmxTn4+YYI//auCOeUYPCIjWvRNiHaX5v23iFR6wJ1bRPfh/2SEYoyTPSIr74Lq2FNfpE9wZ7V44rHrW2gecdfHHEyCODkCU2eddyrhwljxQJpESS4qzy5NxFtRPF/s25lQQLfLkJMCQSwXm+vI+xR5wONyXj8EIlvrQD/yLdPjYL3Go1xmXZw3zY78nKmRrngb6BrUQ8hItN9YPmOn2d4eVOZFAFqIdqgSow3k1bu0xv0hbRHPSJ2HoBd8Pf5E9VnmmgdN+tWrL2/sTcZJWc9OfQFe2Y9USUH3tYBSIF8LiABPxkiBNaIlGANk5TaitJ9G6FGYZeDowShetcAqW0Gb08JVEQbyhZI68wGqKnxvkJaCFZpLIEuOJbiq1WW2vH+vckRgYUWkYjVeYAjh5N+NRqEhMCl8QmoeTarSn3ZosplNqNMqLop3aBpNXywF2CnBmVNt2ScRKt7HbEf7RH2zHrMhsMtW5h1x5ZAGuv5R8hL0dFb0wjS9JYAfVQ8rI48mwSOuMoFg7Tpel9HZD26+mMXQZQlelIu1P2DayRT7TlERhnXCfYSKFChEX023Q0eqWFlBdGm5xGVv64eM4xcBRYC1navCHLsIqx3F2E9Y3JP01KyWw3sul+P93qeO7yD1xFWPLW3tNOc9eTQF+xd6wksYXJFfBsfICRepRAwTaqhJEXtgvf4shNocVmDq75P2SiXexPsDbdbdjAP17rPEJuLphxKgGZT9dcZia2efiEUYmsHO+U0ME1FDiFhl7OFBvcLD/2VBhVk9tr17ChTjYX464KOls/OEH3MrZV42bRsXF87KTZ7u2si2z48DhWv+TUmTVpYMKzNEmlS2R7g8eNRtBbxPqk1turbFdLg5qiZDHHBn1FzDNj2z67DA5oPSNVcbXDTteshrXECghBz6vq6+p8+hGESQbyzwJQv/GPBPPDxtkq72FYzXe6amFK6s2EezTZLTVVMyFm+lvg65/CnILBNap7ziLO5Is/3kVwm8xW5wzP5jbh6R9bDYOMz2aMmtWQfeby005z15NAX7F2YvSFEKFZWfI+0gmLYrUcR6jINZGf9F02O6wSSPMulqFU174Btiy9J2xEOx4pVszLGDWUQ0ztIsxtd21WxG+OpAmNgb/rBd0nN9n4jjk1Z2hu+zwdqzPcQaVWHK8yp9QiPXP7HpFUCQ3u7p+3n9+6OCNxaM+zxWEf2f5PU/RD6/DyMZmGYg/b1hJtqX88riEHspsqZ2UUWbxOovuva5VF0pve8Z0OJu6tKDOSwJyZiOU7Tsqz6e50vO33iUtekx6oEa9cwqaU1vLxyYAWA7URXfcI+dF5NmD/QHjCcLjvEWuwaMQUsqGetIutUI0nvcHCfC95yG5JJ3BDzahVasW3PTmCs77lEWi1bb4TwrDdJzQIe4Q9n8A95PMhZTw59wd4pigobSIS3QF7fQ87L2yKlsEESn+vAnIsHrWQ2KXMSKsgeM8AXHJ2cYI1muFc4AgV4O9zn1Fm49q7cJ/TVYQNas7nbEYFQCZ5mRFV5vEcKqoDwYigAW+r5PQjcQgwcZMHg5lwC53gzEj2dX10riA7kzgeoy4/BTqVDLnRx5KoEwTXr6v5bRMrfYB74uv9hb7Rl74gSg5xHYdqH6l1DDF411Ufn6ej6bMP+/7jnCYvW3YCFYLIsjMY/NLuk6mwY05PXwVOX2QnGph+n0YwgL38d7JjyE4XF1qmpvVpU6PPbiOxyEgm3z0hrnVT95xSIGdjJYg1gJWRW1onrdX0Orgf1nAWO+7lsQ5JeGp/vJSQGpQWEaMkiabJ9jFbY5nGZT856cugL9kxRbBak5S9D2RceXpfqRPZXjBjidO33ImILqELF08N212A2vc/mnorvnOzAES/53yU1ooVd73dz9/vEYGaW1H1quF0XYKznE9KKkyDagkqeByI1+j//DX4uULdJJI96niR9JO767EwcaN5L5ysbJHk60fhVl/vwMtQ9hWhznsETTvjtHoXD3qaz+jHpMTMBhnue0a/XRyxy8jGzBZ8gAewrRLVkelWd86u6aD+IZgPZYUmAavhQRnALrd3oPgbEThmJdoco3duyPwlsbA3T9sg2Z9I4mWi9PUyl4F5YozAGXc82P0bYWmAp4BZXj3NN/aarbke+SZrIHpPQr8TrnwSjqnKWWkyswG3q4nBkQHuYFtkJb76wHcNOuYus9zAxlfbtKrKZlGX2cZEEctaTQ5/w2BTlNl+MpUSoITu3MCqlxyEtexGpxX0JONaRchlpDZVAVgdUFcWXcPkbQAgAsEdOS5iBFnaRe07QkOqPA+rolQ9INbOgSQ2Tpnp4efTntDY0iXh4IT2lbEv1MW6+a8FQV9BmdOWlriGm93FJXDEbay4lFzenmKZSsiJM66qX63DcX79ueWTKyl7hsRHlKP+LGHUxsio/3O2ktT+CWqp5qO3KyyyiDGBFVygGpwEFzWSsYGmHEMlMnPQ1JCh70XhaPl5X9+nIwQrWpLaswG42SVXZcL1NaskNpTlPSK6STipLZB0tH2wBAx5Dg3lgrBvDJhyyO4Q/W0AdCbedjhHuqTQwO62yvswoIX3ObC5GMa1loFEIFuzHrxSZs54c+oInEGYPESW53hQJHUQczMrDpCR32O+yBrDiWdXMdgxKYl1VP9wFxt0Oq7DzUGbLNjDro5WWmSfuRvOJoyp+vMhuVNUEQKjeJI8+nmVKuRym6lDqyDMFyqh9XAsI2zyprusS6/FgyWUu+/1/mUEkqVaC0e2weShWNo5jwpoek+cuiWvgPvBtHzr1W08gzD5hDTcfGKCPRtGBy0VSi2i0QtXToOeY3NWNOcRm1ybIZ0bcH0YzIcoxJHALVsLLMB8Ss5mbnTQEMsxR83ONzGHOoY+n3xXaNCJLKKog6Y4Y2aYOIzNTpauL+JO6YHbGvb6VDQiMJ6CFe6AuZGGMFoPhdRdgJ95fh3HXQeUwnA/JZFXhVN0HwDhPDDnryaEveEKK4nfuQCfVViZV2+jAYo/9tpueKBGEP6mLg60aF9kVwO/0jg4d0L6VAMPdWHsEVN9NdR/tl9Em/IxH2oFWAQp19YOfzGZHqNTkKhR8Nt/nmmmp8q7zfC/78ukThbWYA7TIOSKlzQ5JQUKdIjoGnAphXa9CUhhnO34GdpMZVXxwC4b2gaI8IaJ4v0Hxd5T0XYZbPqp8AGh6jagEGP9GtQo7RuJwi8ewjVl5aQNEvpwZIunvltTv0Qel1M2B1RQhA8vQvptei+aw6uNZoi0PyphsE1/s+Cx8QaevLcpzaENcYLMVty61cbgc/T8twgaqsBiLE2nWJ/2A7h/IpSzDbOzwEKwT1/S3Zx7++XEgZz059AX7V+I8SN+2mR4hm+zYjlzXQde6lHhVXddCsd/dXW22VmmTx6NC9SrRCjU+C6f8Se4POqn9IwiwJdI8inBPHRlGFdnebYgHO+lquEtE1lqVuZlNm5jlASyzsT6tdjOtfl/N5ZdIMyLDM6vcH0ZUEYAWwsGOSIGdCpJj9CTwhIjimb7553D337u2KlKXlIjQub86T0WrmCr5ymKUIe4EJviVbpFaXgFKcD0GFl+KC3y8DEtcAOD0+FssjvslK66krHKgKfMK17MyaY2kKgA1LnI9WGN1HvI0HA++HAPb3tE3ii/cBxHZJ5SMsWLV89yLt8EOGMbGg4x2mKhhDncTlhxSeQ02KFd8FglY/xp/joQ5PD7krCeHvuAJKco3/OdF0Sh0WfM26anjqj5IhBIqnWEI7vrd3cJpUwCFFmc9KX93mvSY1/Cpjl4J418vQiVzdeBWLYwZt5Pb42JjN9215DCpGX+fZSYQPtjgNG+6MZu4QjXguE141lfcucWu9/kYE1sEYZE6EMlDM8wZYE7Fn3eJifGnaccjECn50mJ+vvFgp/EJ5r3ecx8dniQ+oyeBfZJR7kPhjG9fSfMldX3WYFjTOZUjiPX0Xic9rNovQo2ltDCNrnQdxtMhAiNyfVVF2HVCAPiwKgV9GwkhGIAVH79iJtfE7/OBuucAotFoa/SuDgvYTqoZBFU44HUdVXW7p0hQ90aYo00FGOVwnJ2ycZydiAhDsbp38wG841Xii/HuTwY568mhL9jHE8D+s/98E8lh6DkjIxzc2EaOO9G7so6wkDFidFrFWEkMv4FoBmHbbiKUK0S6gaMIKk42yXUJlKtNqqWF6wNI3ZL3ESp1FGE3I+q+J+GM38WDiO1wG2LKbJz3EulRtTrFSfuadFRfULpeIsl4nDkijxtox4dIkPrCPhzBAjlFyaFP2Mej4n7Vfy6QBMdG6lJ3ej+4nVLwpv3CfbE36xMiJsHcksOPQt3WFW1f0RB26C3IfNG9oReho034WrAOY+iTLnRKgI6lGSFNuppXbWXtvXJH2om3NzzTn/nPBUStPksMSjJtK/evI7L0MGI60Gf94NVr/3whrf0XC/DWPlGSAAdw7vF/BH7Nt+tEh7dV/qDCKNEu8KCbsh9lZItRXerQgrEpS+eu9AFSu0xRSHCDWWZP+IOXtKtABRnZbBC2HBaYLZv6egJb0WED9xC+Mo08020k2k17pLVBUUuzAV4Cc9LK71poVmcUjnrk73SJCHzYSGJ/d0vG/aaqUrZfkLOeHPqCA6AoRYR+toinqu+iApeOQdfHuK6THgMbBEVtL1HxLu2pCqboxw+soUIk0zNTKIXwUDyybeJIg2aIX8kk7HaCHZqaTeiieoFivYKEMW7y6NPO9Ykdt1VbFyoO830ZoRxfUr/XEEq0SWQ3Z2ZE+9/O5JiZ6w9IvdS+/STR9j8O9v3c4xQ+487UA7fosajuLNjvu+YtUtYTyO0RVTlR83xzmPMeEb1RnyEkACh4YcL1S1GgGOS0T4bXNQNaqECoJmnIQkDaewi7WCc9pUunr4Y+2v7xZUS+CL9n6j7KaJb8767c/8wRWZaGGqajU00GwP79/UeQADnryaEvOADWo2EeWj5+YlyXiBwC4y25xSspCY+hk0NgPJ3IdPgfXArn/nl+8xrfi8zuEPAmr/lv9xEN7JBEpqura8jmXi5XMKWGdFIW3uTApwAlNdAkcmaiLkfxkni2Q14xtxAK2XuAVN23VVpI60jq4I4wqcbpLaC4z3DArAeEQfx+z/UQiPO2dNFGMa05TB1GkKxBWh8NHJMJTKctY9sVdVbNKCK9aBqvGRFgPavcBNPwS7OE0H5tINOyTVENs4WwhGn4ez7q4W1d0jMgkg6imiY1/lVd8/hU6h/StrpQDcEWDo7tQM56cugTngJF0QfR/tOHr9uO1P64RWrCD8nbFYQlFXqE3ABhd2s2ptsVUjtKUHu63XSLhl2vE8CKxESytJrhBBf8KWVvcYGKb6/eIDoaR78KbU8NjfUGmJYcCFVFCacWRo20y75dQ5blPuJ8bAFrB6DhPAqeAqIEaOEK/uM/w9tZkCPRVKxnog2o0IGEazwKes7ZCecBRdc8pKqvOvnd7NrE4BXr+/d6cQMCjY+qH1vRCz5mLO0oR60RN0XIaVXe89my+LE6XX/cM06LC9xuG0EUzSgbTwlJIGc9OfQJB6z1aCgi4TTLaHo/UXZBQc0i2LoqFBjyfRmSmBWToZOeHGzHY02SLMCWogqQZgeGdg+1sl3fX5W0YqStnVF1AAAEq0lEQVTnv4Gi2I4k5NcRo+CkkQgoihJ8EjQZpfUs16Skx2hPWoU+lFMfhbv0FClJgKeIKBq+Bfyub0+44sPgFi8uMOIs3FVJ7ZUujAcjWljKpTTvZl1VUwgw0PM9HqXiU0MgLd/VJa2y4P9vBmwsTjwEsbacbZm0Auakn3vhkE+sBzZViVN1ipmc8HosnqO8Bvwpcp+qb19+BkgCOevJoU94RhQF4Df954f8sie5C8AFXELTW4xBS2k3upTVuDOKDXqT/A4VYT1t0tM6tDFrRrEydQyTjWb+ukiQI+qe2sq1Dh2vgXX8d3CHJtlpI//1tzrNErEIRcnbaNRRMtqAN8iChEjekrGZg0b52VCSAM8QUQJ8NjKQL6MVjCpM+SPndbWETWDDRV50o3q8Kn5IHdytD1O4BzT8W5jrci7UsMcdxu3gY4kvuYlKF1XTLSGRbyqDkcyVHwVXfz6evnqH6MS0VSNzvCfjhWT0rkU0tnWwX3i2yKEhZz059AVP0Y7yk+E8L0Sh7bt8G8IJFA9W0/hYbWuBtMbrFuJ/2UVI/Aiy+2vAeMgauE9kQ91VIfc3wYR0u0yqP5ktm54YVlFtXa9WJxAGCEUKSyY5vX2wLAdOBoa484yE1h8HzxWiAHzTc8MJ4NeD7NC8IguuE9y15TSwGF3DXtfrL8nRctR6Tg9TYZFm3bOPdRMRJR6I6SEikJadNhGWpNNHeiskgEOYqmtaZOxKZp+qEW0vkLOeHPqC50CYTeGNuKPeIXqEi6SxpIGsa1Kf+N896CqTm3J6linaNAZWlcAY1cfJehZjbqqDkqYqsZJ4s+vtJ4CpK5a0RZoOoqOkIK0+OUL8X+Pzzyc1geeQ9Wg47fG4hTpcoE0SXAzQYEzqwO0iBXhaxFJfIP9jGmFV2hFZwx9j546nj7VKriHs6WU1wXUkouGWETmqghRQvil9xGgI2Vddc+djAyf2dhDks4Cc9eTQFzzXFCXAeV6IsU3biIfnhOqjqXto61PaLSYKszMZLAfL2kZHapmoUmBZGalQ+RFCgaZJDXqqzqy95qnXlErB0GcQ+//9y/Enq9D4LOBTgSgOLgJg/uJiejwawKQkiA0B18OL6dU2VDyKVC2Q7HbzoyWRhapKM3qfyHIq45ZVnWAexmyQJolVfXvYFRqGZ+en2Q/IWU8OfcGniKIIBCH36sojfpzk0ZFvGkaEAi1znnlfy+TKVfXfOXeWMECjaRLvcRRab5G6DgIb+gpyeob59FIRDc+detwPLAYS7isemjsvpCdeqdzkEPEotUscFFUrFl+cI/qURsdVQavyKYLN9DjQ8umdq9OIRXgXqbn2jB14BwE568mhL/hUsp5HgfnYE8fJWFE8gSJpXFzwWNcQ/8oiUsjqG0g1xaP8byTed4jv8A8A54la8ZqRHf/poyIafmoQZcJz0eYKUeMYzdK46N5sHnAIo4t0XPwUayYHCTnryaEv+KmhKAEmeCEa3KoIi9E1Ht/gr9jwFOg+cDSnIj8RfuoQJYeDgZz15NAX5IiSQ1+QI0oOfUGOKDn0BTmi5NAX5IiSQ1+QI0oOfUGOKDn0BTmi5NAX5IiSQ1/w/wEAg6SkVfikegAAAABJRU5ErkJggg==" y="-103.955222"/>
- </g>
- <g id="LineCollection_14">
- <path clip-path="url(#p03af6c787c)" d="M 76.210863 106.620524
- L 78.023643 106.620524
- L 78.386199 106.98308
- L 78.748755 106.620524
- L 79.111311 106.620524
- L 79.473867 106.98308
- L 79.836423 106.98308
- L 80.198979 107.345636
- L 83.099426 107.345636
- L 83.461982 107.708192
- L 83.824538 107.708192
- L 84.187094 108.070748
- L 84.54965 108.070748
- L 84.912206 108.433304
- L 85.274762 108.433304
- L 85.637317 108.79586
- L 85.999873 108.79586
- L 86.362429 109.158416
- L 86.724985 109.158416
- L 88.537765 110.971195
- L 88.900321 110.971195
- L 91.256934 113.327809
- L 91.256934 113.690365
- L 91.982046 114.415477
- L 91.982046 114.778033
- L 92.707158 115.503144
- L 92.707158 116.228256
- L 93.069714 116.590812
- L 93.069714 119.128704
- L 93.43227 119.49126
- L 93.43227 119.853815
- L 93.794826 120.216371
- L 93.794826 123.841931
- L 93.43227 124.204487
- L 93.43227 124.567043
- L 93.069714 124.929598
- L 93.069714 125.65471
- L 92.707158 126.017266
- L 92.707158 126.379822
- L 92.344602 126.742378
- L 92.344602 127.104934
- L 91.61949 127.830046
- L 91.61949 128.555158
- L 91.256934 128.917714
- L 91.256934 130.005381
- L 90.894378 130.367937
- L 90.894378 130.730493
- L 90.350545 131.274327
- L 89.987989 131.274327
- L 89.806711 131.455605
- L 89.806711 132.180717
- L 89.625433 132.361995
- L 88.537765 132.361995
- L 88.175209 132.724551
- L 87.812653 132.724551
- L 87.450097 133.087107
- L 84.187094 133.087107
- L 83.824538 133.449663
- L 82.374314 133.449663
- L 82.011758 133.812219
- L 77.661087 133.812219
- L 77.298531 133.449663
- L 74.035528 133.449663
- L 73.310416 132.724551
- L 71.860192 132.724551
- L 71.13508 131.999439
- L 70.772524 131.999439
- L 68.778467 130.005381
- L 68.778467 128.917714
- L 68.415911 128.555158
- L 68.415911 126.742378
- L 67.328243 125.65471
- L 67.328243 125.292154
- L 66.965687 124.929598
- L 66.965687 124.204487
- L 66.603131 123.841931
- L 66.603131 119.853815
- L 66.965687 119.49126
- L 66.965687 118.403592
- L 67.328243 118.041036
- L 67.328243 116.228256
- L 67.690799 115.8657
- L 67.690799 115.503144
- L 68.415911 114.778033
- L 68.415911 114.415477
- L 69.141023 113.690365
- L 69.141023 113.327809
- L 69.503579 112.965253
- L 69.503579 112.602697
- L 70.047413 112.058863
- L 70.409968 112.058863
- L 74.035528 108.433304
- L 74.398084 108.433304
- L 74.76064 108.070748
- L 75.123196 108.070748
- L 75.667029 107.526914
- L 75.667029 107.164358
- L 76.210863 106.620524
- L 76.210863 106.620524
- " style="fill:none;stroke:#000000;stroke-width:0.5;"/>
- </g>
- </g>
- <g id="axes_23">
- <g clip-path="url(#p670aeb5567)">
- <image height="39.6" id="image057afbd244" transform="scale(1 -1)translate(0 -39.6)" width="33.12" x="106.960368" xlink:href="data:image/png;base64,
- 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" y="-100.738225"/>
- </g>
- <g id="LineCollection_15">
- <path clip-path="url(#p670aeb5567)" d="M 123.094106 102.632409
- L 125.269442 102.632409
- L 125.631998 102.994965
- L 126.35711 102.994965
- L 126.719666 103.357521
- L 128.169889 103.357521
- L 128.532445 103.720077
- L 129.257557 103.720077
- L 129.620113 104.082633
- L 129.982669 104.082633
- L 132.339283 106.439246
- L 132.339283 106.801802
- L 133.064394 107.526914
- L 133.064394 107.88947
- L 133.789506 108.614582
- L 133.789506 108.977138
- L 134.152062 109.339694
- L 134.152062 109.70225
- L 134.514618 110.064805
- L 134.514618 110.789917
- L 134.877174 111.152473
- L 134.877174 111.877585
- L 135.23973 112.240141
- L 135.23973 112.965253
- L 135.602286 113.327809
- L 135.602286 114.052921
- L 135.964842 114.415477
- L 135.964842 115.140588
- L 136.327398 115.503144
- L 136.327398 116.590812
- L 136.689954 116.953368
- L 136.689954 118.041036
- L 137.05251 118.403592
- L 137.05251 124.567043
- L 136.689954 124.929598
- L 136.689954 126.017266
- L 136.327398 126.379822
- L 136.327398 127.104934
- L 135.964842 127.46749
- L 135.964842 128.192602
- L 135.602286 128.555158
- L 135.602286 128.917714
- L 134.877174 129.642826
- L 134.877174 130.005381
- L 134.514618 130.367937
- L 134.514618 130.730493
- L 133.064394 132.180717
- L 133.064394 132.543273
- L 131.976727 133.630941
- L 131.976727 133.993497
- L 131.070337 134.899887
- L 130.707781 134.899887
- L 130.345225 135.262442
- L 129.982669 135.262442
- L 129.620113 135.624998
- L 129.257557 135.624998
- L 128.895001 135.987554
- L 128.532445 135.987554
- L 128.169889 136.35011
- L 127.807334 136.35011
- L 127.444778 136.712666
- L 123.819218 136.712666
- L 123.456662 137.075222
- L 121.643883 137.075222
- L 121.281327 137.437778
- L 120.193659 137.437778
- L 119.831103 137.075222
- L 119.105991 137.075222
- L 118.743435 136.712666
- L 118.380879 136.712666
- L 117.655768 135.987554
- L 117.293212 135.987554
- L 115.842988 134.537331
- L 115.480432 134.537331
- L 112.398707 131.455605
- L 112.398707 131.093049
- L 112.036151 130.730493
- L 112.036151 130.367937
- L 111.673595 130.005381
- L 111.673595 129.642826
- L 110.948483 128.917714
- L 110.948483 128.192602
- L 110.585927 127.830046
- L 110.585927 126.742378
- L 110.223371 126.379822
- L 110.223371 125.292154
- L 109.860815 124.929598
- L 109.860815 124.204487
- L 110.223371 123.841931
- L 110.223371 123.479375
- L 109.860815 123.116819
- L 109.860815 119.49126
- L 110.223371 119.128704
- L 110.223371 118.403592
- L 110.585927 118.041036
- L 110.585927 117.67848
- L 110.948483 117.315924
- L 110.948483 115.503144
- L 111.311039 115.140588
- L 111.311039 114.052921
- L 111.673595 113.690365
- L 111.673595 112.965253
- L 112.036151 112.602697
- L 112.036151 112.240141
- L 112.398707 111.877585
- L 112.398707 110.427361
- L 112.761262 110.064805
- L 112.761262 109.70225
- L 113.486374 108.977138
- L 113.486374 108.614582
- L 113.84893 108.252026
- L 113.84893 107.88947
- L 117.293212 104.445189
- L 117.655768 104.445189
- L 118.018323 104.082633
- L 118.380879 104.082633
- L 118.743435 103.720077
- L 119.468547 103.720077
- L 119.831103 103.357521
- L 122.006439 103.357521
- L 122.368995 102.994965
- L 122.731551 102.994965
- L 123.094106 102.632409
- L 123.094106 102.632409
- " style="fill:none;stroke:#000000;stroke-width:0.5;"/>
- </g>
- </g>
- <g id="axes_24">
- <g id="patch_10">
- <path d="M 150.218051 117.370217
- L 282.188409 117.370217
- L 282.188409 100.760423
- L 150.218051 100.760423
- z
- " style="fill:none;"/>
- </g>
- <g id="matplotlib.axis_9">
- <g id="xtick_29">
- <g id="text_34">
- <!-- 0 -->
- <g style="fill:#ff0000;" transform="translate(148.309301 125.42928)scale(0.06 -0.06)">
- <use xlink:href="#DejaVuSans-30"/>
- </g>
- </g>
- </g>
- <g id="xtick_30">
- <g id="text_35">
- <!-- 200 -->
- <g style="fill:#ff0000;" transform="translate(205.873363 125.42928)scale(0.06 -0.06)">
- <use xlink:href="#DejaVuSans-32"/>
- <use x="63.623047" xlink:href="#DejaVuSans-30"/>
- <use x="127.246094" xlink:href="#DejaVuSans-30"/>
- </g>
- </g>
- </g>
- <g id="xtick_31">
- <g id="text_36">
- <!-- 400 -->
- <g style="fill:#ff0000;" transform="translate(267.254925 125.42928)scale(0.06 -0.06)">
- <use xlink:href="#DejaVuSans-34"/>
- <use x="63.623047" xlink:href="#DejaVuSans-30"/>
- <use x="127.246094" xlink:href="#DejaVuSans-30"/>
- </g>
- </g>
- </g>
- </g>
- <g id="line2d_9">
- <path clip-path="url(#p5b96d3f175)" d="M 150.218051 105.214807
- L 150.985321 101.766323
- L 151.75259 101.515413
- L 152.51986 102.545704
- L 153.28713 102.47691
- L 154.054399 103.961748
- L 157.123477 103.612595
- L 157.890747 103.789708
- L 158.658016 105.97269
- L 159.425286 106.74582
- L 160.192555 108.292699
- L 160.959825 104.610159
- L 161.727094 106.914986
- L 162.494364 105.63255
- L 163.261633 106.293696
- L 164.028903 104.085895
- L 164.796172 104.492499
- L 165.563442 105.238472
- L 166.330711 103.936264
- L 167.097981 104.098357
- L 167.86525 105.126959
- L 168.63252 105.109251
- L 169.39979 104.175243
- L 170.167059 104.624004
- L 170.934329 104.543581
- L 172.468868 105.772792
- L 174.003407 104.550176
- L 174.770676 105.244029
- L 175.537946 106.625654
- L 176.305215 104.925852
- L 177.072485 106.640982
- L 177.839754 109.33243
- L 178.607024 105.503068
- L 179.374293 105.65238
- L 180.141563 110.088683
- L 180.908832 105.348943
- L 181.676102 106.171461
- L 182.443371 107.916765
- L 183.210641 107.776991
- L 183.97791 108.127731
- L 184.74518 107.40404
- L 185.512449 106.177938
- L 186.279719 106.267357
- L 187.814258 104.616182
- L 188.581528 105.314884
- L 189.348797 105.466483
- L 190.116067 106.086758
- L 190.883336 107.68898
- L 191.650606 105.444221
- L 192.417875 106.314043
- L 193.185145 106.972402
- L 193.952414 107.127466
- L 194.719684 104.042633
- L 195.486953 105.151634
- L 196.254223 109.020275
- L 197.021492 106.172562
- L 197.788762 105.874251
- L 198.556031 105.718007
- L 199.323301 102.903316
- L 200.85784 105.777942
- L 201.625109 103.74923
- L 202.392379 103.964743
- L 203.159649 105.637561
- L 203.926918 104.318029
- L 204.694188 104.827144
- L 205.461457 103.544037
- L 206.228727 103.597621
- L 206.995996 103.153215
- L 207.763266 103.019238
- L 208.530535 105.482235
- L 209.297805 111.323414
- L 210.065074 105.271302
- L 210.832344 102.729754
- L 211.599613 104.395401
- L 212.366883 105.012827
- L 213.901422 107.664649
- L 214.668691 108.462383
- L 215.435961 108.731414
- L 216.20323 108.301408
- L 216.9705 105.541512
- L 217.737769 106.33165
- L 218.505039 104.688483
- L 219.272309 107.201972
- L 220.039578 107.338554
- L 220.806848 106.466872
- L 221.574117 104.844401
- L 222.341387 105.588567
- L 223.108656 105.420148
- L 223.875926 106.894835
- L 224.643195 105.464653
- L 225.410465 106.737562
- L 226.177734 105.323481
- L 226.945004 106.068611
- L 228.479543 109.142499
- L 229.246812 104.639801
- L 230.781351 109.300501
- L 231.548621 109.52418
- L 232.31589 109.034475
- L 233.08316 107.787434
- L 233.850429 109.089951
- L 235.384968 110.774639
- L 236.152238 108.388356
- L 236.919508 108.305679
- L 237.686777 108.954411
- L 238.454047 111.232927
- L 239.221316 111.362496
- L 239.988586 111.06115
- L 240.755855 111.325228
- L 241.523125 111.375847
- L 242.290394 109.752197
- L 243.057664 110.420744
- L 243.824933 111.251003
- L 244.592203 111.140281
- L 245.359472 108.934922
- L 246.126742 109.014543
- L 246.894011 110.94154
- L 247.661281 110.609957
- L 248.42855 108.737076
- L 249.19582 111.471017
- L 249.963089 111.040897
- L 250.730359 111.735787
- L 251.497628 111.298506
- L 252.264898 109.644876
- L 253.032168 111.44869
- L 253.799437 111.376714
- L 254.566707 111.832089
- L 255.333976 113.322818
- L 256.101246 113.707069
- L 256.868515 113.263607
- L 257.635785 113.165696
- L 258.403054 111.898989
- L 259.170324 112.903494
- L 260.704863 114.021146
- L 262.239402 112.687761
- L 263.006671 113.04366
- L 263.773941 114.303189
- L 264.54121 114.477955
- L 265.30848 115.758995
- L 266.075749 113.963048
- L 266.843019 114.701412
- L 267.610288 114.574635
- L 268.377558 114.329089
- L 269.144827 115.516193
- L 269.912097 115.318214
- L 270.679367 114.601263
- L 271.446636 112.065391
- L 272.213906 110.733248
- L 272.981175 114.457173
- L 273.748445 115.082858
- L 274.515714 114.685413
- L 275.282984 115.170269
- L 276.050253 114.784761
- L 277.584792 115.497934
- L 278.352062 115.921429
- L 279.119331 116.615226
- L 279.886601 115.738416
- L 280.65387 115.482495
- L 281.42114 115.025409
- L 281.42114 115.025409
- " style="fill:none;stroke:#ff0000;stroke-linecap:round;"/>
- </g>
- </g>
- <g id="axes_25">
- <g id="patch_11">
- <path d="M 150.218051 140.397432
- L 282.188409 140.397432
- L 282.188409 125.297619
- L 150.218051 125.297619
- z
- " style="fill:none;"/>
- </g>
- <g id="matplotlib.axis_10">
- <g id="xtick_32">
- <g id="text_37">
- <!-- 0.05 -->
- <g style="fill:#ff0000;" transform="translate(175.366509 148.456495)scale(0.06 -0.06)">
- <use xlink:href="#DejaVuSans-30"/>
- <use x="63.623047" xlink:href="#DejaVuSans-2e"/>
- <use x="95.410156" xlink:href="#DejaVuSans-30"/>
- <use x="159.033203" xlink:href="#DejaVuSans-35"/>
- </g>
- </g>
- </g>
- <g id="xtick_33">
- <g id="text_38">
- <!-- 0.10 -->
- <g style="fill:#ff0000;" transform="translate(208.747247 148.456495)scale(0.06 -0.06)">
- <use xlink:href="#DejaVuSans-30"/>
- <use x="63.623047" xlink:href="#DejaVuSans-2e"/>
- <use x="95.410156" xlink:href="#DejaVuSans-31"/>
- <use x="159.033203" xlink:href="#DejaVuSans-30"/>
- </g>
- </g>
- </g>
- <g id="xtick_34">
- <g id="text_39">
- <!-- 0.15 -->
- <g style="fill:#ff0000;" transform="translate(242.127984 148.456495)scale(0.06 -0.06)">
- <use xlink:href="#DejaVuSans-30"/>
- <use x="63.623047" xlink:href="#DejaVuSans-2e"/>
- <use x="95.410156" xlink:href="#DejaVuSans-31"/>
- <use x="159.033203" xlink:href="#DejaVuSans-35"/>
- </g>
- </g>
- </g>
- <g id="xtick_35">
- <g id="text_40">
- <!-- 0.20 -->
- <g style="fill:#ff0000;" transform="translate(275.508722 148.456495)scale(0.06 -0.06)">
- <use xlink:href="#DejaVuSans-30"/>
- <use x="63.623047" xlink:href="#DejaVuSans-2e"/>
- <use x="95.410156" xlink:href="#DejaVuSans-32"/>
- <use x="159.033203" xlink:href="#DejaVuSans-30"/>
- </g>
- </g>
- </g>
- </g>
- <g id="line2d_10">
- <path clip-path="url(#p952a4319bf)" d="M 150.218051 125.983974
- L 151.770644 136.505438
- L 153.323236 137.576382
- L 154.875829 138.96811
- L 156.428421 139.467423
- L 157.981014 139.328427
- L 159.533606 139.005942
- L 161.086199 138.996228
- L 162.638791 139.484526
- L 164.191383 139.363779
- L 165.743976 139.197552
- L 167.296568 139.527462
- L 168.849161 139.629699
- L 170.401753 139.61815
- L 171.954346 139.693013
- L 173.506938 139.6869
- L 175.059531 139.620217
- L 176.612123 139.657635
- L 178.164715 139.666085
- L 179.717308 139.625499
- L 181.2699 139.643186
- L 182.822493 139.27402
- L 184.375085 139.706466
- L 185.927678 139.576192
- L 187.48027 139.696526
- L 189.032863 139.474498
- L 190.585455 139.700951
- L 192.138047 139.682426
- L 193.69064 139.685613
- L 195.243232 139.710689
- L 196.795825 139.611254
- L 198.348417 139.705237
- L 199.90101 139.676804
- L 201.453602 139.655186
- L 203.006195 139.565585
- L 204.558787 139.694477
- L 206.11138 139.667804
- L 207.663972 139.691468
- L 209.216564 139.645607
- L 210.769157 139.705563
- L 212.321749 139.652678
- L 213.874342 139.563531
- L 215.426934 139.711077
- L 216.979527 139.705873
- L 218.532119 139.696158
- L 220.084712 139.682722
- L 221.637304 139.68855
- L 223.189896 139.688974
- L 224.742489 139.655
- L 226.295081 139.577824
- L 227.847674 139.637953
- L 229.400266 139.68613
- L 230.952859 139.710818
- L 232.505451 139.710036
- L 234.058044 139.693467
- L 235.610636 139.703242
- L 237.163228 139.620655
- L 238.715821 139.666807
- L 240.268413 139.681024
- L 241.821006 139.678236
- L 243.373598 139.711008
- L 244.926191 139.659075
- L 246.478783 139.658085
- L 248.031376 139.672762
- L 249.583968 139.668742
- L 251.13656 139.700316
- L 252.689153 139.696498
- L 254.241745 139.707488
- L 255.794338 139.710407
- L 257.34693 139.706331
- L 258.899523 139.70836
- L 260.452115 139.705589
- L 262.004708 139.692019
- L 263.5573 139.698006
- L 265.109892 139.698258
- L 266.662485 139.709807
- L 268.215077 139.684549
- L 269.76767 139.70919
- L 271.320262 139.711054
- L 272.872855 139.707033
- L 274.425447 139.688851
- L 275.97804 139.700388
- L 277.530632 139.656428
- L 279.083224 139.709855
- L 280.635817 139.687627
- L 282.188409 139.701141
- " style="fill:none;stroke:#ff0000;stroke-linecap:round;"/>
- </g>
- </g>
- <g id="axes_26">
- <g clip-path="url(#p771573954a)">
- <image height="27.6" id="image03f1e9bb43" transform="scale(1 -1)translate(0 -27.6)" width="33.12" x="302.751591" xlink:href="data:image/png;base64,
- 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" y="-106.751063"/>
- </g>
- <g id="LineCollection_16">
- <path clip-path="url(#p771573954a)" d="M 317.734464 108.925582
- L 318.339832 108.925582
- L 318.642517 109.228266
- L 322.577413 109.228266
- L 322.728755 109.379608
- L 322.728755 109.682292
- L 323.78815 110.741687
- L 324.090834 110.741687
- L 324.393519 111.044372
- L 324.696203 111.044372
- L 324.998887 111.347056
- L 325.301572 111.347056
- L 325.90694 111.952425
- L 326.209624 111.952425
- L 326.814993 112.557793
- L 327.420362 112.557793
- L 327.723046 112.860478
- L 328.02573 112.860478
- L 328.328415 113.163162
- L 328.631099 113.163162
- L 329.236468 113.76853
- L 329.539152 113.76853
- L 330.14452 114.373899
- L 330.447205 114.373899
- L 331.203916 115.13061
- L 331.203916 115.433294
- L 331.809284 116.038663
- L 331.809284 116.341347
- L 333.020021 117.552084
- L 333.020021 117.854769
- L 333.322706 118.157453
- L 333.322706 118.460137
- L 333.62539 118.762822
- L 333.62539 119.065506
- L 333.928074 119.36819
- L 333.928074 119.973559
- L 334.230759 120.276243
- L 334.230759 122.092349
- L 333.928074 122.395033
- L 333.928074 122.697718
- L 333.62539 123.000402
- L 333.62539 123.303086
- L 333.322706 123.60577
- L 333.322706 124.513823
- L 333.020021 124.816508
- L 333.020021 125.421876
- L 332.263311 126.178587
- L 331.960626 126.178587
- L 331.657942 126.481271
- L 331.355258 126.178587
- L 328.933783 126.178587
- L 328.631099 126.481271
- L 328.02573 126.481271
- L 327.723046 126.783956
- L 327.420362 126.783956
- L 326.663651 127.540666
- L 326.663651 128.146035
- L 326.360967 128.448719
- L 326.360967 128.751404
- L 326.058282 129.054088
- L 326.058282 129.356772
- L 325.90694 129.508114
- L 325.604256 129.508114
- L 325.301572 129.810799
- L 324.998887 129.810799
- L 324.090834 130.718852
- L 323.78815 130.718852
- L 323.485466 131.021536
- L 321.66936 131.021536
- L 321.063991 130.416167
- L 320.458623 130.416167
- L 320.004596 130.870194
- L 320.004596 131.475562
- L 319.853254 131.626905
- L 318.339832 131.626905
- L 318.037148 131.32422
- L 314.707621 131.32422
- L 314.404936 131.021536
- L 313.496884 131.021536
- L 313.194199 130.718852
- L 310.47004 130.718852
- L 310.167356 130.416167
- L 308.35125 130.416167
- L 308.199908 130.264825
- L 308.199908 129.659457
- L 307.897224 129.356772
- L 307.897224 127.843351
- L 307.59454 127.540666
- L 307.59454 126.935298
- L 307.140513 126.481271
- L 306.837829 126.481271
- L 306.535144 126.178587
- L 306.23246 126.178587
- L 306.081118 126.027245
- L 306.081118 125.724561
- L 305.475749 125.119192
- L 305.475749 123.908455
- L 305.173065 123.60577
- L 305.173065 122.697718
- L 305.475749 122.395033
- L 305.475749 121.789665
- L 305.778434 121.48698
- L 305.778434 120.578927
- L 306.081118 120.276243
- L 306.081118 119.670874
- L 306.383802 119.36819
- L 306.383802 119.065506
- L 306.686487 118.762822
- L 306.686487 118.460137
- L 306.989171 118.157453
- L 306.989171 117.854769
- L 307.291855 117.552084
- L 307.291855 117.2494
- L 307.59454 116.946716
- L 307.59454 116.341347
- L 307.897224 116.038663
- L 307.897224 115.735978
- L 308.199908 115.433294
- L 308.199908 115.13061
- L 309.107961 114.222557
- L 309.107961 113.919873
- L 309.71333 113.314504
- L 309.71333 113.01182
- L 311.075409 111.64974
- L 311.378093 111.64974
- L 311.983462 111.044372
- L 312.286146 111.044372
- L 312.588831 110.741687
- L 312.891515 110.741687
- L 313.194199 110.439003
- L 313.496884 110.439003
- L 313.799568 110.136319
- L 314.707621 110.136319
- L 315.010305 109.833634
- L 315.615674 109.833634
- L 315.918358 109.53095
- L 317.129095 109.53095
- L 317.734464 108.925582
- L 317.734464 108.925582
- " style="fill:none;stroke:#000000;stroke-width:0.5;"/>
- </g>
- <g id="text_41">
- <!-- C6 [noise]: Tot. var. expl. 3.1% -->
- <g style="fill:#ff0000;" transform="translate(302.751591 101.167729)scale(0.07 -0.07)">
- <use xlink:href="#DejaVuSans-43"/>
- <use x="69.824219" xlink:href="#DejaVuSans-36"/>
- <use x="133.447266" xlink:href="#DejaVuSans-20"/>
- <use x="165.234375" xlink:href="#DejaVuSans-5b"/>
- <use x="204.248047" xlink:href="#DejaVuSans-6e"/>
- <use x="267.626953" xlink:href="#DejaVuSans-6f"/>
- <use x="328.808594" xlink:href="#DejaVuSans-69"/>
- <use x="356.591797" xlink:href="#DejaVuSans-73"/>
- <use x="408.691406" xlink:href="#DejaVuSans-65"/>
- <use x="470.214844" xlink:href="#DejaVuSans-5d"/>
- <use x="509.228516" xlink:href="#DejaVuSans-3a"/>
- <use x="542.919922" xlink:href="#DejaVuSans-20"/>
- <use x="574.707031" xlink:href="#DejaVuSans-54"/>
- <use x="635.525391" xlink:href="#DejaVuSans-6f"/>
- <use x="696.707031" xlink:href="#DejaVuSans-74"/>
- <use x="735.916016" xlink:href="#DejaVuSans-2e"/>
- <use x="767.703125" xlink:href="#DejaVuSans-20"/>
- <use x="799.490234" xlink:href="#DejaVuSans-76"/>
- <use x="858.669922" xlink:href="#DejaVuSans-61"/>
- <use x="919.949219" xlink:href="#DejaVuSans-72"/>
- <use x="960.921875" xlink:href="#DejaVuSans-2e"/>
- <use x="992.708984" xlink:href="#DejaVuSans-20"/>
- <use x="1024.496094" xlink:href="#DejaVuSans-65"/>
- <use x="1086.003906" xlink:href="#DejaVuSans-78"/>
- <use x="1145.183594" xlink:href="#DejaVuSans-70"/>
- <use x="1208.660156" xlink:href="#DejaVuSans-6c"/>
- <use x="1236.443359" xlink:href="#DejaVuSans-2e"/>
- <use x="1268.230469" xlink:href="#DejaVuSans-20"/>
- <use x="1300.017578" xlink:href="#DejaVuSans-33"/>
- <use x="1363.640625" xlink:href="#DejaVuSans-2e"/>
- <use x="1395.427734" xlink:href="#DejaVuSans-31"/>
- <use x="1459.050781" xlink:href="#DejaVuSans-25"/>
- </g>
- </g>
- </g>
- <g id="axes_27">
- <g clip-path="url(#pa0244aad6e)">
- <image height="33.12" id="image3ee149773f" transform="scale(1 -1)translate(0 -33.12)" width="33.12" x="346.009274" xlink:href="data:image/png;base64,
- 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" y="-103.955222"/>
- </g>
- <g id="LineCollection_17">
- <path clip-path="url(#pa0244aad6e)" d="M 358.517454 106.620524
- L 360.330234 106.620524
- L 360.69279 106.98308
- L 361.055345 106.620524
- L 361.417901 106.620524
- L 361.780457 106.98308
- L 362.143013 106.98308
- L 362.505569 107.345636
- L 365.406017 107.345636
- L 365.768573 107.708192
- L 366.131128 107.708192
- L 366.493684 108.070748
- L 366.85624 108.070748
- L 367.218796 108.433304
- L 367.581352 108.433304
- L 367.943908 108.79586
- L 368.306464 108.79586
- L 368.66902 109.158416
- L 369.031576 109.158416
- L 370.844356 110.971195
- L 371.206911 110.971195
- L 373.563525 113.327809
- L 373.563525 113.690365
- L 374.288637 114.415477
- L 374.288637 114.778033
- L 375.013749 115.503144
- L 375.013749 116.228256
- L 375.376305 116.590812
- L 375.376305 119.128704
- L 375.738861 119.49126
- L 375.738861 119.853815
- L 376.101417 120.216371
- L 376.101417 123.841931
- L 375.738861 124.204487
- L 375.738861 124.567043
- L 375.376305 124.929598
- L 375.376305 125.65471
- L 375.013749 126.017266
- L 375.013749 126.379822
- L 374.651193 126.742378
- L 374.651193 127.104934
- L 373.926081 127.830046
- L 373.926081 128.555158
- L 373.563525 128.917714
- L 373.563525 130.005381
- L 373.200969 130.367937
- L 373.200969 130.730493
- L 372.657135 131.274327
- L 372.294579 131.274327
- L 372.113301 131.455605
- L 372.113301 132.180717
- L 371.932023 132.361995
- L 370.844356 132.361995
- L 370.4818 132.724551
- L 370.119244 132.724551
- L 369.756688 133.087107
- L 366.493684 133.087107
- L 366.131128 133.449663
- L 364.680905 133.449663
- L 364.318349 133.812219
- L 359.967678 133.812219
- L 359.605122 133.449663
- L 356.342118 133.449663
- L 355.617007 132.724551
- L 354.166783 132.724551
- L 353.441671 131.999439
- L 353.079115 131.999439
- L 351.085057 130.005381
- L 351.085057 128.917714
- L 350.722502 128.555158
- L 350.722502 126.742378
- L 349.634834 125.65471
- L 349.634834 125.292154
- L 349.272278 124.929598
- L 349.272278 124.204487
- L 348.909722 123.841931
- L 348.909722 119.853815
- L 349.272278 119.49126
- L 349.272278 118.403592
- L 349.634834 118.041036
- L 349.634834 116.228256
- L 349.99739 115.8657
- L 349.99739 115.503144
- L 350.722502 114.778033
- L 350.722502 114.415477
- L 351.447613 113.690365
- L 351.447613 113.327809
- L 351.810169 112.965253
- L 351.810169 112.602697
- L 352.354003 112.058863
- L 352.716559 112.058863
- L 356.342118 108.433304
- L 356.704674 108.433304
- L 357.06723 108.070748
- L 357.429786 108.070748
- L 357.97362 107.526914
- L 357.97362 107.164358
- L 358.517454 106.620524
- L 358.517454 106.620524
- " style="fill:none;stroke:#000000;stroke-width:0.5;"/>
- </g>
- </g>
- <g id="axes_28">
- <g clip-path="url(#p239662ca2a)">
- <image height="39.6" id="image7ff7b0ed35" transform="scale(1 -1)translate(0 -39.6)" width="33.12" x="389.266958" xlink:href="data:image/png;base64,
- 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" y="-100.738225"/>
- </g>
- <g id="LineCollection_18">
- <path clip-path="url(#p239662ca2a)" d="M 405.400697 102.632409
- L 407.576033 102.632409
- L 407.938589 102.994965
- L 408.6637 102.994965
- L 409.026256 103.357521
- L 410.47648 103.357521
- L 410.839036 103.720077
- L 411.564148 103.720077
- L 411.926704 104.082633
- L 412.28926 104.082633
- L 414.645873 106.439246
- L 414.645873 106.801802
- L 415.370985 107.526914
- L 415.370985 107.88947
- L 416.096097 108.614582
- L 416.096097 108.977138
- L 416.458653 109.339694
- L 416.458653 109.70225
- L 416.821209 110.064805
- L 416.821209 110.789917
- L 417.183765 111.152473
- L 417.183765 111.877585
- L 417.546321 112.240141
- L 417.546321 112.965253
- L 417.908877 113.327809
- L 417.908877 114.052921
- L 418.271433 114.415477
- L 418.271433 115.140588
- L 418.633988 115.503144
- L 418.633988 116.590812
- L 418.996544 116.953368
- L 418.996544 118.041036
- L 419.3591 118.403592
- L 419.3591 124.567043
- L 418.996544 124.929598
- L 418.996544 126.017266
- L 418.633988 126.379822
- L 418.633988 127.104934
- L 418.271433 127.46749
- L 418.271433 128.192602
- L 417.908877 128.555158
- L 417.908877 128.917714
- L 417.183765 129.642826
- L 417.183765 130.005381
- L 416.821209 130.367937
- L 416.821209 130.730493
- L 415.370985 132.180717
- L 415.370985 132.543273
- L 414.283317 133.630941
- L 414.283317 133.993497
- L 413.376928 134.899887
- L 413.014372 134.899887
- L 412.651816 135.262442
- L 412.28926 135.262442
- L 411.926704 135.624998
- L 411.564148 135.624998
- L 411.201592 135.987554
- L 410.839036 135.987554
- L 410.47648 136.35011
- L 410.113924 136.35011
- L 409.751368 136.712666
- L 406.125809 136.712666
- L 405.763253 137.075222
- L 403.950473 137.075222
- L 403.587917 137.437778
- L 402.50025 137.437778
- L 402.137694 137.075222
- L 401.412582 137.075222
- L 401.050026 136.712666
- L 400.68747 136.712666
- L 399.962358 135.987554
- L 399.599802 135.987554
- L 398.149579 134.537331
- L 397.787023 134.537331
- L 394.705297 131.455605
- L 394.705297 131.093049
- L 394.342741 130.730493
- L 394.342741 130.367937
- L 393.980185 130.005381
- L 393.980185 129.642826
- L 393.255073 128.917714
- L 393.255073 128.192602
- L 392.892518 127.830046
- L 392.892518 126.742378
- L 392.529962 126.379822
- L 392.529962 125.292154
- L 392.167406 124.929598
- L 392.167406 124.204487
- L 392.529962 123.841931
- L 392.529962 123.479375
- L 392.167406 123.116819
- L 392.167406 119.49126
- L 392.529962 119.128704
- L 392.529962 118.403592
- L 392.892518 118.041036
- L 392.892518 117.67848
- L 393.255073 117.315924
- L 393.255073 115.503144
- L 393.617629 115.140588
- L 393.617629 114.052921
- L 393.980185 113.690365
- L 393.980185 112.965253
- L 394.342741 112.602697
- L 394.342741 112.240141
- L 394.705297 111.877585
- L 394.705297 110.427361
- L 395.067853 110.064805
- L 395.067853 109.70225
- L 395.792965 108.977138
- L 395.792965 108.614582
- L 396.155521 108.252026
- L 396.155521 107.88947
- L 399.599802 104.445189
- L 399.962358 104.445189
- L 400.324914 104.082633
- L 400.68747 104.082633
- L 401.050026 103.720077
- L 401.775138 103.720077
- L 402.137694 103.357521
- L 404.313029 103.357521
- L 404.675585 102.994965
- L 405.038141 102.994965
- L 405.400697 102.632409
- L 405.400697 102.632409
- " style="fill:none;stroke:#000000;stroke-width:0.5;"/>
- </g>
- </g>
- <g id="axes_29">
- <g id="patch_12">
- <path d="M 432.524642 117.370217
- L 564.495 117.370217
- L 564.495 100.760423
- L 432.524642 100.760423
- z
- " style="fill:none;"/>
- </g>
- <g id="matplotlib.axis_11">
- <g id="xtick_36">
- <g id="text_42">
- <!-- 0 -->
- <g style="fill:#ff0000;" transform="translate(430.615892 125.42928)scale(0.06 -0.06)">
- <use xlink:href="#DejaVuSans-30"/>
- </g>
- </g>
- </g>
- <g id="xtick_37">
- <g id="text_43">
- <!-- 200 -->
- <g style="fill:#ff0000;" transform="translate(488.179954 125.42928)scale(0.06 -0.06)">
- <use xlink:href="#DejaVuSans-32"/>
- <use x="63.623047" xlink:href="#DejaVuSans-30"/>
- <use x="127.246094" xlink:href="#DejaVuSans-30"/>
- </g>
- </g>
- </g>
- <g id="xtick_38">
- <g id="text_44">
- <!-- 400 -->
- <g style="fill:#ff0000;" transform="translate(549.561516 125.42928)scale(0.06 -0.06)">
- <use xlink:href="#DejaVuSans-34"/>
- <use x="63.623047" xlink:href="#DejaVuSans-30"/>
- <use x="127.246094" xlink:href="#DejaVuSans-30"/>
- </g>
- </g>
- </g>
- </g>
- <g id="line2d_11">
- <path clip-path="url(#pd0c9959fcf)" d="M 432.524642 114.265698
- L 433.291912 113.035827
- L 434.059181 112.540947
- L 434.826451 113.995429
- L 435.59372 113.041331
- L 436.36099 113.587099
- L 437.128259 114.743058
- L 437.895529 112.75272
- L 438.662798 111.577168
- L 439.430068 111.265064
- L 440.197337 113.423891
- L 440.964607 113.359266
- L 441.731876 114.796958
- L 442.499146 115.149903
- L 443.266415 114.702993
- L 444.033685 113.029776
- L 444.800954 116.615226
- L 445.568224 113.667127
- L 446.335493 114.772413
- L 447.102763 115.541814
- L 447.870033 114.200513
- L 448.637302 113.096899
- L 449.404572 114.202422
- L 450.171841 111.457783
- L 450.939111 113.878343
- L 451.70638 113.029051
- L 452.47365 110.819536
- L 453.240919 110.801334
- L 454.775458 109.59581
- L 455.542728 111.276937
- L 456.309997 111.179164
- L 457.077267 109.551178
- L 457.844536 109.949949
- L 459.379075 112.059056
- L 460.146345 112.745117
- L 460.913614 113.154394
- L 461.680884 112.609875
- L 462.448153 110.812429
- L 463.215423 111.242965
- L 463.982693 111.124646
- L 465.517232 113.82214
- L 466.284501 112.306875
- L 467.051771 112.892168
- L 468.58631 108.754031
- L 469.353579 110.797915
- L 470.120849 109.421894
- L 470.888118 107.775006
- L 471.655388 110.826953
- L 472.422657 109.523293
- L 473.189927 108.893174
- L 473.957196 107.575056
- L 474.724466 107.392742
- L 475.491735 108.097877
- L 476.259005 105.673425
- L 477.026274 107.360459
- L 478.560813 109.575221
- L 479.328083 109.795178
- L 480.095352 109.101807
- L 480.862622 109.033486
- L 481.629892 109.760866
- L 482.397161 110.279778
- L 483.9317 109.910787
- L 484.69897 109.231257
- L 485.466239 109.665538
- L 486.233509 107.643564
- L 487.000778 105.98349
- L 487.768048 107.758514
- L 488.535317 107.440076
- L 489.302587 105.126219
- L 490.069856 104.945437
- L 490.837126 105.648011
- L 491.604395 104.4413
- L 492.371665 103.863587
- L 493.138934 106.338697
- L 493.906204 106.284718
- L 494.673473 106.030911
- L 495.440743 105.288641
- L 496.208012 106.516083
- L 496.975282 107.022102
- L 497.742552 106.454912
- L 498.509821 106.393995
- L 499.277091 104.113443
- L 500.04436 105.177987
- L 500.81163 105.733976
- L 501.578899 106.143596
- L 502.346169 109.713356
- L 503.113438 106.877689
- L 503.880708 105.603531
- L 504.647977 107.533601
- L 505.415247 105.036465
- L 506.949786 103.643863
- L 507.717055 103.686912
- L 508.484325 101.515413
- L 509.251594 103.305452
- L 510.018864 103.290602
- L 510.786133 105.347117
- L 511.553403 103.079508
- L 512.320672 101.888528
- L 513.087942 102.113666
- L 514.622481 106.250148
- L 515.389751 105.996057
- L 516.15702 105.58687
- L 516.92429 106.061988
- L 517.691559 104.885496
- L 518.458829 103.45593
- L 519.226098 105.701534
- L 519.993368 104.863292
- L 520.760637 105.542405
- L 521.527907 105.096684
- L 522.295176 106.056558
- L 523.062446 106.263451
- L 523.829715 102.423594
- L 524.596985 102.486819
- L 525.364254 103.482152
- L 526.131524 105.786246
- L 527.666063 101.875889
- L 528.433332 104.806903
- L 529.200602 104.22912
- L 529.967871 103.10354
- L 530.735141 104.067241
- L 531.502411 103.640827
- L 532.26968 103.379955
- L 533.03695 104.117458
- L 533.804219 102.384117
- L 534.571489 106.295495
- L 535.338758 106.00552
- L 536.106028 105.203559
- L 536.873297 105.088842
- L 537.640567 106.479703
- L 538.407836 108.687435
- L 539.175106 106.317468
- L 539.942375 107.820631
- L 540.709645 106.506699
- L 541.476914 105.762127
- L 542.244184 108.569253
- L 543.011453 106.016847
- L 543.778723 107.44983
- L 544.545992 107.116257
- L 545.313262 106.016483
- L 546.080531 105.85022
- L 546.847801 108.987178
- L 547.61507 107.505175
- L 548.38234 108.338782
- L 549.14961 107.149381
- L 549.916879 107.647087
- L 550.684149 108.662607
- L 551.451418 107.458228
- L 552.218688 109.53994
- L 552.985957 110.012428
- L 553.753227 104.860335
- L 554.520496 106.763103
- L 555.287766 106.506766
- L 556.055035 109.762637
- L 556.822305 109.747107
- L 557.589574 107.484884
- L 558.356844 110.288747
- L 559.124113 110.599099
- L 559.891383 109.400787
- L 560.658652 110.432168
- L 561.425922 111.225092
- L 562.193191 110.280435
- L 562.960461 110.956862
- L 563.72773 111.985261
- L 563.72773 111.985261
- " style="fill:none;stroke:#ff0000;stroke-linecap:round;"/>
- </g>
- </g>
- <g id="axes_30">
- <g id="patch_13">
- <path d="M 432.524642 140.397432
- L 564.495 140.397432
- L 564.495 125.297619
- L 432.524642 125.297619
- z
- " style="fill:none;"/>
- </g>
- <g id="matplotlib.axis_12">
- <g id="xtick_39">
- <g id="text_45">
- <!-- 0.05 -->
- <g style="fill:#ff0000;" transform="translate(457.6731 148.456495)scale(0.06 -0.06)">
- <use xlink:href="#DejaVuSans-30"/>
- <use x="63.623047" xlink:href="#DejaVuSans-2e"/>
- <use x="95.410156" xlink:href="#DejaVuSans-30"/>
- <use x="159.033203" xlink:href="#DejaVuSans-35"/>
- </g>
- </g>
- </g>
- <g id="xtick_40">
- <g id="text_46">
- <!-- 0.10 -->
- <g style="fill:#ff0000;" transform="translate(491.053837 148.456495)scale(0.06 -0.06)">
- <use xlink:href="#DejaVuSans-30"/>
- <use x="63.623047" xlink:href="#DejaVuSans-2e"/>
- <use x="95.410156" xlink:href="#DejaVuSans-31"/>
- <use x="159.033203" xlink:href="#DejaVuSans-30"/>
- </g>
- </g>
- </g>
- <g id="xtick_41">
- <g id="text_47">
- <!-- 0.15 -->
- <g style="fill:#ff0000;" transform="translate(524.434575 148.456495)scale(0.06 -0.06)">
- <use xlink:href="#DejaVuSans-30"/>
- <use x="63.623047" xlink:href="#DejaVuSans-2e"/>
- <use x="95.410156" xlink:href="#DejaVuSans-31"/>
- <use x="159.033203" xlink:href="#DejaVuSans-35"/>
- </g>
- </g>
- </g>
- <g id="xtick_42">
- <g id="text_48">
- <!-- 0.20 -->
- <g style="fill:#ff0000;" transform="translate(557.815312 148.456495)scale(0.06 -0.06)">
- <use xlink:href="#DejaVuSans-30"/>
- <use x="63.623047" xlink:href="#DejaVuSans-2e"/>
- <use x="95.410156" xlink:href="#DejaVuSans-32"/>
- <use x="159.033203" xlink:href="#DejaVuSans-30"/>
- </g>
- </g>
- </g>
- </g>
- <g id="line2d_12">
- <path clip-path="url(#p573581e9bc)" d="M 432.524642 125.983974
- L 434.077235 139.296335
- L 435.629827 139.596069
- L 437.182419 139.581164
- L 438.735012 139.533958
- L 440.287604 139.641607
- L 441.840197 139.000532
- L 443.392789 139.427746
- L 444.945382 139.690238
- L 446.497974 139.682041
- L 448.050567 139.655304
- L 449.603159 139.653314
- L 451.155751 139.699159
- L 452.708344 139.692174
- L 454.260936 139.661571
- L 455.813529 139.708736
- L 457.366121 139.662093
- L 458.918714 139.682228
- L 460.471306 139.674853
- L 462.023899 139.708808
- L 463.576491 139.638376
- L 465.129083 139.625493
- L 466.681676 139.696268
- L 468.234268 139.69053
- L 469.786861 139.673702
- L 471.339453 139.689192
- L 472.892046 139.703888
- L 474.444638 139.684198
- L 475.997231 139.598287
- L 477.549823 139.697436
- L 479.102415 139.665817
- L 480.655008 139.629655
- L 482.2076 139.707461
- L 483.760193 139.691687
- L 485.312785 139.706916
- L 486.865378 139.708605
- L 488.41797 139.709664
- L 489.970563 139.700642
- L 491.523155 139.692988
- L 493.075747 139.707332
- L 494.62834 139.692911
- L 496.180932 139.685798
- L 497.733525 139.694262
- L 499.286117 139.633039
- L 500.83871 139.639438
- L 502.391302 139.710793
- L 503.943895 139.694133
- L 505.496487 139.709778
- L 507.049079 139.630539
- L 508.601672 139.704583
- L 510.154264 139.709304
- L 511.706857 139.703203
- L 513.259449 139.703518
- L 514.812042 139.698314
- L 516.364634 139.695714
- L 517.917227 139.683283
- L 519.469819 139.667302
- L 521.022412 139.689709
- L 522.575004 139.707802
- L 524.127596 139.675067
- L 525.680189 139.70336
- L 527.232781 139.711077
- L 528.785374 139.701913
- L 530.337966 139.661221
- L 531.890559 139.632783
- L 533.443151 139.665395
- L 534.995744 139.674833
- L 536.548336 139.708976
- L 538.100928 139.697845
- L 539.653521 139.702441
- L 541.206113 139.696538
- L 542.758706 139.710934
- L 544.311298 139.692206
- L 545.863891 139.704705
- L 547.416483 139.695345
- L 548.969076 139.700674
- L 550.521668 139.702398
- L 552.07426 139.693877
- L 553.626853 139.707017
- L 555.179445 139.709623
- L 556.732038 139.706183
- L 558.28463 139.701824
- L 559.837223 139.706811
- L 561.389815 139.677607
- L 562.942408 139.703518
- L 564.495 139.709853
- " style="fill:none;stroke:#ff0000;stroke-linecap:round;"/>
- </g>
- </g>
- <g id="axes_31">
- <g clip-path="url(#p14f1991cf9)">
- <image height="27.6" id="image71fa9ba280" transform="scale(1 -1)translate(0 -27.6)" width="33.12" x="20.445" xlink:href="data:image/png;base64,
- 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" y="-154.315475"/>
- </g>
- <g id="LineCollection_19">
- <path clip-path="url(#p14f1991cf9)" d="M 35.427873 156.489993
- L 36.033242 156.489993
- L 36.335926 156.792677
- L 40.270822 156.792677
- L 40.422164 156.944019
- L 40.422164 157.246704
- L 41.481559 158.306099
- L 41.784244 158.306099
- L 42.086928 158.608783
- L 42.389612 158.608783
- L 42.692297 158.911467
- L 42.994981 158.911467
- L 43.600349 159.516836
- L 43.903034 159.516836
- L 44.508402 160.122204
- L 45.113771 160.122204
- L 45.416455 160.424889
- L 45.71914 160.424889
- L 46.021824 160.727573
- L 46.324508 160.727573
- L 46.929877 161.332942
- L 47.232561 161.332942
- L 47.83793 161.93831
- L 48.140614 161.93831
- L 48.897325 162.695021
- L 48.897325 162.997705
- L 49.502693 163.603074
- L 49.502693 163.905758
- L 50.713431 165.116495
- L 50.713431 165.41918
- L 51.016115 165.721864
- L 51.016115 166.024548
- L 51.318799 166.327233
- L 51.318799 166.629917
- L 51.621484 166.932601
- L 51.621484 167.53797
- L 51.924168 167.840654
- L 51.924168 169.65676
- L 51.621484 169.959444
- L 51.621484 170.262129
- L 51.318799 170.564813
- L 51.318799 170.867497
- L 51.016115 171.170182
- L 51.016115 172.078235
- L 50.713431 172.380919
- L 50.713431 172.986287
- L 49.95672 173.742998
- L 49.654036 173.742998
- L 49.351351 174.045683
- L 49.048667 173.742998
- L 46.627193 173.742998
- L 46.324508 174.045683
- L 45.71914 174.045683
- L 45.416455 174.348367
- L 45.113771 174.348367
- L 44.35706 175.105078
- L 44.35706 175.710446
- L 44.054376 176.013131
- L 44.054376 176.315815
- L 43.751692 176.618499
- L 43.751692 176.921183
- L 43.600349 177.072526
- L 43.297665 177.072526
- L 42.994981 177.37521
- L 42.692297 177.37521
- L 41.784244 178.283263
- L 41.481559 178.283263
- L 41.178875 178.585947
- L 39.362769 178.585947
- L 38.757401 177.980579
- L 38.152032 177.980579
- L 37.698006 178.434605
- L 37.698006 179.039974
- L 37.546663 179.191316
- L 36.033242 179.191316
- L 35.730558 178.888631
- L 32.40103 178.888631
- L 32.098346 178.585947
- L 31.190293 178.585947
- L 30.887609 178.283263
- L 28.16345 178.283263
- L 27.860766 177.980579
- L 26.04466 177.980579
- L 25.893318 177.829236
- L 25.893318 177.223868
- L 25.590633 176.921183
- L 25.590633 175.407762
- L 25.287949 175.105078
- L 25.287949 174.499709
- L 24.833922 174.045683
- L 24.531238 174.045683
- L 24.228554 173.742998
- L 23.92587 173.742998
- L 23.774527 173.591656
- L 23.774527 173.288972
- L 23.169159 172.683603
- L 23.169159 171.472866
- L 22.866474 171.170182
- L 22.866474 170.262129
- L 23.169159 169.959444
- L 23.169159 169.354076
- L 23.471843 169.051391
- L 23.471843 168.143339
- L 23.774527 167.840654
- L 23.774527 167.235286
- L 24.077212 166.932601
- L 24.077212 166.629917
- L 24.379896 166.327233
- L 24.379896 166.024548
- L 24.68258 165.721864
- L 24.68258 165.41918
- L 24.985265 165.116495
- L 24.985265 164.813811
- L 25.287949 164.511127
- L 25.287949 163.905758
- L 25.590633 163.603074
- L 25.590633 163.30039
- L 25.893318 162.997705
- L 25.893318 162.695021
- L 26.80137 161.786968
- L 26.80137 161.484284
- L 27.406739 160.878915
- L 27.406739 160.576231
- L 28.768818 159.214152
- L 29.071503 159.214152
- L 29.676871 158.608783
- L 29.979556 158.608783
- L 30.28224 158.306099
- L 30.584924 158.306099
- L 30.887609 158.003414
- L 31.190293 158.003414
- L 31.492977 157.70073
- L 32.40103 157.70073
- L 32.703714 157.398046
- L 33.309083 157.398046
- L 33.611767 157.095361
- L 34.822505 157.095361
- L 35.427873 156.489993
- L 35.427873 156.489993
- " style="fill:none;stroke:#000000;stroke-width:0.5;"/>
- </g>
- <g id="text_49">
- <!-- C7 [noise]: Tot. var. expl. 2.9% -->
- <g style="fill:#ff0000;" transform="translate(20.445 148.73214)scale(0.07 -0.07)">
- <use xlink:href="#DejaVuSans-43"/>
- <use x="69.824219" xlink:href="#DejaVuSans-37"/>
- <use x="133.447266" xlink:href="#DejaVuSans-20"/>
- <use x="165.234375" xlink:href="#DejaVuSans-5b"/>
- <use x="204.248047" xlink:href="#DejaVuSans-6e"/>
- <use x="267.626953" xlink:href="#DejaVuSans-6f"/>
- <use x="328.808594" xlink:href="#DejaVuSans-69"/>
- <use x="356.591797" xlink:href="#DejaVuSans-73"/>
- <use x="408.691406" xlink:href="#DejaVuSans-65"/>
- <use x="470.214844" xlink:href="#DejaVuSans-5d"/>
- <use x="509.228516" xlink:href="#DejaVuSans-3a"/>
- <use x="542.919922" xlink:href="#DejaVuSans-20"/>
- <use x="574.707031" xlink:href="#DejaVuSans-54"/>
- <use x="635.525391" xlink:href="#DejaVuSans-6f"/>
- <use x="696.707031" xlink:href="#DejaVuSans-74"/>
- <use x="735.916016" xlink:href="#DejaVuSans-2e"/>
- <use x="767.703125" xlink:href="#DejaVuSans-20"/>
- <use x="799.490234" xlink:href="#DejaVuSans-76"/>
- <use x="858.669922" xlink:href="#DejaVuSans-61"/>
- <use x="919.949219" xlink:href="#DejaVuSans-72"/>
- <use x="960.921875" xlink:href="#DejaVuSans-2e"/>
- <use x="992.708984" xlink:href="#DejaVuSans-20"/>
- <use x="1024.496094" xlink:href="#DejaVuSans-65"/>
- <use x="1086.003906" xlink:href="#DejaVuSans-78"/>
- <use x="1145.183594" xlink:href="#DejaVuSans-70"/>
- <use x="1208.660156" xlink:href="#DejaVuSans-6c"/>
- <use x="1236.443359" xlink:href="#DejaVuSans-2e"/>
- <use x="1268.230469" xlink:href="#DejaVuSans-20"/>
- <use x="1300.017578" xlink:href="#DejaVuSans-32"/>
- <use x="1363.640625" xlink:href="#DejaVuSans-2e"/>
- <use x="1395.427734" xlink:href="#DejaVuSans-39"/>
- <use x="1459.050781" xlink:href="#DejaVuSans-25"/>
- </g>
- </g>
- </g>
- <g id="axes_32">
- <g clip-path="url(#p4cd5f7b3a9)">
- <image height="33.12" id="imageec21a1b1ba" transform="scale(1 -1)translate(0 -33.12)" width="33.12" x="63.702684" xlink:href="data:image/png;base64,
- 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" y="-151.519633"/>
- </g>
- <g id="LineCollection_20">
- <path clip-path="url(#p4cd5f7b3a9)" d="M 76.210863 154.184935
- L 78.023643 154.184935
- L 78.386199 154.547491
- L 78.748755 154.184935
- L 79.111311 154.184935
- L 79.473867 154.547491
- L 79.836423 154.547491
- L 80.198979 154.910047
- L 83.099426 154.910047
- L 83.461982 155.272603
- L 83.824538 155.272603
- L 84.187094 155.635159
- L 84.54965 155.635159
- L 84.912206 155.997715
- L 85.274762 155.997715
- L 85.637317 156.360271
- L 85.999873 156.360271
- L 86.362429 156.722827
- L 86.724985 156.722827
- L 88.537765 158.535606
- L 88.900321 158.535606
- L 91.256934 160.89222
- L 91.256934 161.254776
- L 91.982046 161.979888
- L 91.982046 162.342444
- L 92.707158 163.067556
- L 92.707158 163.792667
- L 93.069714 164.155223
- L 93.069714 166.693115
- L 93.43227 167.055671
- L 93.43227 167.418227
- L 93.794826 167.780783
- L 93.794826 171.406342
- L 93.43227 171.768898
- L 93.43227 172.131454
- L 93.069714 172.49401
- L 93.069714 173.219122
- L 92.707158 173.581677
- L 92.707158 173.944233
- L 92.344602 174.306789
- L 92.344602 174.669345
- L 91.61949 175.394457
- L 91.61949 176.119569
- L 91.256934 176.482125
- L 91.256934 177.569793
- L 90.894378 177.932349
- L 90.894378 178.294905
- L 90.350545 178.838738
- L 89.987989 178.838738
- L 89.806711 179.020016
- L 89.806711 179.745128
- L 89.625433 179.926406
- L 88.537765 179.926406
- L 88.175209 180.288962
- L 87.812653 180.288962
- L 87.450097 180.651518
- L 84.187094 180.651518
- L 83.824538 181.014074
- L 82.374314 181.014074
- L 82.011758 181.37663
- L 77.661087 181.37663
- L 77.298531 181.014074
- L 74.035528 181.014074
- L 73.310416 180.288962
- L 71.860192 180.288962
- L 71.13508 179.56385
- L 70.772524 179.56385
- L 68.778467 177.569793
- L 68.778467 176.482125
- L 68.415911 176.119569
- L 68.415911 174.306789
- L 67.328243 173.219122
- L 67.328243 172.856566
- L 66.965687 172.49401
- L 66.965687 171.768898
- L 66.603131 171.406342
- L 66.603131 167.418227
- L 66.965687 167.055671
- L 66.965687 165.968003
- L 67.328243 165.605447
- L 67.328243 163.792667
- L 67.690799 163.430112
- L 67.690799 163.067556
- L 68.415911 162.342444
- L 68.415911 161.979888
- L 69.141023 161.254776
- L 69.141023 160.89222
- L 69.503579 160.529664
- L 69.503579 160.167108
- L 70.047413 159.623274
- L 70.409968 159.623274
- L 74.035528 155.997715
- L 74.398084 155.997715
- L 74.76064 155.635159
- L 75.123196 155.635159
- L 75.667029 155.091325
- L 75.667029 154.728769
- L 76.210863 154.184935
- L 76.210863 154.184935
- " style="fill:none;stroke:#000000;stroke-width:0.5;"/>
- </g>
- </g>
- <g id="axes_33">
- <g clip-path="url(#pc9bb9b723c)">
- <image height="39.6" id="image4090b45ff3" transform="scale(1 -1)translate(0 -39.6)" width="33.12" x="106.960368" xlink:href="data:image/png;base64,
- 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" y="-148.302637"/>
- </g>
- <g id="LineCollection_21">
- <path clip-path="url(#pc9bb9b723c)" d="M 123.094106 150.19682
- L 125.269442 150.19682
- L 125.631998 150.559376
- L 126.35711 150.559376
- L 126.719666 150.921932
- L 128.169889 150.921932
- L 128.532445 151.284488
- L 129.257557 151.284488
- L 129.620113 151.647044
- L 129.982669 151.647044
- L 132.339283 154.003657
- L 132.339283 154.366213
- L 133.064394 155.091325
- L 133.064394 155.453881
- L 133.789506 156.178993
- L 133.789506 156.541549
- L 134.152062 156.904105
- L 134.152062 157.266661
- L 134.514618 157.629217
- L 134.514618 158.354329
- L 134.877174 158.716884
- L 134.877174 159.441996
- L 135.23973 159.804552
- L 135.23973 160.529664
- L 135.602286 160.89222
- L 135.602286 161.617332
- L 135.964842 161.979888
- L 135.964842 162.705
- L 136.327398 163.067556
- L 136.327398 164.155223
- L 136.689954 164.517779
- L 136.689954 165.605447
- L 137.05251 165.968003
- L 137.05251 172.131454
- L 136.689954 172.49401
- L 136.689954 173.581677
- L 136.327398 173.944233
- L 136.327398 174.669345
- L 135.964842 175.031901
- L 135.964842 175.757013
- L 135.602286 176.119569
- L 135.602286 176.482125
- L 134.877174 177.207237
- L 134.877174 177.569793
- L 134.514618 177.932349
- L 134.514618 178.294905
- L 133.064394 179.745128
- L 133.064394 180.107684
- L 131.976727 181.195352
- L 131.976727 181.557908
- L 131.070337 182.464298
- L 130.707781 182.464298
- L 130.345225 182.826854
- L 129.982669 182.826854
- L 129.620113 183.18941
- L 129.257557 183.18941
- L 128.895001 183.551966
- L 128.532445 183.551966
- L 128.169889 183.914521
- L 127.807334 183.914521
- L 127.444778 184.277077
- L 123.819218 184.277077
- L 123.456662 184.639633
- L 121.643883 184.639633
- L 121.281327 185.002189
- L 120.193659 185.002189
- L 119.831103 184.639633
- L 119.105991 184.639633
- L 118.743435 184.277077
- L 118.380879 184.277077
- L 117.655768 183.551966
- L 117.293212 183.551966
- L 115.842988 182.101742
- L 115.480432 182.101742
- L 112.398707 179.020016
- L 112.398707 178.65746
- L 112.036151 178.294905
- L 112.036151 177.932349
- L 111.673595 177.569793
- L 111.673595 177.207237
- L 110.948483 176.482125
- L 110.948483 175.757013
- L 110.585927 175.394457
- L 110.585927 174.306789
- L 110.223371 173.944233
- L 110.223371 172.856566
- L 109.860815 172.49401
- L 109.860815 171.768898
- L 110.223371 171.406342
- L 110.223371 171.043786
- L 109.860815 170.68123
- L 109.860815 167.055671
- L 110.223371 166.693115
- L 110.223371 165.968003
- L 110.585927 165.605447
- L 110.585927 165.242891
- L 110.948483 164.880335
- L 110.948483 163.067556
- L 111.311039 162.705
- L 111.311039 161.617332
- L 111.673595 161.254776
- L 111.673595 160.529664
- L 112.036151 160.167108
- L 112.036151 159.804552
- L 112.398707 159.441996
- L 112.398707 157.991773
- L 112.761262 157.629217
- L 112.761262 157.266661
- L 113.486374 156.541549
- L 113.486374 156.178993
- L 113.84893 155.816437
- L 113.84893 155.453881
- L 117.293212 152.0096
- L 117.655768 152.0096
- L 118.018323 151.647044
- L 118.380879 151.647044
- L 118.743435 151.284488
- L 119.468547 151.284488
- L 119.831103 150.921932
- L 122.006439 150.921932
- L 122.368995 150.559376
- L 122.731551 150.559376
- L 123.094106 150.19682
- L 123.094106 150.19682
- " style="fill:none;stroke:#000000;stroke-width:0.5;"/>
- </g>
- </g>
- <g id="axes_34">
- <g id="patch_14">
- <path d="M 150.218051 164.934628
- L 282.188409 164.934628
- L 282.188409 148.324834
- L 150.218051 148.324834
- z
- " style="fill:none;"/>
- </g>
- <g id="matplotlib.axis_13">
- <g id="xtick_43">
- <g id="text_50">
- <!-- 0 -->
- <g style="fill:#ff0000;" transform="translate(148.309301 172.993691)scale(0.06 -0.06)">
- <use xlink:href="#DejaVuSans-30"/>
- </g>
- </g>
- </g>
- <g id="xtick_44">
- <g id="text_51">
- <!-- 200 -->
- <g style="fill:#ff0000;" transform="translate(205.873363 172.993691)scale(0.06 -0.06)">
- <use xlink:href="#DejaVuSans-32"/>
- <use x="63.623047" xlink:href="#DejaVuSans-30"/>
- <use x="127.246094" xlink:href="#DejaVuSans-30"/>
- </g>
- </g>
- </g>
- <g id="xtick_45">
- <g id="text_52">
- <!-- 400 -->
- <g style="fill:#ff0000;" transform="translate(267.254925 172.993691)scale(0.06 -0.06)">
- <use xlink:href="#DejaVuSans-34"/>
- <use x="63.623047" xlink:href="#DejaVuSans-30"/>
- <use x="127.246094" xlink:href="#DejaVuSans-30"/>
- </g>
- </g>
- </g>
- </g>
- <g id="line2d_13">
- <path clip-path="url(#p0f249b49af)" d="M 150.218051 154.29721
- L 150.985321 149.079825
- L 151.75259 151.358652
- L 152.51986 150.459048
- L 153.28713 151.447982
- L 154.054399 156.028444
- L 155.588938 158.825971
- L 156.356208 158.430261
- L 157.123477 157.608332
- L 157.890747 159.651399
- L 158.658016 160.988141
- L 159.425286 161.228876
- L 160.192555 162.348742
- L 160.959825 162.015807
- L 161.727094 161.297883
- L 162.494364 159.113285
- L 163.261633 158.079202
- L 164.028903 158.761599
- L 164.796172 159.662806
- L 165.563442 159.815542
- L 166.330711 158.124218
- L 167.097981 157.653366
- L 167.86525 157.931494
- L 168.63252 157.650694
- L 169.39979 158.248055
- L 170.934329 158.594379
- L 171.701598 160.785866
- L 172.468868 162.015071
- L 173.236137 160.520363
- L 174.003407 161.337498
- L 174.770676 161.14619
- L 175.537946 161.347468
- L 176.305215 160.992213
- L 177.072485 161.732311
- L 177.839754 161.699055
- L 178.607024 162.459995
- L 179.374293 161.31025
- L 180.141563 162.039014
- L 180.908832 161.013414
- L 181.676102 161.776604
- L 182.443371 162.350763
- L 183.210641 162.062635
- L 183.97791 162.222889
- L 184.74518 162.160611
- L 185.512449 162.693364
- L 186.279719 162.289962
- L 187.046989 162.08164
- L 187.814258 162.418012
- L 188.581528 162.177227
- L 189.348797 162.398948
- L 190.116067 162.957077
- L 190.883336 162.515777
- L 192.417875 162.645454
- L 193.185145 162.083233
- L 193.952414 162.023005
- L 194.719684 162.334246
- L 195.486953 162.0774
- L 196.254223 162.628877
- L 197.021492 161.725502
- L 197.788762 162.278137
- L 198.556031 162.034028
- L 199.323301 161.585967
- L 200.09057 161.374364
- L 200.85784 161.488084
- L 201.625109 162.323169
- L 202.392379 161.92686
- L 203.926918 162.247111
- L 204.694188 162.152821
- L 205.461457 162.473074
- L 206.228727 162.211781
- L 206.995996 161.815763
- L 207.763266 162.063716
- L 208.530535 162.849755
- L 209.297805 162.958801
- L 210.065074 162.519784
- L 210.832344 162.468287
- L 211.599613 161.965984
- L 212.366883 162.100156
- L 213.134152 161.892418
- L 213.901422 162.004757
- L 214.668691 162.401852
- L 215.435961 162.429044
- L 216.20323 162.719949
- L 216.9705 162.377966
- L 218.505039 161.466834
- L 219.272309 161.449053
- L 220.039578 161.092668
- L 220.806848 162.113267
- L 221.574117 161.701587
- L 222.341387 161.913109
- L 223.108656 161.901827
- L 223.875926 162.269547
- L 224.643195 162.275075
- L 225.410465 162.540186
- L 226.945004 162.153896
- L 227.712273 161.76469
- L 228.479543 162.838117
- L 229.246812 162.275789
- L 230.014082 162.224831
- L 230.781351 162.391477
- L 231.548621 161.800606
- L 232.31589 161.767866
- L 233.08316 162.102305
- L 233.850429 161.885268
- L 234.617699 162.163915
- L 236.152238 161.804686
- L 236.919508 162.320827
- L 237.686777 161.798538
- L 238.454047 161.854929
- L 239.221316 161.494278
- L 239.988586 162.2322
- L 240.755855 161.863814
- L 241.523125 162.847266
- L 242.290394 162.488323
- L 243.824933 162.536543
- L 244.592203 162.599441
- L 245.359472 162.40442
- L 246.126742 162.674413
- L 246.894011 163.173456
- L 247.661281 162.962569
- L 249.19582 161.410586
- L 249.963089 161.519599
- L 250.730359 162.100623
- L 251.497628 162.364649
- L 253.032168 162.400108
- L 253.799437 161.923787
- L 254.566707 162.266238
- L 255.333976 162.405838
- L 256.101246 161.717932
- L 256.868515 161.90452
- L 258.403054 162.866709
- L 259.937593 162.581899
- L 260.704863 162.934555
- L 261.472132 162.702121
- L 262.239402 163.204709
- L 263.006671 163.173265
- L 263.773941 163.299376
- L 264.54121 163.064967
- L 265.30848 163.552973
- L 266.843019 163.314897
- L 267.610288 164.05897
- L 268.377558 163.037142
- L 269.144827 163.327081
- L 269.912097 164.179638
- L 271.446636 163.706922
- L 272.213906 163.860141
- L 272.981175 162.576373
- L 273.748445 163.380427
- L 274.515714 162.893775
- L 275.282984 162.882754
- L 276.817523 163.584203
- L 277.584792 163.673273
- L 278.352062 163.264565
- L 279.886601 163.342071
- L 280.65387 163.340063
- L 281.42114 163.590924
- L 281.42114 163.590924
- " style="fill:none;stroke:#ff0000;stroke-linecap:round;"/>
- </g>
- </g>
- <g id="axes_35">
- <g id="patch_15">
- <path d="M 150.218051 187.961843
- L 282.188409 187.961843
- L 282.188409 172.86203
- L 150.218051 172.86203
- z
- " style="fill:none;"/>
- </g>
- <g id="matplotlib.axis_14">
- <g id="xtick_46">
- <g id="text_53">
- <!-- 0.05 -->
- <g style="fill:#ff0000;" transform="translate(175.366509 196.020906)scale(0.06 -0.06)">
- <use xlink:href="#DejaVuSans-30"/>
- <use x="63.623047" xlink:href="#DejaVuSans-2e"/>
- <use x="95.410156" xlink:href="#DejaVuSans-30"/>
- <use x="159.033203" xlink:href="#DejaVuSans-35"/>
- </g>
- </g>
- </g>
- <g id="xtick_47">
- <g id="text_54">
- <!-- 0.10 -->
- <g style="fill:#ff0000;" transform="translate(208.747247 196.020906)scale(0.06 -0.06)">
- <use xlink:href="#DejaVuSans-30"/>
- <use x="63.623047" xlink:href="#DejaVuSans-2e"/>
- <use x="95.410156" xlink:href="#DejaVuSans-31"/>
- <use x="159.033203" xlink:href="#DejaVuSans-30"/>
- </g>
- </g>
- </g>
- <g id="xtick_48">
- <g id="text_55">
- <!-- 0.15 -->
- <g style="fill:#ff0000;" transform="translate(242.127984 196.020906)scale(0.06 -0.06)">
- <use xlink:href="#DejaVuSans-30"/>
- <use x="63.623047" xlink:href="#DejaVuSans-2e"/>
- <use x="95.410156" xlink:href="#DejaVuSans-31"/>
- <use x="159.033203" xlink:href="#DejaVuSans-35"/>
- </g>
- </g>
- </g>
- <g id="xtick_49">
- <g id="text_56">
- <!-- 0.20 -->
- <g style="fill:#ff0000;" transform="translate(275.508722 196.020906)scale(0.06 -0.06)">
- <use xlink:href="#DejaVuSans-30"/>
- <use x="63.623047" xlink:href="#DejaVuSans-2e"/>
- <use x="95.410156" xlink:href="#DejaVuSans-32"/>
- <use x="159.033203" xlink:href="#DejaVuSans-30"/>
- </g>
- </g>
- </g>
- </g>
- <g id="line2d_14">
- <path clip-path="url(#pda94f7c392)" d="M 150.218051 175.159632
- L 151.770644 173.548385
- L 153.323236 180.281284
- L 154.875829 184.520408
- L 156.428421 184.541594
- L 157.981014 183.484904
- L 159.533606 184.691552
- L 161.086199 180.806338
- L 162.638791 182.533145
- L 164.191383 183.74552
- L 165.743976 184.760683
- L 167.296568 185.638195
- L 168.849161 186.27927
- L 170.401753 186.122985
- L 171.954346 185.833055
- L 173.506938 186.35798
- L 175.059531 186.657293
- L 176.612123 186.903119
- L 178.164715 186.68863
- L 179.717308 186.907285
- L 181.2699 186.276058
- L 182.822493 186.330872
- L 184.375085 186.202856
- L 185.927678 186.34339
- L 187.48027 186.993092
- L 189.032863 186.855402
- L 190.585455 187.016212
- L 192.138047 187.07911
- L 193.69064 187.263116
- L 195.243232 187.264146
- L 196.795825 187.144568
- L 198.348417 187.216748
- L 199.90101 187.179569
- L 201.453602 187.24257
- L 203.006195 187.053443
- L 204.558787 187.231266
- L 206.11138 187.254534
- L 207.663972 187.263158
- L 209.216564 187.105115
- L 210.769157 186.888455
- L 212.321749 187.157095
- L 213.874342 187.15237
- L 215.426934 187.192533
- L 216.979527 187.223282
- L 218.532119 187.186282
- L 220.084712 187.164332
- L 221.637304 187.192368
- L 223.189896 187.226534
- L 224.742489 187.255601
- L 226.295081 187.230714
- L 227.847674 187.119447
- L 229.400266 187.196698
- L 230.952859 187.236541
- L 232.505451 187.237348
- L 234.058044 187.21933
- L 235.610636 187.188819
- L 237.163228 187.116052
- L 238.715821 187.113182
- L 240.268413 187.109416
- L 241.821006 187.203422
- L 243.373598 187.268052
- L 244.926191 187.264228
- L 246.478783 187.239626
- L 248.031376 187.239425
- L 249.583968 187.069903
- L 251.13656 187.187466
- L 252.689153 187.234108
- L 254.241745 187.255505
- L 255.794338 187.240419
- L 257.34693 187.269631
- L 258.899523 187.274431
- L 260.452115 187.274915
- L 262.004708 187.257719
- L 263.5573 187.264542
- L 265.109892 187.273466
- L 266.662485 187.246539
- L 268.215077 187.273292
- L 269.76767 187.265372
- L 271.320262 187.26757
- L 272.872855 187.273899
- L 274.425447 187.265706
- L 275.97804 187.192191
- L 277.530632 187.275488
- L 279.083224 187.270602
- L 280.635817 187.24089
- L 282.188409 187.25114
- " style="fill:none;stroke:#ff0000;stroke-linecap:round;"/>
- </g>
- </g>
- <g id="axes_36">
- <g clip-path="url(#pf5c8100bb6)">
- <image height="27.6" id="image31b705515a" transform="scale(1 -1)translate(0 -27.6)" width="33.12" x="302.751591" xlink:href="data:image/png;base64,
- iVBORw0KGgoAAAANSUhEUgAAAIoAAABzCAYAAABHGpq1AAAABHNCSVQICAgIfAhkiAAAIABJREFUeJztnX9oXNmV5z8vscoVu1CVJ6gkZHCVmbZl3ENLMD2t2WYmGuhuNTMhapieUdh48Sx4oyVjVgtr0Pxhoj8EWnbFemAFXljN+o816wlx0gutkFnaPYFVSDqRO7CWNzGW29AlETeSzOCSsB25nNnaP845955XcneX3Va3nakDolS37nvvvnfPPfd7fr6kXr9fp0Ut+hj63Gc9gBY9HdRilBY1RS1GaVFT1GKUFjVFLUZpUVPUYpQWNUUtRmlRU9RilBY1RS1GaVFT1GKUFjVFOz7rATwJdIodzABZoFfbyvr/6/z6sxrWE0UtidKipug3QqJM6m3M6V/W/baxJp/FYmwrAD3AgH5fALqAkju2qn8tEnrqGOXnOuQZYAWZ4IL+tgrU6kACh7Ttsv7omafg/gBeQ5hiCbhK7L/5EeMY1HGs6jiMDgGdeu6Z36Bt6wlglAoyLVXksYM8+hXiVB0CNhnnCBVtmUcmo0qc8BJQSGAnwkAAnRm4h0gQI5tYO+51zgBVxjnBeUbcr716pgE8JfUdcEe/ZKCYgbWafN3MRCYc1sd7CJh4ypkm2d54lBVkKm09bzZ8QpzuVcb4MhDZxq/uLLBI3A423W8GQA8BUwwhm4mxQaceaaxT4ijnOctRbUeuVN+ApEiURT16lRXgLwA4xxH+RR14D2jTbruhvQgb+hQziQDhLr2yjWsAeOkpZpYWmG1RU7TNEuU/A+uY4D/NkSAdKtpjHVl5q0QpMc0osMIg5wGRDVlku/HbRlY/54NMqboeJkFW4Be1lAQAoAbc1//vAs8AuS8hG5cf2VK4m2EWeAuRHu2JtGURCWKSLotsgWX9tDb0/k48pVJlmxnlvyIskNfvqxiqGGQKgAv0I4/QPiFuMvb4DYl4iGkwdiX2u7UGN4EOYE9G+2WhthExhTFMBsjs0y8FtkLXzQe0DzDMTGpbWW8YqS2ETXfkqvv9sj7t7yZPl41mGxnlEvKIKpzmOBDV0CowzaD2M5zQ645dRx7zJddma9dok6jUmhSZ137WDoIOvG6ygsDbPHEq7XpeItn1PHN6c5xInlOcZN2NqgKcZYijzIY7M1i+VoOM8m8fMM8PuM1L5J4Chtk2RjnDji3bjAnxacaIUHWJOOk73RnukbZkiFAf0O2oBJxlTH+ziZzT/3swMDvGWXqAY5zTPovI1FX0Gna8AVejQwhjVOnnLADzDIe7GGUeiFDdtpdphhGG9ZJok35lJ2O1Gd4gSsO/4kmnFphtUVO0bXYUW58m5CEK8VNMcYIz2jpPXN22wvPA75Pe+fOMczLYQ0ReXGWSWU4GyVIA8pxiljk3lizwA44A8BKTRLzjr9eJrPcyAONMgI7MRtHLeRbUnGbnz+rR5XC1Ragvy7+JmYMPMaBnPxLue1OPyhOl6yGeVNo2RskSMYltKIYCAE5zDIDjQURXieK6zIhOFMAMR4EKE4yQ1iGyrAJDCoxnGWSEWWYY4ITCzUnOUwZe4vtuZEtEnQmiUf8Qk7wEwE+JW4o36+dZ1SvHIzfdmSCrDNKFAHQ4xQxTjOuTMEST54zajaLh78nFKttqmTX0YVRBHrBHApMc56RaQweZBeI6nwvyw85ikgBsFU6Tp6QPv8QFxQAR25xkVI8zdp1HwG2WqLsUOM1xuog4ysbumbtWR1TqNsiqemwYJd5nD5BniAtBQZfPnXpnds3NcO6ytlxnB888oczSwigtaoq2TeuZZAcXiA4yEEliAt/kwgIR+zdaMtYDuiEeUVN38E2iTaRDPkpJnX7gPMPuuC7SGs2Cfpax1T3M+bD5zOuvi+4oM8/zng50N3BYmoqJ3I8p43Y1vz2ZxafT3eMJxvW/TaKUWQL+mieRHjujnHZeVY8+cN/PMhy+DTBLBbbs+wv0kN6kFA3U12LTHdRwVnR9zJHnr2q+YRvNIYaZCy127UamBlI2kotrwAdAHtr3xytCtAPniYvBfptmjBGm2MSr9GazcRtX/XuQmLn4yaJtxSjzyEqzKevCgOkqhhnmGGJEmSXCvEYySFmAxDSDq5CDNCi1NWtyCqKssj79jDCbYkyPQzwaKrgzAFSLsFkUWeQXQZaot/QTofFJJgEYZYoqZkOxIxegflGY3W68Buxtg8yTxyyPXaK8obz3ZzeADnguEwUryEOeYTyonzZh3uS9CcwwQHz81lpmQLeOuZQl11P2Q9rT/UeZCazkvdIGn/tIOx5woyk3jMrOAQLYe0krusamovmYtXkOLm3IAeZ/egbYf5AY1vBfPuRePn1qgdkWNUWPWaL8FMMCPRxhhTRwtQ3EvKsQDe7HOUPEEWZi1++1ayKWcxl6VHkWO80AWzcO5zUGIm4xWbHOiG4FJg2WSAdAgUhBM+L7UW0iW6qdbZbTjHM8XG1Oz2VbkI1qM/Q3H9cCrK3Jbe7Vpr3Pkd7IvsoPmHki4lgeA0Z5Uz9XEAEsN7nIm4xzPsSqQQS4Zu4CmYjjnCaNK7LIxq3ffUiAUjVc00e6evJtm3grrDGst3PYuMzacoGjjHE2FUBleKTgjoWlLdpaVUdv24+5RzeBPBcA2LihHfdCuzLKvyaGWdndfe82cHNH3J46oJ48DOOYDXngI3t9HH0CiTJBejUbo/jJHmBUVU9Iu+PL+ikpEUcRRvEhBJuEKapvQNJOOvLD0E2ZuL5XiMjQx8B5ZipxhpMcC8xpfWz8Rp1AmVFmQq+dCJOUgSkFqsICc1C7LF9riCYGkGkHYJD14L9eu62/XUeA7G6gW5r2FUUS2dKr3dDz7Ua0LTt/B3xzfxxpr47rv7vRn2UELyOHmGIRWHxE6fQJGOXfkX64Oqk1DR7NZBAuPkQaphYYZTp4lCV8cZB0+KIX2o3kGcCsE2U3hlX3O8QIWq/AlhGGm3d9LSTT6z2bDDOTGsUsA6Q9QF2yNfrQmSoSDGV2nl4YyNUFgNeVoZJicAd4FXuFGH8LCGMsIXYjEMmah4MvwGJNzMM9mXo41o++5L7PAxu35IeHk0hCLTDboqboETHKBBFsqiS5XRMRmTmofQyyml0DzMC0Qlz3QgY4je6RilxLSZEud0we6ArRcqvAAoN6/E53TAFz0AlVGOME8xpQZSPtBI4Hi6kgEg9ws9Z+ezmu8P1A5gUoqgQrVqC2DDeIuCrXHqWSRdp9sMb6wTz9rAfZd0mvcVC3rms15Dq7CJZgOmBfAov1hOSmbgY1uNYBxRysadNm8oCUkwIcTKCk0770ENvQQzKKwboSwigLBBGfM4joY+IryAMvxVOoVSUNP83I7eW3s8Law8012m8LjDAdUMkK0MsFFhhy5za9az60DDHlImHTBv45te+IGyAb2BHgJONAj4wjFz3dcoZK/J7ph/0xqm6AReYZlD7GPPelby9xMu06xpw9GWC//N64oZJkqO/VI97fkKnogKRbOGUtA1nDSujmm8A1DzQSmqaHZBQPNsts9dDcI40N7BZtGnoZYZYu0tM9yDT3ECttpDIkeu7da07r8efPqiYRjiALwfJqvbPAdMjXqbKgI99wWKCYkbu6F1pEYRYjWQWAfs5yFVkC82ZGrP9QwgqMqRNThkt4U+MwFzjPIOxR6dq2BmSZYQgD4APMpZwWvcB5/b2k2ksWWGSILfG8bcB9qK/r7OeBzHMMqTRfR5f5HcjkeGh6SDD7ln5m3f822E6GORk4v4LoIhcYJFoiehhgdotPxSyjtqmIRPAqrSFEA68wxIUtDkYbjQd1xpTed9MYPmBn9raUMjAXxl6Rxts1EurUcztlqwVh4D3FB1yxEs42wJKGbo66fpb8WiLanhZSjLJOXgLDwfmzet0d+4Q5D+6Nsoxp6OhVvfc88Tn3A8ea3H5aYLZFTdFDbT0/0oisP9D924PL0ypNzJOxUYeeBGCAMU6C/iZRYulUBq88C2UbPk0GZRlhGohGu0aLqq0x245shZps2gnMMUw6hVWuMcCFB/uQTOVfgno1EdBusGtPkRRsrF0TILsOdIg0mOtOIPkK6cQNlX21yyE0v0Q69RX6IGNhCGK+G2GKFWCWvNiXABKz6PonIHc/xVEARjkbLE82gnnQOMOPp4faek4pXxks9FjDyH5bIeoZ3ozV6Bk2/cbD4AIWqW+U5RQTnOA0k6qpmL3RPxbbUnrwWCOdi3w2bGuNRxtsXUp9H2I29JqnE26vCROYjWQX0RgGshXZTHS4zzbEtnLTHdcB5GIa6yhzTHMaz+6nOcFxJhnSxWYb1io9RLYyq6t3b5p9WDh6kvMs6t3ZYpbNvbmtp2mJ0s+OMMlLxAdvjFJGJtx2SJMBNmxcf7O72vc59dkMuhSIMabCoo26TiFc71WEKS0By0hw0RijqjKDMZ3vZSHfxppmvPfBBWWGmWA2BbBfE+0uZ6NCRlG+HE+voZIphrnpTm3MUywS/cwFN05DEwCdusgWgoFhE1uAY5xReXCMMc4wxbFgLbaehzilEngCeYYbt4jugDvAHpqiphnlYl0SsAFqt+FaRiTmq65PI6g0F122oQ0io00xgkzazpQmBHA85OKYaF/hRHgYZSY1sr7THXeWcSDPdOgX8L77bp/2v49ZiQy1APQwGxj2AiOkcwQB+iFThVB/pSDW13eIwsmkTzew50v6pZcRpjX8YFTbDIbHcHQfyyNHwSyTQJZj4bhNloBRTjKtW42MfjEVz3etjki/A3FcydoO6sWPlyotMNuipqhpjJLUXE2Q+/p3h+Bm+UpGdkpv/PKGLIjbE8BsWA0wwjQzjDOmxq48cJJTmGx5g2O8zinSgYkWzRbbxpkIse4T4fyWN2RyyhyEjXbLMqNMa4K8XWGaKhEBXAj2C39soeEuQay3b4vjDyIe2dPuziY+6BGmgrSYUGk4yQlABJK5OU3GlBHpIvfnfVWdjHLeSRTZtPLaZ2ONKCx9/nV3c76fpree9gxs2Jc2hElq8eKLRXPwnQJglBPBH2xbShXpI4fYxOWZYQzINmw9YpAHeJ055PHkw6+nOM4JTuF90hOMMsq0nsczgd8UbVq85aYEdCk0jKM1d+aFwDzrRD2t0f1Wdtdagdy/gb7oST/KWc5ylKOanmqs6tlsmIngDwdhb4O1Bdcmd2sLwKjKNEPu6H6OMk2ffvtpEWqGm7x1+A6M53Z8bKGfh9J6OpWv1urib1hBc12QaPQB4nqZI5rkbLDmDq+QfsxV0jEqMm2R6dKxKo3kcUWWgEmCpbQdYU9DGhYlUsEe/6RahvPgMFBjXjKkC294ti6580oRj3EmAvhfJ4Z0+aPLpNPizeNlz+sSkS19UR6RGm+RBujl1DjighEyv/rFOluqRQ0A5z+GUVoYpUVN0UNJFCtw5wtd2WoQZSzaTi4R66yZZjSjIvwo0ymnnF9RAPPB1mGr1DJu/JoU7246NUPb6843lMkQgxohBimuMKZYwIxQoik15gIUiFYbH+jk5d8hvLd6khMhF9GejclE75Sr30likBPQn6kzzwBouOQIJ4M8K7tntYjzNekYB1lUaWMS0SoqeM2uh2FmA7JZXiPUk3muaHf4YMnyUJZZmzbvxDfyzjmIbsNOIoOIAMxylhGGmQFEHC7STxpHmLpqN1khnQJqVzCvrWeUrDjpMj4cyAc3VbGHOBUchSWi89JQQSdbrT62zfhkWa/OyveTajSzTAO7mwoEBs5kYGeuLkZfNfzuy4AssXw4s43AlsdbSJRcwipFde6tMuyKhNiWKYD7qLKF+fmrwLI5Qz9AGKUKK6686oPokSLcTLKYgw3ksf4+cSqPh9QEs6YYmb3CaIG0VgLpXB2IqMa7AA3JLBJBnQHUHndNcZSdUulxglHX385lUmmFID1qNXXEWSEeT95r3kU61sWm1xvLswwyxQIxXqQ90QzEm0gGolE3ZPbHM3cB8/TTrxN+0WJU2qKfsI+oA3pXRZZoFQ+xLRAxirvmK8p0Fx6HRDEq6wDyRCNymXSmXUz98t4Yr5raGvEg1ft2fJ+C+7SHb+HLefd7mQiZ/Spf4ETYerJEI3ZZP3VzuL0chVg3RKup9WscL3qdq27swuSTyhggzyqrZ+tyMSBXE6jdcbf0gQyjprez/Aws/x6Ukvkob9v0lndHCb+JyLjLlkRv/e4QVXSjhulo3yN39yofTS0w26Km6JEkymvImlwinZzthe0kx3Sv9rC1wDmOkQVe57S2lYmOEFk3p5hiHZhI5enapw9x9B4jXB8vjSqkswPK8lGvxcAoO0+uCDnZsvpZII/ZUGxcEzquEdJ1Lb1yL+OZRVVRCCJ/XzHKJpOZF8uIsxAE2FrUPUCHuE3sjgKpPeSq+mn6cChNjWntCWzcJOCfcM7u+H/9SiJj+xM4l/loBPJIGOVn7GATUlWNLAvHtqJVLLHrVOhjOMEjjSOBYbLByWXWyEar7oT6OIzGOKEFiDddL4+HjAKUBN6SYKDMQfx2Mch8Sn+ypDCvcZR07DOMwJZSfkLJraW0UcvoLnA4xsP2ALOKpTr1SdqusBqeYgWzuAzrRmaWnJrzvZUxheBqGG0/CxHPANSgvjuRU9p2dEnHdQLG9wsbfJjh7ZHTNc6wgwUis9gQvVmrR2/TvJpjnAxw08sFr0aCMMkl/OPfCm/tmJlgspaYi2lGQ8yK/D6JsK2a/9Y0teIAkEggeJ7FCCztwZrHt1sqU+OuX8WFUd4hag8gDLKL6EFG/+8QkHrPntC15eigy7tj24irP5T2KtOjYNbYsgtYsqeYSpFx5s3638C7+vU6W135Frg9AKdeEDb4sDq4j8wo/Vr18Yf2wN4DClDUrLcBouSI/pMso1r+IZs+XQqmrhCjKSDaRrM0Cvh0aJ/pRXNEf3HtNsECCbBaS6ANOpM6a+9rp5vESXJUv5+k23YTucUYoyKDTcr6GI05PMZGBNg9emFN83reQRilm2jOti1ol7ueiRmtidvLEgvshFu1NAi+q9e0MIb9RfjxGvxMv7+HKJiHgW+4e6oBLxSRaKsPpxaYbVFT9Mi5x4Yf2nWlbujqMSY31bAXscRCWoG0bcX6+22lMTTSsMKH9THJ04NIk8u3iFFnd+TAqqYbDWbqYs94n7CC64VEVtx1ZKWjn1Vkhdoq3U1c7d7gCdQPK2AYgOT5euwP0C02JsimNf2bpKPeDraT2nCv1QQs7QIOSKXJhaLW0P1gLe3Nv6N/JpU61kRamaD4b7B8D/ZVgJfdGGrA+2uSn/QR9MiMssSv6VFQC7Bvb/QOg0jkNY2b9e4z2y7MhGXHW3wZeg4DtJCOL7c+5izLEvFOcLC1uY460f44S9msz+nkvoOI6BuwcjuO/y7QcRvyukWZtX0X0G6yuEMbbNJuasrEAORVk+jDIvqzMUHujypQqMVtL1D0r9O2HG/MVlRR3YmFtdi2C2GKKpE5c/tgYTms2JV7sO9zyDb3vPY54867XYwC6UBgqxVteKETWEzSbVa2ypgFYCqEKVq0qwRqN2zxIaLVR7s2Yp1NRILdy8FOtTSaadvOlQcWMp1w3T3oNv3LQJcxwP+LPxkPWPcOiJl7h7XBUHwfUhAnk2E9gI8q4tGupa2ih0lHClzbgA4XVrmOMEGNKCk0zY2OhoFVSTPdpWVhfpVWXb8FDAHjro+d+8sfX+HpEzHKLL8O5vxZTcU8p/6NEmLYPhm0DhA7ygRHOEfauZe24BoD+PzCE5wmuhnhjAYV+aCedWSespitw87mAzL1uocJVQR4l3TFAD2CO8B9+GLFXaADWZEvapvVMLYt6b72SVlzKyLG9Hyg1+vQMZip6Sayd17R7x16mmdwoLoK9bdFwzlo8ntFXhiRIW417+n/JmFeJm53Fgr5r4Din9MMtcBsi5qiT1xIJ/oI3gKyHAlJ3uZl9Q60nVSBMxzR+iQQ34RheWzR2djpekQFWgxdxxgBSsE2AxbFbsp0RVvFTTaskWXSd4YLe0dgrx55+DsiimrE6kcVYolSAyd3kFXeS9wKTILYik/agT4GmeOCD3ts25AbqzUcl2uHXRo7+A4iUQzclgne3agl1OT692vwjKja/bk683uGYM8i7LoWz58hSrr3EInZBvyZtr3wJeBvaYYeX2mu2/qkcmYkGkBKlU+l7Kbm1bSNQCLts7zB66n3bUDENhOhfvwC6ThRM+l5MivMvGs7RKdLBSkDiykzvMa51DdSoBRIZ3AkxVhOyxvTwJXXsviXAmGB1C/K+T4gramUgP3PwQ21rbxJ3Hbs2h2kIynKyLbpDXX791FiSVNVdMP+38vp8xljXwH+mf7/H4Fnm6tA+djKh/48V+d3biWxYHBGSonPaIkriEW+IaKWcY4Ev8c90hQDpB9kkzUkUyGylsW1LMBty9kFMpupoIPFwGCKV+prEZ94y6zHHQDVtbgyjQxHGAPcrkHOvDOOic1i618wdR8Zw16pzMTARnR+o31/ov8bI76IgmV3rtoyy21QTiBwlKn2hqWqCINdIar7TTIJtDBKi5qkxyZRfodfazqCkVk4si5IGiY5wTrpyHzDI97/I2RLy2SRj3LzgUwml99CtqOyq18ixyyEeJTGsG5iRsF9IoYwstQUECljxQ0MtxSIkgcEh+xeJp/EIoDZBNZ3JRH3gGgj9/UJ1GvxXB1Ef8P7NdnBD7tx7UKkQswWlZSLzDCwCrdUkvYix+7xr8MbR17fZ+bQ5umxVq7+Eev8QXDSRRPZGc0X3iQGHHojnDGLD1sSFvFx7HZUWds2OcUEC1g+MXr2xpIzBoB7XZ9NqWvin1cHaTKjnWELo/vaZoxSJeYVgzBdFTZ2x0PutSVyDp9mWkUmfa0GRV1gNS1QfFO54tmM+HSeQUAvyP1fuxzrlALkXoH6d4SBKtpmFt3XxGg3uWeJVeA1Xn+kcqSPvXL1UeU9s4p4p7+Z7n08mMkE76zvwl7SJiS2GIkTO6qxtubk9y9VmgmVECsEMHtLrZvhZZRluHVNHrRJisPAs+0CZo15tPoiV4hSIIMwxbtERulFbBQ22Lt6XDEWsZmlE26siV3jA9evDbGjmF2jWBR7iDFZ5iCmxXXqAsgCS4wC3ybqnEvw/g8Fz5gdxTzaf6Lfv/Z1zjHDkU+/KuSDaci9NAHSqVE++NrHuvvYetgafLgTK4sVc2x6mWZF+82Ht2lYjX1/9LdFHHvN5dqaXNSkSJ+otLAJaxelzVThK8T4DfUbpTzKBdJcfVdvOvcVjur7h1YQxl66nUTJYxNpDIkOIfMc6RfhFhhihu+Zp/uK3F7mWajdkqbiHli9lcDfE7WcNv3fLMjfAPY8eo39FphtUVP02N+uYVuNmc8a40dO8AZv8HqqmrWRh58iRWLW3jgTbBIz/6X64zoD4Y1esDW6HqAP9vzUjawq4r4bcZyFUevVbXW3AbkMlGtpKWDv7PFOxwOk8nPIZRhiNhUEWgVKuTpLOQXjxaxUj3QR+Al1DhJ9aIbpgGgBWACuQG2OoB6v9RFN9CaM9pI2BH4CaQLb/Dpbsb5mmdQQxy7S4NXIQgWq7nsPcXua0NpnA644cCe42iWL7kgJXhxSjFIAzob689q3tiwPMImlTqUYXy8x5EkR1fu1OBAL/tE3hwDRz+MNdC9Cz7N1runWEIDsLg1pgDDJyZV62ni3m4BZntsb8wnetorX/4uodZkm1AfPvQILa0l8iAczYtMxBnsIm8mDaNve1xNLiGfDOwPTsWheKylwSiWGkc8Zksm794D3+GxNGC+xsCVsckQLA4K+mDvTGC/XpWdoPLIAHctpjcYm0yRIN8JAFkmmGtBiISHZVY/H6UpIbF3u0ls3JrJj7ZEAV/dqVBxHGc1JvPGbfw7Lt6D+XoJCIPg7PfaPvglFMTK8wUlez52DZ7+65ak9Cm3jm9RBILcPUzJ5YqlNINGxZaAnlHtYJ4YVG1klAGubx5LbvRm/xBCzzmu0deq7sOj+CumKb1n9bhKlKrGoFSJAXCCCXDvpAWSS5uJh7EVsGH2i0iY31qPGY5LHmCKEDxCttwpA6weSuM0VbZtcAfrg+xcJocHv6DVHgb+UQj0jzDHzGN/K0QKzLWqKtvVVcRbbFanRqgK+8IUHtucZZlBrpGaRYsArxIXcGc7QhS8KoUpuKlSySlo6jTBFBbgQ1Grzclejr8p8OjeJiYXXEbDowyM1wj4ELJuH9mAmjLa4F9AIwJqpuWZ88+GVqnrXLQ+jQsgeDNFuS0DtojxaH6JZAb4F/KVIRF9g8XHQNjPKvwf+lHQdpoL7HzyUTadzVbngcnpLzKfe/ZNFzBf+JZLzjDDBGJNMaeSctMpRwqQikodJV0GoiKFriWiwuo4wi3cCms2kg+iksy3EcEZIsIpOx9UbEpOb7KrHrUe1Fw4QmeyuXD8pCBqodwvDJHfq1BeUeYynrxADr0oIs/UCCCaZe8wvg9pmRgH4n8Dv6v9iV0zH/4m8wLWWQWu+GqNsbgkmqBJRhqGKAWboxTREY4IVscTelDiNmY4E9hwklT1Y07DIO6S9x+8iE2KW0gPI5JSJk9SINT7QS1c3Ylsb0cPsz3+XqHJD2gIM5HN1sgflfFbjnm6NyfU5SAf07zXYrtfhbjOYbaQ/BRbgxnJ8wMWDDLCYqtu4dgN5eCpa68+6SrE1FcFtQLIP6KFH36plZgS/1cxaLo1JhW60dCfpV+N+gKibJvDeAb4rww1MYSWlvC6/i3S+jzGDl04gEihPkETJzbpcr+z6tKk2Y9KpoNcrtgdnX1KoS12V68SVdRf42va+2bQFZlvUFH3KEuVr4uV00oI9L1BS49iyLfB3kRVelq/1V8x/08vWRI/oTRpnKtRKswXeA5yln7SJTwG0vd7NapTsImKPGmKn8MY1E/FtpD3K3UQJ+RNiBJzPAbKUCjt/CZEEVxA7CMDfwz+sxh2lA/hiJ/DPkWg0YCRTDxkJJ4Pxpo/tpk+ZUZCQyfsoToBeFoPec7nxfXvm0LormsNqKqJJAo4RAAAFqElEQVR/k63FNQs8mJGypF5pV9tIx6EWEPG+thGVNHOwdbhxtLG15MtuHavZWizc8T5xW3kZwQ9VIh65q//Pwf/9uTR9V5s8o7yILI8//C1t/A/A1w8Cv+DTpE8BzDZQ7j7wuxxVF3wJfRPnbnhBc3Gu9mkSuE1kh2GOOdLlP9V+W/+hNFmsiBnFAPZYHIsC1xsbMW7DW0QL6mH+rra9Cf94Dz4/SFqzUTP+P/5Smj7/OdIJ6SaVDrjxfwuRGr5s5hXgHVj+ecwjB+FPi3DsRXj0D3NE6fQz4OufLpPAZ8EoALwawojOQggEms+YT2aJnZlFqUYEcAeWOhIN3nkNgNPMcpwxYAWqGhrwM6JJNgQiVQUIWpzJAjIzS0QGsASuA0TpcQU+D/B7xBTMNmT2rsDn7Xw3ZOzBGVcA3oFfXUjXI/7tHMJAZvp/Xu57jmj9rwJ/TOS554Gvobf8P7YXrH4ctcBsi5qiTx+jBJJ6JcN8me9ogeOlIJevAgWSNcUV+n7g9mIsq/cqsniPMQK3/0YaLRjJItBBItuu1dL2i/dI59hkEEl0gIgrzNHmvLk8j2ALcw7a+SDaFC3T74o7fxnJpTlMlDwZ4K/gH87JdgMRN3vs/Nv1z1aSGH1GWw9YGN95vs/p5MscZxIPSgdZDFUP7/0igb3QST1A0mim24zxpM+qV7hjQ20sQF29v2b8Mm+vL4E1gMzOTaLt4zARMBgAvYGgy/ukE8D8XJYQ/OOL+N1H3l69l2iT+WPgr+GLA/BV3YePvlDn7GO2qD4u+gwZxehVjvMGcI8hNZyZenvPJEw3kCmy+n4SD9ufidHriW78N2pa9hPYW9bfClC6HI8zUGA+GfT/5xGGsEm/SzRofeA+ryPSx9raEAYwprDApo7YtvFLuPtL6fpF2+wtz+br/4nr6jV/UpkEWhilRU3SZ4hR0jTGjmDCuATUfkwqXbO+dye87ZJuuomr2jQd8/Z2YMoRw0md8+ThbzXfxdIsGysLlEhLmd3E7clsJlaLo42oqviXV6PX/wkxjUPbfnUPvvA5oprbh7zQ718+GRjk4+gJ2HqEppzYTW7vkEkzVJcH6IPui+koJMu5qbo2+1/V1/PPJOmcX7Oi+hwbq3pUITLPy8Qwx7K2lYipnN4JeJcIeDM67hqRge7DFyyLxHTmmzw1TAJPkERppOTGjiApDuYE+sr7aEzuaKagJY1DjCO9T2QoS84yYbSESBR72RLIpH0LfvV/4AtWeegviBUL+wQD9Wp29AIlqXINMvFtpB10kGbO3QiDvslnbg95VHpiGcXTGDv0tawWjAEWujTALHPhreZrWnZiM5bU9C8IANFkTIuxBO4C8Dai4j6jbX2IYc4XnvmGbGWp1/bam7X8W7XyWtPVrrn3mxDKgTyd1AKzLWqKngqJEunbiPwGS/4YZ4KJkO+8hGxJJUoaRrlcl7eTrd5w4YWhcqJ8JIfr1Gsa42GOlwVESrzn+r+MZtztw5yOJVbltSYm6O4QpUruyVV3H5aeMkbxdBWx7nZxTl9ray9PKpCuqO1TVM2nvOBCD3pYoALcu52IAw9iEviLxC2kBLxCOqW0G2Ucsxn3I/vWAL9J9MRoPQ9Ph7BipZZ4/So7mMJkipAtdIt4s8SMo8zrO5IFKFcBcl+CXvVEGxyyOFmIKrOZ7Y0Ky5CYV7sL+Lef+O6eNHqKJcpH07iugQoxEBtiHdyXtCSYkKWRX4Xa29LkUjaDBnUY0ah8VYKCtlt45ceUCn9aqQVmW9QU/cZKlI+ic+ygAHyZH2jLJeLLLa1A3+UoUXIvuKOvSiScbT9VBKfstz4/3saRf3b0T5JRAK6zg2f4kX7L8mnEnT7N9E+WUVr0cNTCKC1qilqM0qKmqMUoLWqKWozSoqaoxSgtaopajNKipqjFKC1qilqM0qKm6P8D9dupYvsIOTgAAAAASUVORK5CYII=" y="-154.315475"/>
- </g>
- <g id="LineCollection_22">
- <path clip-path="url(#pf5c8100bb6)" d="M 317.734464 156.489993
- L 318.339832 156.489993
- L 318.642517 156.792677
- L 322.577413 156.792677
- L 322.728755 156.944019
- L 322.728755 157.246704
- L 323.78815 158.306099
- L 324.090834 158.306099
- L 324.393519 158.608783
- L 324.696203 158.608783
- L 324.998887 158.911467
- L 325.301572 158.911467
- L 325.90694 159.516836
- L 326.209624 159.516836
- L 326.814993 160.122204
- L 327.420362 160.122204
- L 327.723046 160.424889
- L 328.02573 160.424889
- L 328.328415 160.727573
- L 328.631099 160.727573
- L 329.236468 161.332942
- L 329.539152 161.332942
- L 330.14452 161.93831
- L 330.447205 161.93831
- L 331.203916 162.695021
- L 331.203916 162.997705
- L 331.809284 163.603074
- L 331.809284 163.905758
- L 333.020021 165.116495
- L 333.020021 165.41918
- L 333.322706 165.721864
- L 333.322706 166.024548
- L 333.62539 166.327233
- L 333.62539 166.629917
- L 333.928074 166.932601
- L 333.928074 167.53797
- L 334.230759 167.840654
- L 334.230759 169.65676
- L 333.928074 169.959444
- L 333.928074 170.262129
- L 333.62539 170.564813
- L 333.62539 170.867497
- L 333.322706 171.170182
- L 333.322706 172.078235
- L 333.020021 172.380919
- L 333.020021 172.986287
- L 332.263311 173.742998
- L 331.960626 173.742998
- L 331.657942 174.045683
- L 331.355258 173.742998
- L 328.933783 173.742998
- L 328.631099 174.045683
- L 328.02573 174.045683
- L 327.723046 174.348367
- L 327.420362 174.348367
- L 326.663651 175.105078
- L 326.663651 175.710446
- L 326.360967 176.013131
- L 326.360967 176.315815
- L 326.058282 176.618499
- L 326.058282 176.921183
- L 325.90694 177.072526
- L 325.604256 177.072526
- L 325.301572 177.37521
- L 324.998887 177.37521
- L 324.090834 178.283263
- L 323.78815 178.283263
- L 323.485466 178.585947
- L 321.66936 178.585947
- L 321.063991 177.980579
- L 320.458623 177.980579
- L 320.004596 178.434605
- L 320.004596 179.039974
- L 319.853254 179.191316
- L 318.339832 179.191316
- L 318.037148 178.888631
- L 314.707621 178.888631
- L 314.404936 178.585947
- L 313.496884 178.585947
- L 313.194199 178.283263
- L 310.47004 178.283263
- L 310.167356 177.980579
- L 308.35125 177.980579
- L 308.199908 177.829236
- L 308.199908 177.223868
- L 307.897224 176.921183
- L 307.897224 175.407762
- L 307.59454 175.105078
- L 307.59454 174.499709
- L 307.140513 174.045683
- L 306.837829 174.045683
- L 306.535144 173.742998
- L 306.23246 173.742998
- L 306.081118 173.591656
- L 306.081118 173.288972
- L 305.475749 172.683603
- L 305.475749 171.472866
- L 305.173065 171.170182
- L 305.173065 170.262129
- L 305.475749 169.959444
- L 305.475749 169.354076
- L 305.778434 169.051391
- L 305.778434 168.143339
- L 306.081118 167.840654
- L 306.081118 167.235286
- L 306.383802 166.932601
- L 306.383802 166.629917
- L 306.686487 166.327233
- L 306.686487 166.024548
- L 306.989171 165.721864
- L 306.989171 165.41918
- L 307.291855 165.116495
- L 307.291855 164.813811
- L 307.59454 164.511127
- L 307.59454 163.905758
- L 307.897224 163.603074
- L 307.897224 163.30039
- L 308.199908 162.997705
- L 308.199908 162.695021
- L 309.107961 161.786968
- L 309.107961 161.484284
- L 309.71333 160.878915
- L 309.71333 160.576231
- L 311.075409 159.214152
- L 311.378093 159.214152
- L 311.983462 158.608783
- L 312.286146 158.608783
- L 312.588831 158.306099
- L 312.891515 158.306099
- L 313.194199 158.003414
- L 313.496884 158.003414
- L 313.799568 157.70073
- L 314.707621 157.70073
- L 315.010305 157.398046
- L 315.615674 157.398046
- L 315.918358 157.095361
- L 317.129095 157.095361
- L 317.734464 156.489993
- L 317.734464 156.489993
- " style="fill:none;stroke:#000000;stroke-width:0.5;"/>
- </g>
- <g id="text_57">
- <!-- C8 [noise]: Tot. var. expl. 2.8% -->
- <defs>
- <path d="M 31.78125 34.625
- Q 24.75 34.625 20.71875 30.859375
- Q 16.703125 27.09375 16.703125 20.515625
- Q 16.703125 13.921875 20.71875 10.15625
- Q 24.75 6.390625 31.78125 6.390625
- Q 38.8125 6.390625 42.859375 10.171875
- Q 46.921875 13.96875 46.921875 20.515625
- Q 46.921875 27.09375 42.890625 30.859375
- Q 38.875 34.625 31.78125 34.625
- z
- M 21.921875 38.8125
- Q 15.578125 40.375 12.03125 44.71875
- Q 8.5 49.078125 8.5 55.328125
- Q 8.5 64.0625 14.71875 69.140625
- Q 20.953125 74.21875 31.78125 74.21875
- Q 42.671875 74.21875 48.875 69.140625
- Q 55.078125 64.0625 55.078125 55.328125
- Q 55.078125 49.078125 51.53125 44.71875
- Q 48 40.375 41.703125 38.8125
- Q 48.828125 37.15625 52.796875 32.3125
- Q 56.78125 27.484375 56.78125 20.515625
- Q 56.78125 9.90625 50.3125 4.234375
- Q 43.84375 -1.421875 31.78125 -1.421875
- Q 19.734375 -1.421875 13.25 4.234375
- Q 6.78125 9.90625 6.78125 20.515625
- Q 6.78125 27.484375 10.78125 32.3125
- Q 14.796875 37.15625 21.921875 38.8125
- z
- M 18.3125 54.390625
- Q 18.3125 48.734375 21.84375 45.5625
- Q 25.390625 42.390625 31.78125 42.390625
- Q 38.140625 42.390625 41.71875 45.5625
- Q 45.3125 48.734375 45.3125 54.390625
- Q 45.3125 60.0625 41.71875 63.234375
- Q 38.140625 66.40625 31.78125 66.40625
- Q 25.390625 66.40625 21.84375 63.234375
- Q 18.3125 60.0625 18.3125 54.390625
- z
- " id="DejaVuSans-38"/>
- </defs>
- <g style="fill:#ff0000;" transform="translate(302.751591 148.73214)scale(0.07 -0.07)">
- <use xlink:href="#DejaVuSans-43"/>
- <use x="69.824219" xlink:href="#DejaVuSans-38"/>
- <use x="133.447266" xlink:href="#DejaVuSans-20"/>
- <use x="165.234375" xlink:href="#DejaVuSans-5b"/>
- <use x="204.248047" xlink:href="#DejaVuSans-6e"/>
- <use x="267.626953" xlink:href="#DejaVuSans-6f"/>
- <use x="328.808594" xlink:href="#DejaVuSans-69"/>
- <use x="356.591797" xlink:href="#DejaVuSans-73"/>
- <use x="408.691406" xlink:href="#DejaVuSans-65"/>
- <use x="470.214844" xlink:href="#DejaVuSans-5d"/>
- <use x="509.228516" xlink:href="#DejaVuSans-3a"/>
- <use x="542.919922" xlink:href="#DejaVuSans-20"/>
- <use x="574.707031" xlink:href="#DejaVuSans-54"/>
- <use x="635.525391" xlink:href="#DejaVuSans-6f"/>
- <use x="696.707031" xlink:href="#DejaVuSans-74"/>
- <use x="735.916016" xlink:href="#DejaVuSans-2e"/>
- <use x="767.703125" xlink:href="#DejaVuSans-20"/>
- <use x="799.490234" xlink:href="#DejaVuSans-76"/>
- <use x="858.669922" xlink:href="#DejaVuSans-61"/>
- <use x="919.949219" xlink:href="#DejaVuSans-72"/>
- <use x="960.921875" xlink:href="#DejaVuSans-2e"/>
- <use x="992.708984" xlink:href="#DejaVuSans-20"/>
- <use x="1024.496094" xlink:href="#DejaVuSans-65"/>
- <use x="1086.003906" xlink:href="#DejaVuSans-78"/>
- <use x="1145.183594" xlink:href="#DejaVuSans-70"/>
- <use x="1208.660156" xlink:href="#DejaVuSans-6c"/>
- <use x="1236.443359" xlink:href="#DejaVuSans-2e"/>
- <use x="1268.230469" xlink:href="#DejaVuSans-20"/>
- <use x="1300.017578" xlink:href="#DejaVuSans-32"/>
- <use x="1363.640625" xlink:href="#DejaVuSans-2e"/>
- <use x="1395.427734" xlink:href="#DejaVuSans-38"/>
- <use x="1459.050781" xlink:href="#DejaVuSans-25"/>
- </g>
- </g>
- </g>
- <g id="axes_37">
- <g clip-path="url(#p2033aa53b9)">
- <image height="33.12" id="image4ae0314b8d" transform="scale(1 -1)translate(0 -33.12)" width="33.12" x="346.009274" xlink:href="data:image/png;base64,
- 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" y="-151.519633"/>
- </g>
- <g id="LineCollection_23">
- <path clip-path="url(#p2033aa53b9)" d="M 358.517454 154.184935
- L 360.330234 154.184935
- L 360.69279 154.547491
- L 361.055345 154.184935
- L 361.417901 154.184935
- L 361.780457 154.547491
- L 362.143013 154.547491
- L 362.505569 154.910047
- L 365.406017 154.910047
- L 365.768573 155.272603
- L 366.131128 155.272603
- L 366.493684 155.635159
- L 366.85624 155.635159
- L 367.218796 155.997715
- L 367.581352 155.997715
- L 367.943908 156.360271
- L 368.306464 156.360271
- L 368.66902 156.722827
- L 369.031576 156.722827
- L 370.844356 158.535606
- L 371.206911 158.535606
- L 373.563525 160.89222
- L 373.563525 161.254776
- L 374.288637 161.979888
- L 374.288637 162.342444
- L 375.013749 163.067556
- L 375.013749 163.792667
- L 375.376305 164.155223
- L 375.376305 166.693115
- L 375.738861 167.055671
- L 375.738861 167.418227
- L 376.101417 167.780783
- L 376.101417 171.406342
- L 375.738861 171.768898
- L 375.738861 172.131454
- L 375.376305 172.49401
- L 375.376305 173.219122
- L 375.013749 173.581677
- L 375.013749 173.944233
- L 374.651193 174.306789
- L 374.651193 174.669345
- L 373.926081 175.394457
- L 373.926081 176.119569
- L 373.563525 176.482125
- L 373.563525 177.569793
- L 373.200969 177.932349
- L 373.200969 178.294905
- L 372.657135 178.838738
- L 372.294579 178.838738
- L 372.113301 179.020016
- L 372.113301 179.745128
- L 371.932023 179.926406
- L 370.844356 179.926406
- L 370.4818 180.288962
- L 370.119244 180.288962
- L 369.756688 180.651518
- L 366.493684 180.651518
- L 366.131128 181.014074
- L 364.680905 181.014074
- L 364.318349 181.37663
- L 359.967678 181.37663
- L 359.605122 181.014074
- L 356.342118 181.014074
- L 355.617007 180.288962
- L 354.166783 180.288962
- L 353.441671 179.56385
- L 353.079115 179.56385
- L 351.085057 177.569793
- L 351.085057 176.482125
- L 350.722502 176.119569
- L 350.722502 174.306789
- L 349.634834 173.219122
- L 349.634834 172.856566
- L 349.272278 172.49401
- L 349.272278 171.768898
- L 348.909722 171.406342
- L 348.909722 167.418227
- L 349.272278 167.055671
- L 349.272278 165.968003
- L 349.634834 165.605447
- L 349.634834 163.792667
- L 349.99739 163.430112
- L 349.99739 163.067556
- L 350.722502 162.342444
- L 350.722502 161.979888
- L 351.447613 161.254776
- L 351.447613 160.89222
- L 351.810169 160.529664
- L 351.810169 160.167108
- L 352.354003 159.623274
- L 352.716559 159.623274
- L 356.342118 155.997715
- L 356.704674 155.997715
- L 357.06723 155.635159
- L 357.429786 155.635159
- L 357.97362 155.091325
- L 357.97362 154.728769
- L 358.517454 154.184935
- L 358.517454 154.184935
- " style="fill:none;stroke:#000000;stroke-width:0.5;"/>
- </g>
- </g>
- <g id="axes_38">
- <g clip-path="url(#p27f15026a4)">
- <image height="39.6" id="imagef1709781fa" transform="scale(1 -1)translate(0 -39.6)" width="33.12" x="389.266958" xlink:href="data:image/png;base64,
- 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" y="-148.302637"/>
- </g>
- <g id="LineCollection_24">
- <path clip-path="url(#p27f15026a4)" d="M 405.400697 150.19682
- L 407.576033 150.19682
- L 407.938589 150.559376
- L 408.6637 150.559376
- L 409.026256 150.921932
- L 410.47648 150.921932
- L 410.839036 151.284488
- L 411.564148 151.284488
- L 411.926704 151.647044
- L 412.28926 151.647044
- L 414.645873 154.003657
- L 414.645873 154.366213
- L 415.370985 155.091325
- L 415.370985 155.453881
- L 416.096097 156.178993
- L 416.096097 156.541549
- L 416.458653 156.904105
- L 416.458653 157.266661
- L 416.821209 157.629217
- L 416.821209 158.354329
- L 417.183765 158.716884
- L 417.183765 159.441996
- L 417.546321 159.804552
- L 417.546321 160.529664
- L 417.908877 160.89222
- L 417.908877 161.617332
- L 418.271433 161.979888
- L 418.271433 162.705
- L 418.633988 163.067556
- L 418.633988 164.155223
- L 418.996544 164.517779
- L 418.996544 165.605447
- L 419.3591 165.968003
- L 419.3591 172.131454
- L 418.996544 172.49401
- L 418.996544 173.581677
- L 418.633988 173.944233
- L 418.633988 174.669345
- L 418.271433 175.031901
- L 418.271433 175.757013
- L 417.908877 176.119569
- L 417.908877 176.482125
- L 417.183765 177.207237
- L 417.183765 177.569793
- L 416.821209 177.932349
- L 416.821209 178.294905
- L 415.370985 179.745128
- L 415.370985 180.107684
- L 414.283317 181.195352
- L 414.283317 181.557908
- L 413.376928 182.464298
- L 413.014372 182.464298
- L 412.651816 182.826854
- L 412.28926 182.826854
- L 411.926704 183.18941
- L 411.564148 183.18941
- L 411.201592 183.551966
- L 410.839036 183.551966
- L 410.47648 183.914521
- L 410.113924 183.914521
- L 409.751368 184.277077
- L 406.125809 184.277077
- L 405.763253 184.639633
- L 403.950473 184.639633
- L 403.587917 185.002189
- L 402.50025 185.002189
- L 402.137694 184.639633
- L 401.412582 184.639633
- L 401.050026 184.277077
- L 400.68747 184.277077
- L 399.962358 183.551966
- L 399.599802 183.551966
- L 398.149579 182.101742
- L 397.787023 182.101742
- L 394.705297 179.020016
- L 394.705297 178.65746
- L 394.342741 178.294905
- L 394.342741 177.932349
- L 393.980185 177.569793
- L 393.980185 177.207237
- L 393.255073 176.482125
- L 393.255073 175.757013
- L 392.892518 175.394457
- L 392.892518 174.306789
- L 392.529962 173.944233
- L 392.529962 172.856566
- L 392.167406 172.49401
- L 392.167406 171.768898
- L 392.529962 171.406342
- L 392.529962 171.043786
- L 392.167406 170.68123
- L 392.167406 167.055671
- L 392.529962 166.693115
- L 392.529962 165.968003
- L 392.892518 165.605447
- L 392.892518 165.242891
- L 393.255073 164.880335
- L 393.255073 163.067556
- L 393.617629 162.705
- L 393.617629 161.617332
- L 393.980185 161.254776
- L 393.980185 160.529664
- L 394.342741 160.167108
- L 394.342741 159.804552
- L 394.705297 159.441996
- L 394.705297 157.991773
- L 395.067853 157.629217
- L 395.067853 157.266661
- L 395.792965 156.541549
- L 395.792965 156.178993
- L 396.155521 155.816437
- L 396.155521 155.453881
- L 399.599802 152.0096
- L 399.962358 152.0096
- L 400.324914 151.647044
- L 400.68747 151.647044
- L 401.050026 151.284488
- L 401.775138 151.284488
- L 402.137694 150.921932
- L 404.313029 150.921932
- L 404.675585 150.559376
- L 405.038141 150.559376
- L 405.400697 150.19682
- L 405.400697 150.19682
- " style="fill:none;stroke:#000000;stroke-width:0.5;"/>
- </g>
- </g>
- <g id="axes_39">
- <g id="patch_16">
- <path d="M 432.524642 164.934628
- L 564.495 164.934628
- L 564.495 148.324834
- L 432.524642 148.324834
- z
- " style="fill:none;"/>
- </g>
- <g id="matplotlib.axis_15">
- <g id="xtick_50">
- <g id="text_58">
- <!-- 0 -->
- <g style="fill:#ff0000;" transform="translate(430.615892 172.993691)scale(0.06 -0.06)">
- <use xlink:href="#DejaVuSans-30"/>
- </g>
- </g>
- </g>
- <g id="xtick_51">
- <g id="text_59">
- <!-- 200 -->
- <g style="fill:#ff0000;" transform="translate(488.179954 172.993691)scale(0.06 -0.06)">
- <use xlink:href="#DejaVuSans-32"/>
- <use x="63.623047" xlink:href="#DejaVuSans-30"/>
- <use x="127.246094" xlink:href="#DejaVuSans-30"/>
- </g>
- </g>
- </g>
- <g id="xtick_52">
- <g id="text_60">
- <!-- 400 -->
- <g style="fill:#ff0000;" transform="translate(549.561516 172.993691)scale(0.06 -0.06)">
- <use xlink:href="#DejaVuSans-34"/>
- <use x="63.623047" xlink:href="#DejaVuSans-30"/>
- <use x="127.246094" xlink:href="#DejaVuSans-30"/>
- </g>
- </g>
- </g>
- </g>
- <g id="line2d_15">
- <path clip-path="url(#p145ff6736a)" d="M 432.524642 164.179638
- L 433.291912 162.706445
- L 434.059181 164.030241
- L 434.826451 163.422022
- L 435.59372 162.665063
- L 436.36099 159.659916
- L 437.128259 160.370859
- L 437.895529 158.651184
- L 438.662798 161.307364
- L 439.430068 163.440883
- L 440.197337 162.605301
- L 440.964607 158.315219
- L 441.731876 159.521347
- L 442.499146 160.459673
- L 443.266415 161.788636
- L 444.033685 161.433308
- L 444.800954 162.555738
- L 445.568224 162.346634
- L 446.335493 162.339392
- L 447.870033 161.009104
- L 448.637302 160.822106
- L 449.404572 163.346781
- L 450.171841 162.773364
- L 450.939111 163.736838
- L 451.70638 162.547402
- L 452.47365 162.442315
- L 453.240919 162.135072
- L 454.008189 160.41409
- L 454.775458 157.166224
- L 455.542728 158.166756
- L 456.309997 157.690921
- L 457.077267 160.622075
- L 457.844536 162.889446
- L 458.611806 159.312375
- L 459.379075 160.731061
- L 460.146345 158.93464
- L 460.913614 156.705491
- L 461.680884 158.900715
- L 462.448153 156.743798
- L 463.982693 163.03863
- L 464.749962 161.661345
- L 465.517232 162.278412
- L 466.284501 161.26615
- L 467.051771 159.434162
- L 467.81904 159.553773
- L 468.58631 160.082313
- L 469.353579 160.901646
- L 470.888118 159.426118
- L 471.655388 160.511453
- L 472.422657 158.949008
- L 473.189927 154.414023
- L 474.724466 155.940235
- L 475.491735 158.774954
- L 476.259005 162.243298
- L 477.026274 161.553984
- L 477.793544 158.616469
- L 478.560813 152.695609
- L 480.095352 158.964783
- L 480.862622 158.265784
- L 481.629892 161.451076
- L 482.397161 158.319741
- L 483.164431 157.02048
- L 483.9317 156.810742
- L 484.69897 158.145183
- L 485.466239 157.831595
- L 486.233509 156.346338
- L 487.000778 157.131705
- L 487.768048 157.605597
- L 488.535317 156.317054
- L 489.302587 158.67202
- L 490.837126 158.465171
- L 491.604395 150.99857
- L 493.138934 154.041828
- L 493.906204 155.993127
- L 494.673473 156.351522
- L 495.440743 154.213561
- L 496.208012 156.167392
- L 496.975282 152.959563
- L 497.742552 155.15337
- L 498.509821 154.525949
- L 499.277091 158.255018
- L 500.04436 157.239111
- L 500.81163 159.273779
- L 501.578899 158.723016
- L 502.346169 159.059129
- L 503.113438 155.331831
- L 503.880708 157.568428
- L 504.647977 157.719222
- L 505.415247 155.732541
- L 506.182516 156.329558
- L 506.949786 158.113912
- L 507.717055 157.055221
- L 508.484325 158.631329
- L 509.251594 154.202671
- L 510.018864 154.728532
- L 510.786133 154.207653
- L 511.553403 161.073291
- L 512.320672 159.633902
- L 513.087942 156.337626
- L 513.855211 157.736092
- L 514.622481 153.778965
- L 516.15702 153.95887
- L 517.691559 155.909106
- L 518.458829 157.780139
- L 519.226098 155.764104
- L 519.993368 156.860228
- L 521.527907 157.697657
- L 522.295176 157.077718
- L 523.062446 157.395021
- L 523.829715 155.735532
- L 524.596985 154.948891
- L 526.131524 157.160551
- L 526.898793 156.132569
- L 527.666063 157.061653
- L 528.433332 153.572296
- L 529.200602 149.079825
- L 529.967871 150.605415
- L 530.735141 156.724246
- L 532.26968 154.291888
- L 533.03695 151.56984
- L 534.571489 153.371201
- L 535.338758 153.592644
- L 536.106028 154.777905
- L 536.873297 159.061721
- L 537.640567 157.907406
- L 538.407836 157.569291
- L 539.175106 158.2003
- L 539.942375 158.586052
- L 540.709645 157.517336
- L 541.476914 157.231884
- L 542.244184 157.334287
- L 543.011453 155.878932
- L 543.778723 157.137009
- L 544.545992 156.468177
- L 545.313262 154.964607
- L 546.080531 155.479594
- L 546.847801 151.588437
- L 548.38234 152.551216
- L 549.14961 153.560179
- L 549.916879 155.352718
- L 550.684149 154.406477
- L 551.451418 155.098727
- L 552.218688 151.876494
- L 552.985957 151.523067
- L 553.753227 158.17091
- L 555.287766 156.618131
- L 556.055035 159.568296
- L 556.822305 157.744324
- L 557.589574 157.918449
- L 558.356844 158.394084
- L 559.124113 155.461516
- L 559.891383 156.740004
- L 560.658652 157.194284
- L 561.425922 155.835432
- L 562.193191 156.457039
- L 563.72773 156.433265
- L 563.72773 156.433265
- " style="fill:none;stroke:#ff0000;stroke-linecap:round;"/>
- </g>
- </g>
- <g id="axes_40">
- <g id="patch_17">
- <path d="M 432.524642 187.961843
- L 564.495 187.961843
- L 564.495 172.86203
- L 432.524642 172.86203
- z
- " style="fill:none;"/>
- </g>
- <g id="matplotlib.axis_16">
- <g id="xtick_53">
- <g id="text_61">
- <!-- 0.05 -->
- <g style="fill:#ff0000;" transform="translate(457.6731 196.020906)scale(0.06 -0.06)">
- <use xlink:href="#DejaVuSans-30"/>
- <use x="63.623047" xlink:href="#DejaVuSans-2e"/>
- <use x="95.410156" xlink:href="#DejaVuSans-30"/>
- <use x="159.033203" xlink:href="#DejaVuSans-35"/>
- </g>
- </g>
- </g>
- <g id="xtick_54">
- <g id="text_62">
- <!-- 0.10 -->
- <g style="fill:#ff0000;" transform="translate(491.053837 196.020906)scale(0.06 -0.06)">
- <use xlink:href="#DejaVuSans-30"/>
- <use x="63.623047" xlink:href="#DejaVuSans-2e"/>
- <use x="95.410156" xlink:href="#DejaVuSans-31"/>
- <use x="159.033203" xlink:href="#DejaVuSans-30"/>
- </g>
- </g>
- </g>
- <g id="xtick_55">
- <g id="text_63">
- <!-- 0.15 -->
- <g style="fill:#ff0000;" transform="translate(524.434575 196.020906)scale(0.06 -0.06)">
- <use xlink:href="#DejaVuSans-30"/>
- <use x="63.623047" xlink:href="#DejaVuSans-2e"/>
- <use x="95.410156" xlink:href="#DejaVuSans-31"/>
- <use x="159.033203" xlink:href="#DejaVuSans-35"/>
- </g>
- </g>
- </g>
- <g id="xtick_56">
- <g id="text_64">
- <!-- 0.20 -->
- <g style="fill:#ff0000;" transform="translate(557.815312 196.020906)scale(0.06 -0.06)">
- <use xlink:href="#DejaVuSans-30"/>
- <use x="63.623047" xlink:href="#DejaVuSans-2e"/>
- <use x="95.410156" xlink:href="#DejaVuSans-32"/>
- <use x="159.033203" xlink:href="#DejaVuSans-30"/>
- </g>
- </g>
- </g>
- </g>
- <g id="line2d_16">
- <path clip-path="url(#p7c5e4022ea)" d="M 432.524642 173.548385
- L 434.077235 183.851311
- L 435.629827 187.015901
- L 437.182419 186.212184
- L 438.735012 187.006463
- L 440.287604 187.086022
- L 441.840197 185.213617
- L 443.392789 186.866223
- L 444.945382 186.185307
- L 446.497974 186.62668
- L 448.050567 187.274272
- L 449.603159 186.649263
- L 451.155751 187.272308
- L 452.708344 187.109171
- L 454.260936 186.825409
- L 455.813529 187.134216
- L 457.366121 187.052353
- L 458.918714 187.266987
- L 460.471306 187.275488
- L 462.023899 187.061351
- L 463.576491 185.786067
- L 465.129083 185.536789
- L 466.681676 187.145438
- L 468.234268 187.115585
- L 469.786861 186.869903
- L 471.339453 186.981435
- L 472.892046 187.051678
- L 474.444638 186.783895
- L 475.997231 186.17363
- L 477.549823 187.233663
- L 479.102415 187.064167
- L 480.655008 187.207783
- L 482.2076 187.260505
- L 483.760193 187.068861
- L 485.312785 187.243893
- L 486.865378 187.041529
- L 488.41797 187.153369
- L 489.970563 187.226763
- L 491.523155 186.953687
- L 493.075747 187.194363
- L 494.62834 187.243031
- L 496.180932 187.185238
- L 497.733525 187.232209
- L 499.286117 187.260381
- L 500.83871 187.190566
- L 502.391302 187.146235
- L 503.943895 187.260481
- L 505.496487 187.158713
- L 507.049079 187.139325
- L 508.601672 187.162028
- L 510.154264 187.250719
- L 511.706857 187.250575
- L 513.259449 187.161975
- L 514.812042 187.243669
- L 516.364634 187.249893
- L 517.917227 187.179237
- L 519.469819 187.082686
- L 521.022412 187.236058
- L 522.575004 187.186641
- L 524.127596 187.204841
- L 525.680189 187.258886
- L 527.232781 187.197931
- L 528.785374 187.068383
- L 530.337966 187.173158
- L 531.890559 187.218743
- L 533.443151 187.088018
- L 534.995744 187.220797
- L 536.548336 187.258966
- L 538.100928 187.208014
- L 539.653521 187.180449
- L 541.206113 187.272066
- L 542.758706 187.228674
- L 544.311298 187.160724
- L 545.863891 187.215102
- L 547.416483 187.239002
- L 548.969076 187.229817
- L 550.521668 187.231768
- L 552.07426 187.248172
- L 553.626853 187.253798
- L 555.179445 187.264881
- L 556.732038 187.205763
- L 558.28463 187.248037
- L 559.837223 187.077787
- L 561.389815 187.25862
- L 562.942408 187.169323
- L 564.495 187.183064
- " style="fill:none;stroke:#ff0000;stroke-linecap:round;"/>
- </g>
- </g>
- <g id="axes_41">
- <g clip-path="url(#p0a1278b614)">
- <image height="27.6" id="imagedbd143d249" transform="scale(1 -1)translate(0 -27.6)" width="33.12" x="20.445" xlink:href="data:image/png;base64,
- iVBORw0KGgoAAAANSUhEUgAAAIoAAABzCAYAAABHGpq1AAAABHNCSVQICAgIfAhkiAAAIABJREFUeJztnX9sXNeV3z+vKz5ySUIcpssfEANxjFiioPyggHVEN3HNxSaWkQqrABWgFKsus1ilXKRCmD8EsECE8g8WClAuiALEqm2UqsASFYpw1y0swwmsrLFLb35RdgHRmwgincBDIRL4o41mCEkdDpN9/eOc8+55I9sa2WJEpXMAaTh33rvvvnvPO+d7z68XJclmQp3qdB/6R496AHV6PKjOKHWqieqMUqeaqM4odaqJ6oxSp5qozih1qonqjFKnmqjOKHWqieqMUqeaqM4odaqJdjzqAWwPGmeScUpAv2s9ygvA5x/RmLYX1SVKnWqi3wiJcl5v40sJsAm7Y1jW3ypXgBvAp+R70j4JzAFLQFmPep4m/avo+v0pR3mSX27p2B8Xih437/EFZYq/ABYQVXGxEgEQ3dFbaYCktU3aVkuwBjs/Kj/9KTDBC9rXUSCwSzeBwZqAXuCZd2EUY047Z17bpxgDXtFe/9f7v9FtRtuAUcrIskNACN36+Yprn6KXGfLacg1YvQVxO2xcEUahAuQRsWAHxnsZYCHtuQ9hghxBepT1ijk3qibgM7ys357PjPgFdqQjfmkVOjthhWPuCBuAnPdzjvLhx1wybSmjDLCDy7ezbTtbYR8wx7C2yDM5wLl04RZXIensCyfdXoRNiHIJbErT7liWo/R2BD/U43YBg0DUSeCUXuSKgwC8zGcoAgU3JmPLPPAZXtVvcsQkJ9inLdeAU4wQ3Z5Kz41bYYNe10svUGSUSylzHudVfsxn+NhjzCx1MFunmmhLJcogO/jRO7Q3ASUGsgO5NQd3XUMzJO2N8nelAnGnnmmws4woizIsLobz9u4EDiBPNkA3Z5lIz/Kg1VRNDugCnuINYFZbl4BeRjmVtjQBr92SExJU3d0BWmO62Ej73aCfI8xzkUPuzG5ESn37HWZk+9OW7noaEaGfc99XkCUeYi497kWABujske+rCeyOIBXncRGZ7DLZfcky3KpAh35tAJJ1iAoEiAonGSHA1DzQz8scT5mmLT1yAWEQ7ZsmutwVF18GWoD9EHXo83UXWAs3GbcDXONiEkG0V8/shlsvwVXgboM0PfffgC9UT9m2pS1jlLPsoISAxxVtW0Gmf/U2lFulrQ95/htbDUVAUyRYAA9db1+HEsIMAM3IIr2l/0AYZhBoXSYwSpf+HRgHyhzmZQKLNCEMYgwZjlvC4ZmrQAzcCRIl2p9ADzwbyyGz9MKNigDrJ+zMojDTGinG4uV/CYcLyE19/d4J3Ga0ZYxiy/IiUNGHb2cky7C3NUC/HPL3FKNVZ/vFRp7kGIh1ReiGluuBSUAY5yawtxthQbuC/YOgksoEptgAuniVo1zTljmcLeZv3RiA5IeRMCqQ7Ikg3hnGUFmXzxLCMAA93bC3DC3rREWdjE1IFiMB4K3bn1HqYLZONdGWYpRUkEehLYdoB9P7QZoEkX+EiRQpAMwzAFE3xDkE6ShF/fCpl7IYJQ8iTfLuipBVMwW8RHmVw5SBw3yPZZ5Ju19CpYoNtgGRWkWCCrwLVNZTY19CJAC3iFiEARrehAaICNv7ZC0KfXToH+2ml7YfbSmj2BItqrSt3BFsMgDMMALAEFMcYiJVQRCwjLHOEHPkkeW1tnOMMMoUE9Ew7C1oaxPDXATC2s4w9A6jKgFNvMBhPQsOcxbIZxi4DKzfcqfqrizakwS+qyDYw5hiD8IMm3oZEHUIJE9GgnMAvqtD+SyifrY5bSmjdOlnbIbTWOZGFrvo/g+7IQiWU6N5hHE8MwFMMKxHiwX0LKc4xwXt1YzqWYB6nhOcYBLoTlsPc0GPX2BBmcfOpoFgMN6FLP6aG8QmJB0RUUPAHmwiUkUhCjeA/VXn+RtsNdz1u2xXs38do9SpJtoyg9swOygiz7Ntj4sEkV7QtiYETbS5czf09+tm/r8LNENna3i4LzGoPXWRNZ+LOS/sWcS0Nso50KNPcYGsTaaMGNpWsN3SIDPpDmjVuyFsS26n9kB8IMisUiUKqsggRw6RTEXXZud/EnEWpbPxM7YjPXRGGVZt9gqyVJUKQQTHsDOG9YQghu/oZw98QiWw2lvThSoDG7QhBjBhu25gnmOISc8Arrn6NsgygVlxQRBSk47OQ+ZXIHkToliP2khVYcH1VEmAH5DiDnohPggbqaItyxZ5jaxtcJMAXiHYVPoJYDzqJICd7UUPHaOYbr9+C5kM2ykAdMB6TkwhFT9pJSCGglpmDyBPvlk8ZjgCdNPHQsb+MsQM0wqKQ0cmm7pc2zJHEEfeRUaZZIJTnHXH5uRqUZkoWZCmt9zYTQo06KFmPANoVuaJcnrVBVYbIGmOwgOC3J/ZXgBhNhDc02kYJQf8CfBf2W700BnFlid9uGMyTpU4UonRLk3rNvHNWT9MmbCMR7jIRQbog9STO8FZAgS2Z19k0RjBu2vqL+9aTjGJh8wvcJKjrHCMi0EKrCFM0kB2gb1KQY8pQNcTC+n1KEJXe8JKu85GshrOMYNhXq23OVTsAnEBUX0WXpENb3iUVAezdaqJHipG+R47Uq0/i5jBrxEkRR55gBoJJgZDC5A1unuPy7kUwvYzxjQQJNdJxghoBg4xwwZZ81oemOA8IPEl5oMyOWSmtzlCCFXlJ4h4aCHgKJMK3mfTBvS4C96VG9jdA0upWpwDrogD01Ru6064vR4+QWwsmwT93Yxsqw8+ekPcQ1A95oRv5Bku8owucZlxehF/rFcM5gP2jGBRZ72uLbWKgoLM3RxjOtVi44wAZUZdwNM8cDkBiubFhadBAxrkzG691nEucIHjAJzgDNDEEqd4Wvt6rYHgJ1SDWLKpBqEGF3Zp5HFMqkbtzjWooWE1PCFLCnh3rQe9+FNkOptdX1eBNxqEYQB+71lIg6vuT/9bl/h3PmDQ1AdgFNvX2JLPIUslk3OCHwHdjDKd2X9A1qBmPTQhTGVtS8B8Emz/fSzRRJA6Y0wxzljqPgTdnbwF3HVgudXWRo46ziS2j5K/bURl2nCe4iIiSZohaXGxJ5vATUiK2tYBUXMSdi452BvBQuq1hnT77kFwKfSfWmuLBEsvCB7KyfVSKfNXr0FDA+f/Q8IJ2+39pCLH9ewkoLhBoI3f0TiZEPTx/tJPPgCj2PJYXMk1ZJp9eHI3E7pjEbLgnTxnGQcCcL1GmItV3VJHyFMbt0JFbRkWniDT0cYUoxxiQs7TKHyA5GZ4+ukB4ufc2PdBZiEBSpximFN8C4DGgyUqPchCmj5tI7sLQsMzc0GCHQDmGIDvrwY1c7AMixW5QWOoq6GP1IT/ll6roN+X5Pi/XwmHzOuQTixFRP9ZpZptxZshaTc17cOtwEwIYxxl/H1IlzqYrVNN9D4lyisIp75I2E8uQXLdGdIq0LEOrf68JkyGeCC5QIiqB4LdpTmcVYmBhiCbxhnG/DiXLAL+zl+Gp8t7lO8Ce74r3+ODiNQrkiq75DJEO8VQdkWaNjYjwQVmVQWRJHch2kwCjlDfjqnSOQ7BrcsiDezhXqyEebHPIkRriaSWrKn0m4a/+0UW7rAiguavte0mMqz9/xOSExo81aPjyUG/yuV5+skaGgFKlIExXfYHkSwPyCi2u+hFVE6ZgM6WZe6946s1RqCkwMlJTgKGEIQMxDYCCyq+r7cAFYnYB8F6vbGcd8libSuXg0HPdiVXScV1Oj/NyM4lNfCZ6X4Jbmms7U2EqTt3QovuQIzhctDVKiJ+9SfA62QNusoMYTly4XfPTC16UEHbOoD/rmPPS9PyL6RJeTXdXLUQNlV2K/PAP/2KtCVfjWQcu2BQxyoxu/1w47Ic1POvgDITjBBiCWvHKw/EKN/jY6D39WFmkTtfCQd441QHwBcYYjrVkn0EP8skJ4DwbK8QtOneGIpx2Ay0ARc5pkcps94hLKYxyl3Ezb8fBXY2WshG7paAQpBcZnFlH3RcDv3fBaKdrK7qcfP676brTk3wIWd5QebAGNT6qiDg1IDYU3rMAeBJaaog0sMevVincY0Aaeyyfw289bb8/Sf/CRiS68x2qHQ62Am3VsOJV74Jh/+tzt+L2rhFjOJkB1/jJNMsEDa1TdBagFZTKv0MMp2JISkASxzPxNF6u6rfTHaTtYXIr4bcgfYCbK5mzeQ9CJPEz7reCvpplhfdX1WcTWMPEB0E+qBTVWnDojJSmb3qs1vsJd1VpaotD38Qw4wP5dxFVtIZQF1zbfPAlyREwSTQ7g/Bp35xr4voLXe5DoLZxgDu3y/Ax3+g/duBS6vCvX5+eAVZL2O3WYJ0eW+qg9k61UQPJFHsmZxAuH6EKabSjL8yIublSR7kUhoe7e0n3WSfmJz7zcjOs9+6gREuMsUIQXbnoTMHncuSogEQ7YY0/MCAQnVkvVpt4hjMu586poIdKJUINyos9Midt316RXxTdyC5qyLenIcf3R3moaSXN+mxBryhlzH/36Ya8AoEUf1Z+PJM2NgW3F18Uj879HItrqs1YPll6D5I0LSbiHqzgyrA6mWZr9SH5M0D700PxCjWrQ2+AGQXIbDALANAF0e4mGEUELXjY+ItMMDUkc8FAtGq+bT/xrT1CCusAGb7MoOchFn6cVVfvSr7uLIKrAbcA9n0imYBKaUevdAPCXlcReCfAcXr8n0Pio/Ws09Eh/ZlqqFN/5UI6qEZuvtgUDdjFeA7OozP6iF3CXY/oxwCf9ouw28b7tpT1XeLnZRjQGNz5hijVsfjAzBKgWeU14ucSMODgvvesuKyiOMiR8QriyxRiWw44wKopChyTf04JoU8jlkGDjGdZvQeYiU183tGnKdNfCclAvmQhmagdTfQTaNeYaMhCjs2S/+4iQZOE0CpWVN94JKBCAPxd4Gn1qFnN/SYdFqVvpfIgn0LPehw5+6Cbh1D6R9kk9VBwCMWBqO7YUD4LX2wTIqlgdv6aciYvlQHOF//fekBGMWiwCCnjGK+HLnkpYwPZ4VebMl90LRtTj3APcYUMxxKA6FHmGaWsBbLBIk6EKJZlVnbYFVVj1k2fShACzLLXoTtlX6sz/4oYb69F7gexGUqTdy5tlo+CGmTrPgzqdRukBzIr8oKe2diSftucOcr2P0//yBfq3kKMvFSqfunFzUl5AhMbQ5Fz9ANAAucUAcprHCGHZyuwZ5SB7N1qokeQKI0YdYC8/aeYxjz7fRz0Tn77fgcQ1zKqGoQqWKbalMdw1xKpYw5Cq+bfr0DtGejXEXNdMHb68FWYAY3vw1tQfS1GTp6AXL0EbxS84jTMdcOc/sVh1gfeTdYwxnN2idk7SVGDWgIgX6v6Nh+SBATJuXMSw3wbfjR24JLQAxvHdq9AdzX9VZaXFc7G3WcXvp1EJyKNs7I0LsFdg1mNPR70QNaZvMATDOJ5cbYSOY5QtbmKklY5hmGLOZwZrp7Us+XgMsVggmkQSLiLGUDTKh3iy3FxLmlSVhYGwTrrTFKB0AT0/QTLM15+lmgCYh2aSLXoKaNtu+EG85auzcGXGJ8dFD70ZHduh7wzqae9x0E/NpqgzCa7qBMm/7dhkRIGkwqITNezfd+twPQsQE7zYRr6rGDrJV8DTi4j0PMamA6QBcTnOECpzl+H/XzAIySJ7D+CgFpuDhHILBFGxLnGja0Te7TA1D7bsxzBYRJbLE77t3IlYFDzHNpbz9cfTP74yZhNg1LmHKfB3KXpb2gbYeXBQTTBJFcKdqVEEew8XYU+roL0K1GOV+2I0e6e8h9M1iML+rPrwNX4f/eDhi7+y1Yvi1M8bq2vUF2N9Og332cjhkhb5Dd0Hzc4mZyrtFysdHfKGvlS+FYCdY6w3HOA1/kvaiOUepUEz2g6jGtng1mFrL8Gr89LnOKM5zhNGC4Zohh3QYbydY6xyFm0uMqVQi+TIhOw/19jHlmcoor1LvLHcKja34XwzGmt3ME9fH9dVX66+kTmXT2A73wREzqNtj1JqJSFwjyz6w3usOJ9sKuRREVlnmhKuC3GyFWzfyr2zKkah/jLjcsE0wNBEgEweCmSQviKsq5H9E5MEzlfu8nu4qTnOYUF/i5ssK71Zp7wJhZcyZZlLjfEJt3xseulfDQdYxTKR7xqiSH2VKsrysMVoFgu5K3HZjamjYbzje/KzjAtqIQgGdev3e4fz5bw2bfEGLrJ4AhRnXMAFMcIjgmhTGOsEQJeM1mcROSeBBuvRZQqdVw8dtjgB/AzzYykQeZolOGTTz0sIxVvz3e+QTBrWwc9TnEnGvX6weiP8DnI5xhig2y3p+j78IoDyhRzNtoYZD2nButkIWsEiU7yqm0pYmskSyPyCKfYjHOCLMM4VHNMaZYIZvqFWyrept7kAXZQ0B/HYiH1mbVTPN5XEUkj5SEGpknh2juYJbagJ+8qWEJYol9CbK29g6IPjdL0t4F/avpmfSSZRSNSPvITfiIcsqvfi74zLryMd3+oTHf584PuXu0nGiTwtV5RJF50+exWTzNGGcZv+fBfSd6n4FLFrnqPTJtZOPry1j9AQ9vbU/kt2WmwGywk0xllm2JoGr8DZnvKCNXNwmR8QA9MfeoxGRdJ85gYo4hZvgWULGKoT+E1SL82VOQ/LHuEr7/GvwXBHWqfkg+F0kgk1EzwqwH3UhNLLQQVtzynWz7DvxWAX73DYjV4GYxV9XRGweA3+ojiBnrpw04Ik3RU4nE+nqrNPNkzZ05TnKGs5y+x+FRTXUwW6ea6H1KlH1AEyOcdCW1lhDWNoNFASgxxEQG+ubIShPDHT6aPgec4CwXNCKuRIj6wh0DIhPOq5PrRPsCPFegkaXMpj0HzNmjRhmiJbw86mKa1SsIvtGIydTm8Rbw3GuhbRZ+9na4/j/uQIKGPJjM6XV82oXhoaL7NPO/x0qb8HFVRR83456BdPR7HtE9vp6dmeitlHuLpmSmpcy8tco+bc2yL4t4J3pfjPJzDvNhXlXdXe2RMSFWYpiJjP4zjFINUs0+ZgwkKGc+tb+0EWqkWO955Oa8OutjlsXbwF1Y1YUrxnLOoBo1upDiOkNMp9B8/TJiNZ0FXv6Vtn4baIF/9/uBS134War+TRf4GN00fVQ/9+t5RffbTT22lxRfRsWEpC0KE9FBKGroA5D8jg1CIFUH2bDAOHYNthIDbsYA+jnJqwRuPcA70ftiFNtCneYs926ZQ2TZOYY45kIh/fbWY40V7gVTo5zLGOiWgcqNkK9zrTMwnTkmF28gW9KYdEEqHZCLsw/0EaY5AJQYk2sdHOfP3tAfU7voVaAF7v5+1lEIfORDZMNOd0kuj9FiEcg5661t1+8QpMCTCDb5JKEAYAWiTyUS9WZUvRVqINj1De3elDGkweCgVRmC1Aw/5MnOtjymb/AZAJ56OLseTwWyFgDjUpMDso2c4RCjXAIddqMbsrVVx6tMZMqfw3nGOQBcduGFlQosa5nzRXvabEi9ZMTyioURoBdPS6ALmC0Du/81XC8Af2P7yzyc/UIWSe7Xf58iDRCJSEgii6qBfkoijP54J40qGjZyUZDyVd7daC3J+I2SjijrkrhLNq4kT5Aedk+70NwlK9qM+7HRfYqHzDPKJNOU4b4e5DqYrVNN9AEkit/QQtYTp78nqwochdoQOeMNPL0E9V3059LEmGYTNiKS/konVN4OV0jtwnaiF9EOC0R3E5LXnVd4c1Wi1vZIxP3Up7v4C1bgq5B8VafkKrD2L0QTGdb4PGLEij9Br0rOhD5xBKpPZX5XRPTFhOhG6d74lV1kkgKihkReEaNb+aYeICEblG1OTg+MO4D23dBuasUbIHAn+9/MRGClFGXifPbDe9EHYJQ/BcbJ6sCcG0SbGrQG7omHtaMh4BPvZYZujlXVry8jCeevqd6PY1fiyyaxl4ALfMCOZU2BSN7XgS+5Qb28SqkjEiay3Y450zoIW4I8EO8mujEfcMRVBOyaefUAEqu6RlAXJcIOx8YR7YbvyzhtLpboF7XYqoNvroRdlI9Ya+9EQKm3gsMxLqYt5xhjjPGMWr+GVck0htpHG3CaC9yv3PoHLHvxLfq1IsB8uk2WQUvY4hH8TmiYiVRDmrVzH9naSHZTV8iGIoDc3oL7bgA3XSRbGL+dtJ2GMdB+2NsDC/SKJABZ7HmyCTR3kHXYQ7rl5ClobE/k/UAWM/sGwq22kF+C6LNJJiE9IUpzjvoOyHQv3kayve6CpjiRtFp2n9KNxeDhNun0xE5Evu4ju+OEsdRdHaS3PWxmSx8g8P1pXuB7HH3Xl1d5+oBlLwIXjjKhNUhkaPn0/15syZsIqeF+92OWV1xbnjBlGwRIltfPH6E1TOa5t+yZZ4xdhCLCAAVYBCKW0vOSYiQq5qbrwzL7vBkc2FiNJGjEMHtBb8Cn8mmpsWRQpc4b8p1eWFC/VHRTAD7/hFRN9jPvZgvmOiLptzXG3CdDzKTzZ/MzwwjnmWKcUUY1Yd98YQU3TJvz05zRv3I8w21qUT51MFunmuih1XAT708T5xWAdiOOvkYCB8v79oTXzeq6THiClqs+jXzgjhXZqLyN4IkfkC1L0UN262iGLRPda67d4xj72/vzK1WfSxDNJnAVkjsqLQyaWf/7ScMjo1ij5XaJzyXKJRy0vvOECDcFFmVERViJj7bWhFLcDwyk5U8NBXqPDZQ5wTGOMZPxvLWRLaLajUlumfEXOP2u3uJqeoilub6hAwi16sc0DiWU0TqrfzXxwjvkHltgojGO3bRPKrDfXnsbOA/8FUH1mFu1jbDr0RSITPVpNZUn87rYPyCU4dI84BSXOKtoNJ3AW4o5vF1mPyHx5sshqX3FRl7R1NfWUOimkTlhiBb4hA7DwLkxyrOtMKuVpTx2GWGaZWAmTZGZg2SdxihJVbjF33kN+TTZqjBf5N3DCqrpIVaFHATleqEmxhnTod2rA00yFMjaDz1VhxSAm64eRNT0kkmgynpLCZUNOtx5zZB8JwoF2yzfxpvFW/SWNlWKgFRaalATuw3oy4gUMkkUW6pKeH6Jy7rFDqhhI4nkGtHOtLMBlsR6rUHZEmrRTXUETygepKJUa8BVgKKeW/2wGfwtuLZamQTqGKVONdJDlCjGr+ZUkmi3C5xIpfRJLgDLjHAyReMlQlyccbo5A7wH2IRvXtv2xrD4SbRgnhuGpfp71dPrjmkjKzkgSJMcQYXkSCsQJM2qG/YTYkus4GOaQlpt/PLqwjstvFEye9wcA/Qxx0KqOJ5HJLJtdu38NkqQFk+Wdzx3s9eNwlTMrHrNh11q7zQ/1r/2USs95ILE/5EQJpkDujLhi2IFKaZvywFRL+ZBrlY/9v0K4b3E3s64aJlwnlHMD2JGGYsd7Qm/xzFiFCtoWxGwEm8ewK7pea7yNl+zQCi/JHl3RxYCmlUX90T9Rvd6uQaZ04R8Ucx9ZNkODOeVaQKSyDDKAJCnl+w7RQaAIWdbKYO6QWtnEKOHzCjdhOg3Cd44yixh1Qr4iDdPZSxuVqokmM0F/byELIHdYi8qVbTSEJD1rPpKi8Y8SC1+0HN8HRkLn7Rd0adjedXbVdf/7/0Rw1rC1MZ2Kn3ti0/d9wERNgjI2p+L7nt3Ogeptdkd4eMIDfYLfgkB3sc4xyxQ0fJmqy3QFIfVKCLg9d28w/ejLXi7xo/0cwNBi0vcG8BY7Seyp9JPaD/nNdY2R7ZanB2xgkgbL+Dz+vdlkwxF+cEYxJZmibbw/r8G1KPsZVaAz/aE28L5WKM8cDwtt46OSILK2/S8UgrLTT0TihC3xqDVbQ8xS44gqyx5H8oc0wwFMcF7Cx/AEo3MU7lCkIg9UhTZTKLyVpH3X2u2DmbrVBNtgUTxZWBe0e/VoK4YnmYzOEXPkYWvXkPLOWOcTnsyb7MPeupC3p4ByxzT3CFvizMyl4A9uX3AaUYJBQwBBjmrvinzL5mPyuMu2wifSIsbL+m9r5BVIgD7oKJZjabidqFpFHYF3/uC68OU7oA71kY6xWsV4E6od7tP7yv4dR5Z5ep3Iwv9epEQaqDJ0cn1e99bY/nCrfNkM4u9npclHecMXluf5WRGsYkFV15p3ZRpy4I8E+/eO32WCa2rX9DWtkyYpidjUPTobmBe1aRUoKoKnKhUQuxqrCkiPZa0kierhq1ck16poikfsQegAv1H1ApeQFTrQBzOtIACH/T4QWjL3gAGf4gMd4HUkHxrXZhEa8bKCCzDvtpVmHffTbp4MGjRsl42gAVOjujC2XK9ZHdppntXhSDulI2oH0GeYC73oRE5ssyTBZryvQTM+iT4SkXfjXyANJ8iDeRccr3ZntznRtl+0CojCYMdYyY1Wl6vCLC3kFHr/Ys8WC3Z96ItZBSATyNPuPH5NfeblxY2/QX3u9kS4V4YC1kDf2CUSY5zSjeBQmWgjX51J7x5ixAQZGGJu+RtbfsgAzuzMTKopRlGXZyHMVfBfd8AZjlGUFomxwZw74vHMhVGVTKUkYX2oRTzHGHI2UCWkFlcv03wdm9C50dFzdj+cgg4+ZCYBOpgtk410hZLlG8ggNaHIBX008PBHNlAbbE0ZlMNimSFvFET5zUGw4veU2nMRYlRl1v0Chqtb3VTAPbI+wz9theCicyu6jf2XsYZosId1w1aJRr9tRvoT52h1xDo7IOLGsm+fmaf+81k8eotRJJskq1/8hT8eXuQRoM8mC/nfrSl7z2WcMkVwk5Ip7myHuJQU9tFE0HwP62fve7Tps/gWTlts1+89fasqhoDux4mL3oDHXAwDj0G33fIpPb202pjobV5ZgoMZ8srJQ5HnDtjnpDqborTHge73mV7O6rW7gGEQbw7Qn//SnvAVfBwmQS2nFFAjMZf07+vAcuOSSDgcw8lQWahGglQ9bsAQmMdkznHucCkhmhWT34vsDuCck+QV8Zo1QxVfa4nj7D86Cwp7RSTDGmain+5lTHKdX3VTLk1nGshF2ZdtTDOeK/L/2qBzkgfCt0KD+p99QFPPmQGMfo1MArA1/XzD/XTP0ejtxUjAAAGYElEQVSWE+OfV8tBseldITCGqbEuRjUT3++DRJoc55RWPhzWp9h62odY7psIoQ7LyJtGd0ZhVHa8MYy1VVs6cmQhehGDqwsZ749neaO4VfYy1n9ef191NeE622UMVlMqjkyJwbRW0RTa2jeb1sFsnWqiX5NEMTJTVy/Zra9YKCyPZ5xJbffmIgO7Yms8z8n0Cfd2X7Nj2Ns7vESAIBGq1UkcyYhCIQw5b5ngWLOtp9+QLyPwfFV1w7XYJNyCvq9Z6AgXmYfwpo4GeD6GaUYYdrVhuoGVWF2OcRPQxxEusWxvwdUxTvMywe76VbaatnjX80707/ElcML0tzGpANQW8XRqFl9A4F8XZsIe5fQ9FQ7yhHwWA6XiAMwGAdhuwpLU39QZeDaCWVfXeZhz6X4F4BwjZKEzDDGVMbQb26/QJVZp3I8tEN3UONoD+rviECDoM59V8IRE4I+oUzAHHIKaUiweJv2aJQrAv0G2zSYtwjNsC2K23GG1rlo2oQeNFvXhIa4wQ5EiATdsIJjBh1VOcIZDypQg4HaJNoTVQpGgcxximEucSys9S//Sa5BJ14B1kxQ5ce9DDoraaAnqEBLH1DfDTUJevFUleDL0ZYA9lBd5nlpfnfIw6REwCtzmJK18T7/5onlCJvI9AMyTVTNenXjbxyhTKRNZrx7wTjDMMc5lmGyJAXek28Amq5yL+hlTT1FBf5l2ZcPKyNL9pZ1WBPbCMRaYadeHYPN6EDWdViIL2f3ZG8cgY2kFNCMwr/++zqOkOpitU030CDCK0I9VmC0BhznLJCdDhhxZZ9x6BWiQ7Wte23IEd2C1S7A6TGqcYYY0Q0AqSG6QTVwoaW8b7qrL4U3nGgo3rCUiPJn0MoFSINhWbKxzDBC84X4DbmNQoJ4sSkftZmh6HvgfbAd6JKoH4GMKxl5kB99QJrElup6g1QS0QUtUrbfAm5rk/VwcLJGmegzHQAhVFHzYx3Rq0rdl9OxleqFMwCgvOrUgbGCqL0c2bAGCGnuarNoU6gW6GHFJ5OOMMco4EwylhrlcBFPtv16QWis9MoniqYsdrN4gW/C9SPblNC1AB3RqkPQXgCkNND6roHcWQTxdhI2jscMJXtC/riFPcBP+PYOTWk/2dOp5niVAYtnKH2I2tbLaghfImgo9M+XdPZox0BvyvF8HYOHXvJN5EKpjlDrVRI9M9Xha4ZdEV3cEh4YVrVM1szu61/kmskBaF9J+sqgDgkI5z1EATjBG8P+a4jB1Q2r0KwMTaSBz6P/6LWAtFBOkWYetGXrrzodjvS/eBjbhj9phWiXWGXU/zG5jKeJpWzAKQPJcmLDo+ztgTUuSIVaD6bQEuqkLW8CujK9HAoaCMhjjHOOZl1YWEczgLTCle3IFCsCAxt16oJryl+X69Mv3dWXyJB6AWCLy7N19lODPe+Cks8ec5lUehT3k/dK2YRRPyad/yVl2ZOLDgjXEV80u4c38FzlCdXrIuKVl+HeWRE0cYY6LaoUdYSKzWwEx+pmH1yLhdkZQyZMmuYOY/j/fjjPXlzGmnLMk8p59WJLW/V53sl1pW4DZ+9EIO2gi+4YcM8r5KggL2l6ij9Q8VlEOSQvz5mhjhfVE3PXSko0nsf6vIV5lO64fuKTlJWwr34hA3WA5nYVE38Ye2StuX+Dd6rc+LlQHs3WqiR4LiWI0yY5MrUMT8uYcXL9FWpbrWVfTtw24aCrr7UX57IFeLXQT/NdZ+4u958zaLnEIyDPpynv4cEWwUG54hp+S3SA/3vRYMYqnM4ph5nAFiR0OOaiMYi/VtV3QrE8ljcXv0kYpdd+bCprWRDL5p6GctyvQ+hWyNaAs7t7MfgNk431/M2hbgtlaKJP5pvBjON6Rhg54R6FtkUHey9kW21vHBAhbIc4ZjpFNoWoCrgWc02r5yXnO6HY7B5xkkoBBqk1tvxn02EqU+9M/188S6KvoQAKelslWmrTomNMcIfuqzD6ym+angSOM8VSair8P0rpI8O6vWnvcqQ5m61QTPbaq5/70zl7XE/ySYXZkCvcsIVvrJS5yLo2TuUQotmFwdR+wkkn6PIC+IfdhD3+b0W+w6nlvGmBHCkkl8+g3U2U8LPr/llHq9GBUxyh1qonqjFKnmqjOKHWqieqMUqeaqM4odaqJ6oxSp5qozih1qonqjFKnmuj/ASRabCZZgnQUAAAAAElFTkSuQmCC" y="-201.879886"/>
- </g>
- <g id="LineCollection_25">
- <path clip-path="url(#p0a1278b614)" d="M 35.427873 204.054404
- L 36.033242 204.054404
- L 36.335926 204.357088
- L 40.270822 204.357088
- L 40.422164 204.50843
- L 40.422164 204.811115
- L 41.481559 205.87051
- L 41.784244 205.87051
- L 42.086928 206.173194
- L 42.389612 206.173194
- L 42.692297 206.475878
- L 42.994981 206.475878
- L 43.600349 207.081247
- L 43.903034 207.081247
- L 44.508402 207.686616
- L 45.113771 207.686616
- L 45.416455 207.9893
- L 45.71914 207.9893
- L 46.021824 208.291984
- L 46.324508 208.291984
- L 46.929877 208.897353
- L 47.232561 208.897353
- L 47.83793 209.502721
- L 48.140614 209.502721
- L 48.897325 210.259432
- L 48.897325 210.562117
- L 49.502693 211.167485
- L 49.502693 211.470169
- L 50.713431 212.680907
- L 50.713431 212.983591
- L 51.016115 213.286275
- L 51.016115 213.58896
- L 51.318799 213.891644
- L 51.318799 214.194328
- L 51.621484 214.497013
- L 51.621484 215.102381
- L 51.924168 215.405065
- L 51.924168 217.221171
- L 51.621484 217.523856
- L 51.621484 217.82654
- L 51.318799 218.129224
- L 51.318799 218.431909
- L 51.016115 218.734593
- L 51.016115 219.642646
- L 50.713431 219.94533
- L 50.713431 220.550699
- L 49.95672 221.307409
- L 49.654036 221.307409
- L 49.351351 221.610094
- L 49.048667 221.307409
- L 46.627193 221.307409
- L 46.324508 221.610094
- L 45.71914 221.610094
- L 45.416455 221.912778
- L 45.113771 221.912778
- L 44.35706 222.669489
- L 44.35706 223.274857
- L 44.054376 223.577542
- L 44.054376 223.880226
- L 43.751692 224.18291
- L 43.751692 224.485595
- L 43.600349 224.636937
- L 43.297665 224.636937
- L 42.994981 224.939621
- L 42.692297 224.939621
- L 41.784244 225.847674
- L 41.481559 225.847674
- L 41.178875 226.150358
- L 39.362769 226.150358
- L 38.757401 225.54499
- L 38.152032 225.54499
- L 37.698006 225.999016
- L 37.698006 226.604385
- L 37.546663 226.755727
- L 36.033242 226.755727
- L 35.730558 226.453043
- L 32.40103 226.453043
- L 32.098346 226.150358
- L 31.190293 226.150358
- L 30.887609 225.847674
- L 28.16345 225.847674
- L 27.860766 225.54499
- L 26.04466 225.54499
- L 25.893318 225.393648
- L 25.893318 224.788279
- L 25.590633 224.485595
- L 25.590633 222.972173
- L 25.287949 222.669489
- L 25.287949 222.06412
- L 24.833922 221.610094
- L 24.531238 221.610094
- L 24.228554 221.307409
- L 23.92587 221.307409
- L 23.774527 221.156067
- L 23.774527 220.853383
- L 23.169159 220.248014
- L 23.169159 219.037277
- L 22.866474 218.734593
- L 22.866474 217.82654
- L 23.169159 217.523856
- L 23.169159 216.918487
- L 23.471843 216.615803
- L 23.471843 215.70775
- L 23.774527 215.405065
- L 23.774527 214.799697
- L 24.077212 214.497013
- L 24.077212 214.194328
- L 24.379896 213.891644
- L 24.379896 213.58896
- L 24.68258 213.286275
- L 24.68258 212.983591
- L 24.985265 212.680907
- L 24.985265 212.378222
- L 25.287949 212.075538
- L 25.287949 211.470169
- L 25.590633 211.167485
- L 25.590633 210.864801
- L 25.893318 210.562117
- L 25.893318 210.259432
- L 26.80137 209.351379
- L 26.80137 209.048695
- L 27.406739 208.443326
- L 27.406739 208.140642
- L 28.768818 206.778563
- L 29.071503 206.778563
- L 29.676871 206.173194
- L 29.979556 206.173194
- L 30.28224 205.87051
- L 30.584924 205.87051
- L 30.887609 205.567825
- L 31.190293 205.567825
- L 31.492977 205.265141
- L 32.40103 205.265141
- L 32.703714 204.962457
- L 33.309083 204.962457
- L 33.611767 204.659773
- L 34.822505 204.659773
- L 35.427873 204.054404
- L 35.427873 204.054404
- " style="fill:none;stroke:#000000;stroke-width:0.5;"/>
- </g>
- <g id="text_65">
- <!-- C9 [noise]: Tot. var. expl. 2.7% -->
- <g style="fill:#ff0000;" transform="translate(20.445 196.296551)scale(0.07 -0.07)">
- <use xlink:href="#DejaVuSans-43"/>
- <use x="69.824219" xlink:href="#DejaVuSans-39"/>
- <use x="133.447266" xlink:href="#DejaVuSans-20"/>
- <use x="165.234375" xlink:href="#DejaVuSans-5b"/>
- <use x="204.248047" xlink:href="#DejaVuSans-6e"/>
- <use x="267.626953" xlink:href="#DejaVuSans-6f"/>
- <use x="328.808594" xlink:href="#DejaVuSans-69"/>
- <use x="356.591797" xlink:href="#DejaVuSans-73"/>
- <use x="408.691406" xlink:href="#DejaVuSans-65"/>
- <use x="470.214844" xlink:href="#DejaVuSans-5d"/>
- <use x="509.228516" xlink:href="#DejaVuSans-3a"/>
- <use x="542.919922" xlink:href="#DejaVuSans-20"/>
- <use x="574.707031" xlink:href="#DejaVuSans-54"/>
- <use x="635.525391" xlink:href="#DejaVuSans-6f"/>
- <use x="696.707031" xlink:href="#DejaVuSans-74"/>
- <use x="735.916016" xlink:href="#DejaVuSans-2e"/>
- <use x="767.703125" xlink:href="#DejaVuSans-20"/>
- <use x="799.490234" xlink:href="#DejaVuSans-76"/>
- <use x="858.669922" xlink:href="#DejaVuSans-61"/>
- <use x="919.949219" xlink:href="#DejaVuSans-72"/>
- <use x="960.921875" xlink:href="#DejaVuSans-2e"/>
- <use x="992.708984" xlink:href="#DejaVuSans-20"/>
- <use x="1024.496094" xlink:href="#DejaVuSans-65"/>
- <use x="1086.003906" xlink:href="#DejaVuSans-78"/>
- <use x="1145.183594" xlink:href="#DejaVuSans-70"/>
- <use x="1208.660156" xlink:href="#DejaVuSans-6c"/>
- <use x="1236.443359" xlink:href="#DejaVuSans-2e"/>
- <use x="1268.230469" xlink:href="#DejaVuSans-20"/>
- <use x="1300.017578" xlink:href="#DejaVuSans-32"/>
- <use x="1363.640625" xlink:href="#DejaVuSans-2e"/>
- <use x="1395.427734" xlink:href="#DejaVuSans-37"/>
- <use x="1459.050781" xlink:href="#DejaVuSans-25"/>
- </g>
- </g>
- </g>
- <g id="axes_42">
- <g clip-path="url(#p740b6e8319)">
- <image height="33.12" id="image36c5e310ec" transform="scale(1 -1)translate(0 -33.12)" width="33.12" x="63.702684" xlink:href="data:image/png;base64,
- 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" y="-199.084045"/>
- </g>
- <g id="LineCollection_26">
- <path clip-path="url(#p740b6e8319)" d="M 76.210863 201.749347
- L 78.023643 201.749347
- L 78.386199 202.111902
- L 78.748755 201.749347
- L 79.111311 201.749347
- L 79.473867 202.111902
- L 79.836423 202.111902
- L 80.198979 202.474458
- L 83.099426 202.474458
- L 83.461982 202.837014
- L 83.824538 202.837014
- L 84.187094 203.19957
- L 84.54965 203.19957
- L 84.912206 203.562126
- L 85.274762 203.562126
- L 85.637317 203.924682
- L 85.999873 203.924682
- L 86.362429 204.287238
- L 86.724985 204.287238
- L 88.537765 206.100018
- L 88.900321 206.100018
- L 91.256934 208.456631
- L 91.256934 208.819187
- L 91.982046 209.544299
- L 91.982046 209.906855
- L 92.707158 210.631967
- L 92.707158 211.357079
- L 93.069714 211.719635
- L 93.069714 214.257526
- L 93.43227 214.620082
- L 93.43227 214.982638
- L 93.794826 215.345194
- L 93.794826 218.970753
- L 93.43227 219.333309
- L 93.43227 219.695865
- L 93.069714 220.058421
- L 93.069714 220.783533
- L 92.707158 221.146089
- L 92.707158 221.508645
- L 92.344602 221.871201
- L 92.344602 222.233756
- L 91.61949 222.958868
- L 91.61949 223.68398
- L 91.256934 224.046536
- L 91.256934 225.134204
- L 90.894378 225.49676
- L 90.894378 225.859316
- L 90.350545 226.40315
- L 89.987989 226.40315
- L 89.806711 226.584428
- L 89.806711 227.309539
- L 89.625433 227.490817
- L 88.537765 227.490817
- L 88.175209 227.853373
- L 87.812653 227.853373
- L 87.450097 228.215929
- L 84.187094 228.215929
- L 83.824538 228.578485
- L 82.374314 228.578485
- L 82.011758 228.941041
- L 77.661087 228.941041
- L 77.298531 228.578485
- L 74.035528 228.578485
- L 73.310416 227.853373
- L 71.860192 227.853373
- L 71.13508 227.128262
- L 70.772524 227.128262
- L 68.778467 225.134204
- L 68.778467 224.046536
- L 68.415911 223.68398
- L 68.415911 221.871201
- L 67.328243 220.783533
- L 67.328243 220.420977
- L 66.965687 220.058421
- L 66.965687 219.333309
- L 66.603131 218.970753
- L 66.603131 214.982638
- L 66.965687 214.620082
- L 66.965687 213.532414
- L 67.328243 213.169858
- L 67.328243 211.357079
- L 67.690799 210.994523
- L 67.690799 210.631967
- L 68.415911 209.906855
- L 68.415911 209.544299
- L 69.141023 208.819187
- L 69.141023 208.456631
- L 69.503579 208.094075
- L 69.503579 207.731519
- L 70.047413 207.187685
- L 70.409968 207.187685
- L 74.035528 203.562126
- L 74.398084 203.562126
- L 74.76064 203.19957
- L 75.123196 203.19957
- L 75.667029 202.655736
- L 75.667029 202.29318
- L 76.210863 201.749347
- L 76.210863 201.749347
- " style="fill:none;stroke:#000000;stroke-width:0.5;"/>
- </g>
- </g>
- <g id="axes_43">
- <g clip-path="url(#p2202085a22)">
- <image height="39.6" id="image0aed6183db" transform="scale(1 -1)translate(0 -39.6)" width="33.12" x="106.960368" xlink:href="data:image/png;base64,
- 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" y="-195.867048"/>
- </g>
- <g id="LineCollection_27">
- <path clip-path="url(#p2202085a22)" d="M 123.094106 197.761231
- L 125.269442 197.761231
- L 125.631998 198.123787
- L 126.35711 198.123787
- L 126.719666 198.486343
- L 128.169889 198.486343
- L 128.532445 198.848899
- L 129.257557 198.848899
- L 129.620113 199.211455
- L 129.982669 199.211455
- L 132.339283 201.568069
- L 132.339283 201.930625
- L 133.064394 202.655736
- L 133.064394 203.018292
- L 133.789506 203.743404
- L 133.789506 204.10596
- L 134.152062 204.468516
- L 134.152062 204.831072
- L 134.514618 205.193628
- L 134.514618 205.91874
- L 134.877174 206.281296
- L 134.877174 207.006408
- L 135.23973 207.368963
- L 135.23973 208.094075
- L 135.602286 208.456631
- L 135.602286 209.181743
- L 135.964842 209.544299
- L 135.964842 210.269411
- L 136.327398 210.631967
- L 136.327398 211.719635
- L 136.689954 212.082191
- L 136.689954 213.169858
- L 137.05251 213.532414
- L 137.05251 219.695865
- L 136.689954 220.058421
- L 136.689954 221.146089
- L 136.327398 221.508645
- L 136.327398 222.233756
- L 135.964842 222.596312
- L 135.964842 223.321424
- L 135.602286 223.68398
- L 135.602286 224.046536
- L 134.877174 224.771648
- L 134.877174 225.134204
- L 134.514618 225.49676
- L 134.514618 225.859316
- L 133.064394 227.309539
- L 133.064394 227.672095
- L 131.976727 228.759763
- L 131.976727 229.122319
- L 131.070337 230.028709
- L 130.707781 230.028709
- L 130.345225 230.391265
- L 129.982669 230.391265
- L 129.620113 230.753821
- L 129.257557 230.753821
- L 128.895001 231.116377
- L 128.532445 231.116377
- L 128.169889 231.478933
- L 127.807334 231.478933
- L 127.444778 231.841489
- L 123.819218 231.841489
- L 123.456662 232.204045
- L 121.643883 232.204045
- L 121.281327 232.5666
- L 120.193659 232.5666
- L 119.831103 232.204045
- L 119.105991 232.204045
- L 118.743435 231.841489
- L 118.380879 231.841489
- L 117.655768 231.116377
- L 117.293212 231.116377
- L 115.842988 229.666153
- L 115.480432 229.666153
- L 112.398707 226.584428
- L 112.398707 226.221872
- L 112.036151 225.859316
- L 112.036151 225.49676
- L 111.673595 225.134204
- L 111.673595 224.771648
- L 110.948483 224.046536
- L 110.948483 223.321424
- L 110.585927 222.958868
- L 110.585927 221.871201
- L 110.223371 221.508645
- L 110.223371 220.420977
- L 109.860815 220.058421
- L 109.860815 219.333309
- L 110.223371 218.970753
- L 110.223371 218.608197
- L 109.860815 218.245641
- L 109.860815 214.620082
- L 110.223371 214.257526
- L 110.223371 213.532414
- L 110.585927 213.169858
- L 110.585927 212.807302
- L 110.948483 212.444746
- L 110.948483 210.631967
- L 111.311039 210.269411
- L 111.311039 209.181743
- L 111.673595 208.819187
- L 111.673595 208.094075
- L 112.036151 207.731519
- L 112.036151 207.368963
- L 112.398707 207.006408
- L 112.398707 205.556184
- L 112.761262 205.193628
- L 112.761262 204.831072
- L 113.486374 204.10596
- L 113.486374 203.743404
- L 113.84893 203.380848
- L 113.84893 203.018292
- L 117.293212 199.574011
- L 117.655768 199.574011
- L 118.018323 199.211455
- L 118.380879 199.211455
- L 118.743435 198.848899
- L 119.468547 198.848899
- L 119.831103 198.486343
- L 122.006439 198.486343
- L 122.368995 198.123787
- L 122.731551 198.123787
- L 123.094106 197.761231
- L 123.094106 197.761231
- " style="fill:none;stroke:#000000;stroke-width:0.5;"/>
- </g>
- </g>
- <g id="axes_44">
- <g id="patch_18">
- <path d="M 150.218051 212.49904
- L 282.188409 212.49904
- L 282.188409 195.889245
- L 150.218051 195.889245
- z
- " style="fill:none;"/>
- </g>
- <g id="matplotlib.axis_17">
- <g id="xtick_57">
- <g id="text_66">
- <!-- 0 -->
- <g style="fill:#ff0000;" transform="translate(148.309301 220.558102)scale(0.06 -0.06)">
- <use xlink:href="#DejaVuSans-30"/>
- </g>
- </g>
- </g>
- <g id="xtick_58">
- <g id="text_67">
- <!-- 200 -->
- <g style="fill:#ff0000;" transform="translate(205.873363 220.558102)scale(0.06 -0.06)">
- <use xlink:href="#DejaVuSans-32"/>
- <use x="63.623047" xlink:href="#DejaVuSans-30"/>
- <use x="127.246094" xlink:href="#DejaVuSans-30"/>
- </g>
- </g>
- </g>
- <g id="xtick_59">
- <g id="text_68">
- <!-- 400 -->
- <g style="fill:#ff0000;" transform="translate(267.254925 220.558102)scale(0.06 -0.06)">
- <use xlink:href="#DejaVuSans-34"/>
- <use x="63.623047" xlink:href="#DejaVuSans-30"/>
- <use x="127.246094" xlink:href="#DejaVuSans-30"/>
- </g>
- </g>
- </g>
- </g>
- <g id="line2d_17">
- <path clip-path="url(#pe1a2f5e5ed)" d="M 150.218051 198.636461
- L 150.985321 198.903838
- L 151.75259 199.03401
- L 152.51986 198.036264
- L 153.28713 201.713002
- L 154.054399 202.740406
- L 154.821669 203.570597
- L 155.588938 202.239295
- L 156.356208 204.592759
- L 157.123477 200.97814
- L 157.890747 205.653334
- L 158.658016 203.427357
- L 159.425286 200.832697
- L 160.192555 205.739801
- L 160.959825 203.348556
- L 161.727094 205.015449
- L 162.494364 200.913363
- L 163.261633 200.469722
- L 165.563442 196.644236
- L 166.330711 199.386795
- L 167.86525 200.310044
- L 168.63252 198.964448
- L 169.39979 199.615034
- L 170.167059 198.786755
- L 170.934329 200.170959
- L 171.701598 206.751187
- L 172.468868 206.143185
- L 173.236137 205.320605
- L 174.003407 205.941106
- L 174.770676 205.68048
- L 175.537946 204.873693
- L 176.305215 205.771543
- L 177.072485 206.194341
- L 177.839754 205.853957
- L 178.607024 206.818155
- L 179.374293 206.363694
- L 180.141563 206.200723
- L 180.908832 205.326181
- L 181.676102 205.105285
- L 182.443371 203.457214
- L 183.210641 203.717112
- L 183.97791 202.805868
- L 184.74518 202.835959
- L 185.512449 201.849026
- L 186.279719 201.876764
- L 187.046989 201.674113
- L 187.814258 201.865274
- L 188.581528 201.764651
- L 189.348797 203.152774
- L 190.116067 207.079894
- L 190.883336 206.463494
- L 191.650606 205.343522
- L 192.417875 206.06486
- L 193.185145 204.524326
- L 193.952414 204.706265
- L 194.719684 206.115479
- L 195.486953 208.062631
- L 196.254223 206.890848
- L 197.021492 206.745888
- L 197.788762 207.378636
- L 198.556031 206.126069
- L 199.323301 206.760329
- L 200.09057 209.72722
- L 200.85784 206.842038
- L 201.625109 206.422195
- L 202.392379 205.860579
- L 203.159649 205.810657
- L 203.926918 206.299403
- L 204.694188 206.446778
- L 205.461457 205.554812
- L 206.228727 207.201977
- L 206.995996 206.425985
- L 207.763266 208.035616
- L 208.530535 208.072578
- L 209.297805 207.15756
- L 210.065074 204.93963
- L 210.832344 207.925114
- L 211.599613 207.718443
- L 212.366883 206.369039
- L 213.901422 208.904627
- L 215.435961 205.383159
- L 216.20323 207.069309
- L 216.9705 206.243125
- L 217.737769 208.390638
- L 218.505039 208.791803
- L 219.272309 207.622153
- L 220.039578 209.351008
- L 220.806848 207.550558
- L 222.341387 206.250685
- L 223.108656 205.180514
- L 223.875926 205.07814
- L 224.643195 205.388299
- L 225.410465 205.027289
- L 226.177734 205.948101
- L 226.945004 210.136538
- L 227.712273 208.101951
- L 228.479543 209.411143
- L 229.246812 208.987035
- L 230.014082 208.26532
- L 230.781351 208.358789
- L 231.548621 209.683641
- L 232.31589 210.036472
- L 233.08316 209.575664
- L 233.850429 208.586366
- L 234.617699 209.496673
- L 235.384968 208.362096
- L 236.152238 205.578996
- L 236.919508 205.832058
- L 237.686777 206.67292
- L 238.454047 205.973773
- L 239.221316 205.790919
- L 239.988586 205.327321
- L 240.755855 206.280035
- L 241.523125 206.31639
- L 242.290394 206.169212
- L 243.057664 206.219796
- L 243.824933 204.88593
- L 244.592203 206.947049
- L 245.359472 211.584546
- L 246.126742 209.32319
- L 246.894011 210.403711
- L 247.661281 209.534237
- L 248.42855 211.190892
- L 249.19582 211.365685
- L 249.963089 211.21586
- L 250.730359 211.247512
- L 251.497628 210.708413
- L 252.264898 209.964329
- L 253.032168 211.324005
- L 253.799437 210.58631
- L 254.566707 209.524493
- L 255.333976 211.744049
- L 256.101246 211.292307
- L 256.868515 210.395512
- L 257.635785 210.455012
- L 258.403054 210.833559
- L 259.170324 210.692423
- L 259.937593 211.555232
- L 260.704863 210.277833
- L 261.472132 210.89918
- L 262.239402 210.15112
- L 263.006671 211.742181
- L 263.773941 210.286135
- L 264.54121 211.437608
- L 265.30848 208.803199
- L 266.075749 208.585807
- L 266.843019 211.526961
- L 267.610288 208.920933
- L 268.377558 209.73097
- L 269.144827 209.086385
- L 269.912097 210.370031
- L 270.679367 208.87418
- L 271.446636 207.101146
- L 272.981175 210.044393
- L 273.748445 208.868544
- L 274.515714 210.308512
- L 275.282984 209.880258
- L 276.050253 210.362004
- L 276.817523 210.628381
- L 277.584792 209.421396
- L 278.352062 210.393095
- L 279.119331 210.353497
- L 279.886601 208.862044
- L 280.65387 209.556387
- L 281.42114 209.739667
- L 281.42114 209.739667
- " style="fill:none;stroke:#ff0000;stroke-linecap:round;"/>
- </g>
- </g>
- <g id="axes_45">
- <g id="patch_19">
- <path d="M 150.218051 235.526254
- L 282.188409 235.526254
- L 282.188409 220.426441
- L 150.218051 220.426441
- z
- " style="fill:none;"/>
- </g>
- <g id="matplotlib.axis_18">
- <g id="xtick_60">
- <g id="text_69">
- <!-- 0.05 -->
- <g style="fill:#ff0000;" transform="translate(175.366509 243.585317)scale(0.06 -0.06)">
- <use xlink:href="#DejaVuSans-30"/>
- <use x="63.623047" xlink:href="#DejaVuSans-2e"/>
- <use x="95.410156" xlink:href="#DejaVuSans-30"/>
- <use x="159.033203" xlink:href="#DejaVuSans-35"/>
- </g>
- </g>
- </g>
- <g id="xtick_61">
- <g id="text_70">
- <!-- 0.10 -->
- <g style="fill:#ff0000;" transform="translate(208.747247 243.585317)scale(0.06 -0.06)">
- <use xlink:href="#DejaVuSans-30"/>
- <use x="63.623047" xlink:href="#DejaVuSans-2e"/>
- <use x="95.410156" xlink:href="#DejaVuSans-31"/>
- <use x="159.033203" xlink:href="#DejaVuSans-30"/>
- </g>
- </g>
- </g>
- <g id="xtick_62">
- <g id="text_71">
- <!-- 0.15 -->
- <g style="fill:#ff0000;" transform="translate(242.127984 243.585317)scale(0.06 -0.06)">
- <use xlink:href="#DejaVuSans-30"/>
- <use x="63.623047" xlink:href="#DejaVuSans-2e"/>
- <use x="95.410156" xlink:href="#DejaVuSans-31"/>
- <use x="159.033203" xlink:href="#DejaVuSans-35"/>
- </g>
- </g>
- </g>
- <g id="xtick_63">
- <g id="text_72">
- <!-- 0.20 -->
- <g style="fill:#ff0000;" transform="translate(275.508722 243.585317)scale(0.06 -0.06)">
- <use xlink:href="#DejaVuSans-30"/>
- <use x="63.623047" xlink:href="#DejaVuSans-2e"/>
- <use x="95.410156" xlink:href="#DejaVuSans-32"/>
- <use x="159.033203" xlink:href="#DejaVuSans-30"/>
- </g>
- </g>
- </g>
- </g>
- <g id="line2d_18">
- <path clip-path="url(#pfe63a9c277)" d="M 150.218051 221.112797
- L 151.770644 228.796042
- L 153.323236 233.666834
- L 154.875829 234.535621
- L 156.428421 233.414446
- L 157.981014 234.808692
- L 159.533606 232.909887
- L 161.086199 233.662929
- L 162.638791 232.987038
- L 164.191383 234.660987
- L 165.743976 234.365872
- L 167.296568 234.713469
- L 168.849161 234.637551
- L 170.401753 234.677601
- L 171.954346 234.662357
- L 173.506938 234.707746
- L 175.059531 234.817168
- L 176.612123 234.676426
- L 178.164715 234.809266
- L 179.717308 234.507124
- L 181.2699 234.76903
- L 182.822493 234.294672
- L 184.375085 234.635343
- L 185.927678 234.823589
- L 187.48027 234.81795
- L 189.032863 234.827304
- L 190.585455 234.792546
- L 192.138047 234.700995
- L 193.69064 234.627192
- L 195.243232 234.819273
- L 196.795825 234.806725
- L 198.348417 234.835176
- L 199.90101 234.830375
- L 201.453602 234.754142
- L 203.006195 234.837429
- L 204.558787 234.763095
- L 206.11138 234.792939
- L 207.663972 234.73696
- L 209.216564 234.828839
- L 210.769157 234.815448
- L 212.321749 234.828556
- L 213.874342 234.834283
- L 215.426934 234.825418
- L 216.979527 234.820409
- L 218.532119 234.778001
- L 220.084712 234.759107
- L 221.637304 234.766114
- L 223.189896 234.817232
- L 224.742489 234.799971
- L 226.295081 234.705751
- L 227.847674 234.768015
- L 229.400266 234.797642
- L 230.952859 234.837645
- L 232.505451 234.835488
- L 234.058044 234.816874
- L 235.610636 234.838659
- L 237.163228 234.669275
- L 238.715821 234.717175
- L 240.268413 234.798585
- L 241.821006 234.756927
- L 243.373598 234.804649
- L 244.926191 234.767306
- L 246.478783 234.75472
- L 248.031376 234.839899
- L 249.583968 234.765704
- L 251.13656 234.838803
- L 252.689153 234.787911
- L 254.241745 234.815308
- L 255.794338 234.828685
- L 257.34693 234.821961
- L 258.899523 234.804362
- L 260.452115 234.822669
- L 262.004708 234.728671
- L 263.5573 234.818902
- L 265.109892 234.803799
- L 266.662485 234.838182
- L 268.215077 234.752068
- L 269.76767 234.799075
- L 271.320262 234.715393
- L 272.872855 234.820374
- L 274.425447 234.830605
- L 275.97804 234.834368
- L 277.530632 234.823113
- L 279.083224 234.830136
- L 280.635817 234.812008
- L 282.188409 234.831391
- " style="fill:none;stroke:#ff0000;stroke-linecap:round;"/>
- </g>
- </g>
- <g id="axes_46">
- <g clip-path="url(#pf230078e2e)">
- <image height="27.6" id="image5e594767c9" transform="scale(1 -1)translate(0 -27.6)" width="33.12" x="302.751591" xlink:href="data:image/png;base64,
- 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" y="-201.879886"/>
- </g>
- <g id="LineCollection_28">
- <path clip-path="url(#pf230078e2e)" d="M 317.734464 204.054404
- L 318.339832 204.054404
- L 318.642517 204.357088
- L 322.577413 204.357088
- L 322.728755 204.50843
- L 322.728755 204.811115
- L 323.78815 205.87051
- L 324.090834 205.87051
- L 324.393519 206.173194
- L 324.696203 206.173194
- L 324.998887 206.475878
- L 325.301572 206.475878
- L 325.90694 207.081247
- L 326.209624 207.081247
- L 326.814993 207.686616
- L 327.420362 207.686616
- L 327.723046 207.9893
- L 328.02573 207.9893
- L 328.328415 208.291984
- L 328.631099 208.291984
- L 329.236468 208.897353
- L 329.539152 208.897353
- L 330.14452 209.502721
- L 330.447205 209.502721
- L 331.203916 210.259432
- L 331.203916 210.562117
- L 331.809284 211.167485
- L 331.809284 211.470169
- L 333.020021 212.680907
- L 333.020021 212.983591
- L 333.322706 213.286275
- L 333.322706 213.58896
- L 333.62539 213.891644
- L 333.62539 214.194328
- L 333.928074 214.497013
- L 333.928074 215.102381
- L 334.230759 215.405065
- L 334.230759 217.221171
- L 333.928074 217.523856
- L 333.928074 217.82654
- L 333.62539 218.129224
- L 333.62539 218.431909
- L 333.322706 218.734593
- L 333.322706 219.642646
- L 333.020021 219.94533
- L 333.020021 220.550699
- L 332.263311 221.307409
- L 331.960626 221.307409
- L 331.657942 221.610094
- L 331.355258 221.307409
- L 328.933783 221.307409
- L 328.631099 221.610094
- L 328.02573 221.610094
- L 327.723046 221.912778
- L 327.420362 221.912778
- L 326.663651 222.669489
- L 326.663651 223.274857
- L 326.360967 223.577542
- L 326.360967 223.880226
- L 326.058282 224.18291
- L 326.058282 224.485595
- L 325.90694 224.636937
- L 325.604256 224.636937
- L 325.301572 224.939621
- L 324.998887 224.939621
- L 324.090834 225.847674
- L 323.78815 225.847674
- L 323.485466 226.150358
- L 321.66936 226.150358
- L 321.063991 225.54499
- L 320.458623 225.54499
- L 320.004596 225.999016
- L 320.004596 226.604385
- L 319.853254 226.755727
- L 318.339832 226.755727
- L 318.037148 226.453043
- L 314.707621 226.453043
- L 314.404936 226.150358
- L 313.496884 226.150358
- L 313.194199 225.847674
- L 310.47004 225.847674
- L 310.167356 225.54499
- L 308.35125 225.54499
- L 308.199908 225.393648
- L 308.199908 224.788279
- L 307.897224 224.485595
- L 307.897224 222.972173
- L 307.59454 222.669489
- L 307.59454 222.06412
- L 307.140513 221.610094
- L 306.837829 221.610094
- L 306.535144 221.307409
- L 306.23246 221.307409
- L 306.081118 221.156067
- L 306.081118 220.853383
- L 305.475749 220.248014
- L 305.475749 219.037277
- L 305.173065 218.734593
- L 305.173065 217.82654
- L 305.475749 217.523856
- L 305.475749 216.918487
- L 305.778434 216.615803
- L 305.778434 215.70775
- L 306.081118 215.405065
- L 306.081118 214.799697
- L 306.383802 214.497013
- L 306.383802 214.194328
- L 306.686487 213.891644
- L 306.686487 213.58896
- L 306.989171 213.286275
- L 306.989171 212.983591
- L 307.291855 212.680907
- L 307.291855 212.378222
- L 307.59454 212.075538
- L 307.59454 211.470169
- L 307.897224 211.167485
- L 307.897224 210.864801
- L 308.199908 210.562117
- L 308.199908 210.259432
- L 309.107961 209.351379
- L 309.107961 209.048695
- L 309.71333 208.443326
- L 309.71333 208.140642
- L 311.075409 206.778563
- L 311.378093 206.778563
- L 311.983462 206.173194
- L 312.286146 206.173194
- L 312.588831 205.87051
- L 312.891515 205.87051
- L 313.194199 205.567825
- L 313.496884 205.567825
- L 313.799568 205.265141
- L 314.707621 205.265141
- L 315.010305 204.962457
- L 315.615674 204.962457
- L 315.918358 204.659773
- L 317.129095 204.659773
- L 317.734464 204.054404
- L 317.734464 204.054404
- " style="fill:none;stroke:#000000;stroke-width:0.5;"/>
- </g>
- <g id="text_73">
- <!-- C10 [noise]: Tot. var. expl. 2.5% -->
- <g style="fill:#ff0000;" transform="translate(302.751591 196.296551)scale(0.07 -0.07)">
- <use xlink:href="#DejaVuSans-43"/>
- <use x="69.824219" xlink:href="#DejaVuSans-31"/>
- <use x="133.447266" xlink:href="#DejaVuSans-30"/>
- <use x="197.070312" xlink:href="#DejaVuSans-20"/>
- <use x="228.857422" xlink:href="#DejaVuSans-5b"/>
- <use x="267.871094" xlink:href="#DejaVuSans-6e"/>
- <use x="331.25" xlink:href="#DejaVuSans-6f"/>
- <use x="392.431641" xlink:href="#DejaVuSans-69"/>
- <use x="420.214844" xlink:href="#DejaVuSans-73"/>
- <use x="472.314453" xlink:href="#DejaVuSans-65"/>
- <use x="533.837891" xlink:href="#DejaVuSans-5d"/>
- <use x="572.851562" xlink:href="#DejaVuSans-3a"/>
- <use x="606.542969" xlink:href="#DejaVuSans-20"/>
- <use x="638.330078" xlink:href="#DejaVuSans-54"/>
- <use x="699.148438" xlink:href="#DejaVuSans-6f"/>
- <use x="760.330078" xlink:href="#DejaVuSans-74"/>
- <use x="799.539062" xlink:href="#DejaVuSans-2e"/>
- <use x="831.326172" xlink:href="#DejaVuSans-20"/>
- <use x="863.113281" xlink:href="#DejaVuSans-76"/>
- <use x="922.292969" xlink:href="#DejaVuSans-61"/>
- <use x="983.572266" xlink:href="#DejaVuSans-72"/>
- <use x="1024.544922" xlink:href="#DejaVuSans-2e"/>
- <use x="1056.332031" xlink:href="#DejaVuSans-20"/>
- <use x="1088.119141" xlink:href="#DejaVuSans-65"/>
- <use x="1149.626953" xlink:href="#DejaVuSans-78"/>
- <use x="1208.806641" xlink:href="#DejaVuSans-70"/>
- <use x="1272.283203" xlink:href="#DejaVuSans-6c"/>
- <use x="1300.066406" xlink:href="#DejaVuSans-2e"/>
- <use x="1331.853516" xlink:href="#DejaVuSans-20"/>
- <use x="1363.640625" xlink:href="#DejaVuSans-32"/>
- <use x="1427.263672" xlink:href="#DejaVuSans-2e"/>
- <use x="1459.050781" xlink:href="#DejaVuSans-35"/>
- <use x="1522.673828" xlink:href="#DejaVuSans-25"/>
- </g>
- </g>
- </g>
- <g id="axes_47">
- <g clip-path="url(#pae3cd6b55a)">
- <image height="33.12" id="imagec186517fc0" transform="scale(1 -1)translate(0 -33.12)" width="33.12" x="346.009274" xlink:href="data:image/png;base64,
- 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" y="-199.084045"/>
- </g>
- <g id="LineCollection_29">
- <path clip-path="url(#pae3cd6b55a)" d="M 358.517454 201.749347
- L 360.330234 201.749347
- L 360.69279 202.111902
- L 361.055345 201.749347
- L 361.417901 201.749347
- L 361.780457 202.111902
- L 362.143013 202.111902
- L 362.505569 202.474458
- L 365.406017 202.474458
- L 365.768573 202.837014
- L 366.131128 202.837014
- L 366.493684 203.19957
- L 366.85624 203.19957
- L 367.218796 203.562126
- L 367.581352 203.562126
- L 367.943908 203.924682
- L 368.306464 203.924682
- L 368.66902 204.287238
- L 369.031576 204.287238
- L 370.844356 206.100018
- L 371.206911 206.100018
- L 373.563525 208.456631
- L 373.563525 208.819187
- L 374.288637 209.544299
- L 374.288637 209.906855
- L 375.013749 210.631967
- L 375.013749 211.357079
- L 375.376305 211.719635
- L 375.376305 214.257526
- L 375.738861 214.620082
- L 375.738861 214.982638
- L 376.101417 215.345194
- L 376.101417 218.970753
- L 375.738861 219.333309
- L 375.738861 219.695865
- L 375.376305 220.058421
- L 375.376305 220.783533
- L 375.013749 221.146089
- L 375.013749 221.508645
- L 374.651193 221.871201
- L 374.651193 222.233756
- L 373.926081 222.958868
- L 373.926081 223.68398
- L 373.563525 224.046536
- L 373.563525 225.134204
- L 373.200969 225.49676
- L 373.200969 225.859316
- L 372.657135 226.40315
- L 372.294579 226.40315
- L 372.113301 226.584428
- L 372.113301 227.309539
- L 371.932023 227.490817
- L 370.844356 227.490817
- L 370.4818 227.853373
- L 370.119244 227.853373
- L 369.756688 228.215929
- L 366.493684 228.215929
- L 366.131128 228.578485
- L 364.680905 228.578485
- L 364.318349 228.941041
- L 359.967678 228.941041
- L 359.605122 228.578485
- L 356.342118 228.578485
- L 355.617007 227.853373
- L 354.166783 227.853373
- L 353.441671 227.128262
- L 353.079115 227.128262
- L 351.085057 225.134204
- L 351.085057 224.046536
- L 350.722502 223.68398
- L 350.722502 221.871201
- L 349.634834 220.783533
- L 349.634834 220.420977
- L 349.272278 220.058421
- L 349.272278 219.333309
- L 348.909722 218.970753
- L 348.909722 214.982638
- L 349.272278 214.620082
- L 349.272278 213.532414
- L 349.634834 213.169858
- L 349.634834 211.357079
- L 349.99739 210.994523
- L 349.99739 210.631967
- L 350.722502 209.906855
- L 350.722502 209.544299
- L 351.447613 208.819187
- L 351.447613 208.456631
- L 351.810169 208.094075
- L 351.810169 207.731519
- L 352.354003 207.187685
- L 352.716559 207.187685
- L 356.342118 203.562126
- L 356.704674 203.562126
- L 357.06723 203.19957
- L 357.429786 203.19957
- L 357.97362 202.655736
- L 357.97362 202.29318
- L 358.517454 201.749347
- L 358.517454 201.749347
- " style="fill:none;stroke:#000000;stroke-width:0.5;"/>
- </g>
- </g>
- <g id="axes_48">
- <g clip-path="url(#pcdaeb98a85)">
- <image height="39.6" id="image574ae0056b" transform="scale(1 -1)translate(0 -39.6)" width="33.12" x="389.266958" xlink:href="data:image/png;base64,
- 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" y="-195.867048"/>
- </g>
- <g id="LineCollection_30">
- <path clip-path="url(#pcdaeb98a85)" d="M 405.400697 197.761231
- L 407.576033 197.761231
- L 407.938589 198.123787
- L 408.6637 198.123787
- L 409.026256 198.486343
- L 410.47648 198.486343
- L 410.839036 198.848899
- L 411.564148 198.848899
- L 411.926704 199.211455
- L 412.28926 199.211455
- L 414.645873 201.568069
- L 414.645873 201.930625
- L 415.370985 202.655736
- L 415.370985 203.018292
- L 416.096097 203.743404
- L 416.096097 204.10596
- L 416.458653 204.468516
- L 416.458653 204.831072
- L 416.821209 205.193628
- L 416.821209 205.91874
- L 417.183765 206.281296
- L 417.183765 207.006408
- L 417.546321 207.368963
- L 417.546321 208.094075
- L 417.908877 208.456631
- L 417.908877 209.181743
- L 418.271433 209.544299
- L 418.271433 210.269411
- L 418.633988 210.631967
- L 418.633988 211.719635
- L 418.996544 212.082191
- L 418.996544 213.169858
- L 419.3591 213.532414
- L 419.3591 219.695865
- L 418.996544 220.058421
- L 418.996544 221.146089
- L 418.633988 221.508645
- L 418.633988 222.233756
- L 418.271433 222.596312
- L 418.271433 223.321424
- L 417.908877 223.68398
- L 417.908877 224.046536
- L 417.183765 224.771648
- L 417.183765 225.134204
- L 416.821209 225.49676
- L 416.821209 225.859316
- L 415.370985 227.309539
- L 415.370985 227.672095
- L 414.283317 228.759763
- L 414.283317 229.122319
- L 413.376928 230.028709
- L 413.014372 230.028709
- L 412.651816 230.391265
- L 412.28926 230.391265
- L 411.926704 230.753821
- L 411.564148 230.753821
- L 411.201592 231.116377
- L 410.839036 231.116377
- L 410.47648 231.478933
- L 410.113924 231.478933
- L 409.751368 231.841489
- L 406.125809 231.841489
- L 405.763253 232.204045
- L 403.950473 232.204045
- L 403.587917 232.5666
- L 402.50025 232.5666
- L 402.137694 232.204045
- L 401.412582 232.204045
- L 401.050026 231.841489
- L 400.68747 231.841489
- L 399.962358 231.116377
- L 399.599802 231.116377
- L 398.149579 229.666153
- L 397.787023 229.666153
- L 394.705297 226.584428
- L 394.705297 226.221872
- L 394.342741 225.859316
- L 394.342741 225.49676
- L 393.980185 225.134204
- L 393.980185 224.771648
- L 393.255073 224.046536
- L 393.255073 223.321424
- L 392.892518 222.958868
- L 392.892518 221.871201
- L 392.529962 221.508645
- L 392.529962 220.420977
- L 392.167406 220.058421
- L 392.167406 219.333309
- L 392.529962 218.970753
- L 392.529962 218.608197
- L 392.167406 218.245641
- L 392.167406 214.620082
- L 392.529962 214.257526
- L 392.529962 213.532414
- L 392.892518 213.169858
- L 392.892518 212.807302
- L 393.255073 212.444746
- L 393.255073 210.631967
- L 393.617629 210.269411
- L 393.617629 209.181743
- L 393.980185 208.819187
- L 393.980185 208.094075
- L 394.342741 207.731519
- L 394.342741 207.368963
- L 394.705297 207.006408
- L 394.705297 205.556184
- L 395.067853 205.193628
- L 395.067853 204.831072
- L 395.792965 204.10596
- L 395.792965 203.743404
- L 396.155521 203.380848
- L 396.155521 203.018292
- L 399.599802 199.574011
- L 399.962358 199.574011
- L 400.324914 199.211455
- L 400.68747 199.211455
- L 401.050026 198.848899
- L 401.775138 198.848899
- L 402.137694 198.486343
- L 404.313029 198.486343
- L 404.675585 198.123787
- L 405.038141 198.123787
- L 405.400697 197.761231
- L 405.400697 197.761231
- " style="fill:none;stroke:#000000;stroke-width:0.5;"/>
- </g>
- </g>
- <g id="axes_49">
- <g id="patch_20">
- <path d="M 432.524642 212.49904
- L 564.495 212.49904
- L 564.495 195.889245
- L 432.524642 195.889245
- z
- " style="fill:none;"/>
- </g>
- <g id="matplotlib.axis_19">
- <g id="xtick_64">
- <g id="text_74">
- <!-- 0 -->
- <g style="fill:#ff0000;" transform="translate(430.615892 220.558102)scale(0.06 -0.06)">
- <use xlink:href="#DejaVuSans-30"/>
- </g>
- </g>
- </g>
- <g id="xtick_65">
- <g id="text_75">
- <!-- 200 -->
- <g style="fill:#ff0000;" transform="translate(488.179954 220.558102)scale(0.06 -0.06)">
- <use xlink:href="#DejaVuSans-32"/>
- <use x="63.623047" xlink:href="#DejaVuSans-30"/>
- <use x="127.246094" xlink:href="#DejaVuSans-30"/>
- </g>
- </g>
- </g>
- <g id="xtick_66">
- <g id="text_76">
- <!-- 400 -->
- <g style="fill:#ff0000;" transform="translate(549.561516 220.558102)scale(0.06 -0.06)">
- <use xlink:href="#DejaVuSans-34"/>
- <use x="63.623047" xlink:href="#DejaVuSans-30"/>
- <use x="127.246094" xlink:href="#DejaVuSans-30"/>
- </g>
- </g>
- </g>
- </g>
- <g id="line2d_19">
- <path clip-path="url(#p28178d5fd3)" d="M 432.524642 211.744049
- L 433.291912 206.399834
- L 434.059181 207.441036
- L 434.826451 206.683261
- L 435.59372 204.8367
- L 436.36099 202.003758
- L 437.128259 202.026766
- L 438.662798 198.695467
- L 439.430068 198.699668
- L 440.197337 198.254786
- L 440.964607 199.384494
- L 441.731876 200.155306
- L 442.499146 201.857008
- L 443.266415 201.456974
- L 444.033685 202.01032
- L 444.800954 203.311903
- L 445.568224 205.202913
- L 446.335493 203.432565
- L 447.870033 205.047115
- L 448.637302 203.717667
- L 449.404572 203.465033
- L 450.171841 205.188037
- L 450.939111 204.114049
- L 451.70638 203.708096
- L 452.47365 204.233816
- L 453.240919 202.326375
- L 454.008189 200.890084
- L 454.775458 201.543627
- L 455.542728 200.821889
- L 456.309997 200.983596
- L 457.077267 200.080484
- L 457.844536 201.81347
- L 458.611806 200.541297
- L 459.379075 202.010002
- L 460.913614 200.764336
- L 461.680884 200.54326
- L 462.448153 202.514845
- L 463.215423 201.8222
- L 463.982693 202.257577
- L 464.749962 202.043191
- L 465.517232 202.205334
- L 466.284501 202.879619
- L 467.051771 203.338498
- L 467.81904 202.468129
- L 468.58631 202.329937
- L 469.353579 202.352692
- L 470.120849 201.741258
- L 471.655388 202.887497
- L 472.422657 202.434051
- L 473.189927 205.211873
- L 473.957196 203.758952
- L 474.724466 203.353119
- L 475.491735 201.336979
- L 476.259005 203.832481
- L 477.026274 202.326878
- L 477.793544 199.571663
- L 478.560813 203.957917
- L 479.328083 203.920327
- L 480.095352 203.182843
- L 480.862622 203.025491
- L 481.629892 204.836555
- L 482.397161 206.079235
- L 483.164431 208.05167
- L 483.9317 207.799908
- L 484.69897 207.953042
- L 485.466239 208.364545
- L 486.233509 209.349642
- L 487.000778 208.925559
- L 487.768048 207.804817
- L 488.535317 209.408032
- L 489.302587 207.984179
- L 490.069856 208.461423
- L 490.837126 206.475799
- L 491.604395 208.919757
- L 492.371665 207.022281
- L 493.138934 204.722472
- L 493.906204 204.707566
- L 494.673473 204.212125
- L 495.440743 201.471788
- L 496.208012 202.134289
- L 496.975282 204.095815
- L 497.742552 204.428834
- L 498.509821 203.303451
- L 499.277091 200.998724
- L 500.04436 201.877988
- L 500.81163 201.123337
- L 501.578899 203.530038
- L 502.346169 202.174436
- L 503.113438 202.577308
- L 504.647977 202.617126
- L 505.415247 204.655415
- L 506.182516 203.717747
- L 506.949786 203.237482
- L 507.717055 203.767017
- L 508.484325 202.186886
- L 509.251594 202.468969
- L 510.018864 201.859758
- L 510.786133 202.045057
- L 511.553403 199.467337
- L 512.320672 200.652337
- L 513.087942 199.339399
- L 514.622481 199.954309
- L 515.389751 201.099913
- L 516.15702 200.407033
- L 516.92429 200.175923
- L 517.691559 202.31303
- L 518.458829 201.494034
- L 519.226098 201.569734
- L 519.993368 202.748649
- L 520.760637 203.402927
- L 521.527907 203.550449
- L 522.295176 202.405691
- L 523.062446 203.229646
- L 523.829715 203.242194
- L 524.596985 201.194015
- L 525.364254 200.4287
- L 526.131524 200.925884
- L 526.898793 201.668853
- L 527.666063 198.683548
- L 528.433332 198.60321
- L 529.200602 198.713973
- L 529.967871 201.088142
- L 530.735141 199.712573
- L 531.502411 202.050251
- L 532.26968 198.361673
- L 533.03695 198.889922
- L 533.804219 196.644236
- L 534.571489 198.370278
- L 535.338758 197.397335
- L 536.106028 198.376325
- L 536.873297 197.168792
- L 537.640567 199.515631
- L 538.407836 200.049045
- L 539.175106 199.829236
- L 539.942375 201.90625
- L 540.709645 202.144925
- L 541.476914 203.872105
- L 542.244184 204.958706
- L 543.011453 205.236717
- L 543.778723 204.110686
- L 544.545992 204.049772
- L 545.313262 203.039294
- L 546.080531 199.617118
- L 546.847801 202.30907
- L 547.61507 201.021357
- L 548.38234 200.574663
- L 549.916879 201.466521
- L 550.684149 200.735184
- L 551.451418 199.801116
- L 552.218688 202.11527
- L 552.985957 200.94699
- L 553.753227 200.175757
- L 554.520496 201.724194
- L 555.287766 200.966701
- L 556.055035 201.783928
- L 556.822305 203.492638
- L 557.589574 203.111557
- L 558.356844 201.500769
- L 559.124113 202.860963
- L 559.891383 202.132088
- L 560.658652 203.213415
- L 561.425922 203.405728
- L 562.193191 202.823929
- L 562.960461 202.701565
- L 563.72773 203.062368
- L 563.72773 203.062368
- " style="fill:none;stroke:#ff0000;stroke-linecap:round;"/>
- </g>
- </g>
- <g id="axes_50">
- <g id="patch_21">
- <path d="M 432.524642 235.526254
- L 564.495 235.526254
- L 564.495 220.426441
- L 432.524642 220.426441
- z
- " style="fill:none;"/>
- </g>
- <g id="matplotlib.axis_20">
- <g id="xtick_67">
- <g id="text_77">
- <!-- 0.05 -->
- <g style="fill:#ff0000;" transform="translate(457.6731 243.585317)scale(0.06 -0.06)">
- <use xlink:href="#DejaVuSans-30"/>
- <use x="63.623047" xlink:href="#DejaVuSans-2e"/>
- <use x="95.410156" xlink:href="#DejaVuSans-30"/>
- <use x="159.033203" xlink:href="#DejaVuSans-35"/>
- </g>
- </g>
- </g>
- <g id="xtick_68">
- <g id="text_78">
- <!-- 0.10 -->
- <g style="fill:#ff0000;" transform="translate(491.053837 243.585317)scale(0.06 -0.06)">
- <use xlink:href="#DejaVuSans-30"/>
- <use x="63.623047" xlink:href="#DejaVuSans-2e"/>
- <use x="95.410156" xlink:href="#DejaVuSans-31"/>
- <use x="159.033203" xlink:href="#DejaVuSans-30"/>
- </g>
- </g>
- </g>
- <g id="xtick_69">
- <g id="text_79">
- <!-- 0.15 -->
- <g style="fill:#ff0000;" transform="translate(524.434575 243.585317)scale(0.06 -0.06)">
- <use xlink:href="#DejaVuSans-30"/>
- <use x="63.623047" xlink:href="#DejaVuSans-2e"/>
- <use x="95.410156" xlink:href="#DejaVuSans-31"/>
- <use x="159.033203" xlink:href="#DejaVuSans-35"/>
- </g>
- </g>
- </g>
- <g id="xtick_70">
- <g id="text_80">
- <!-- 0.20 -->
- <g style="fill:#ff0000;" transform="translate(557.815312 243.585317)scale(0.06 -0.06)">
- <use xlink:href="#DejaVuSans-30"/>
- <use x="63.623047" xlink:href="#DejaVuSans-2e"/>
- <use x="95.410156" xlink:href="#DejaVuSans-32"/>
- <use x="159.033203" xlink:href="#DejaVuSans-30"/>
- </g>
- </g>
- </g>
- </g>
- <g id="line2d_20">
- <path clip-path="url(#p58621241ec)" d="M 432.524642 225.078506
- L 434.077235 224.268049
- L 435.629827 232.830246
- L 437.182419 231.780243
- L 438.735012 233.285294
- L 440.287604 234.347423
- L 441.840197 221.112797
- L 443.392789 234.814138
- L 444.945382 233.952063
- L 446.497974 233.932287
- L 448.050567 232.50036
- L 449.603159 233.551469
- L 451.155751 234.534843
- L 452.708344 234.622571
- L 454.260936 234.541896
- L 455.813529 233.884972
- L 457.366121 234.592827
- L 458.918714 234.786179
- L 460.471306 234.770261
- L 462.023899 234.586762
- L 463.576491 234.767097
- L 465.129083 234.839842
- L 466.681676 234.520501
- L 468.234268 234.81061
- L 469.786861 234.810798
- L 471.339453 234.828083
- L 472.892046 234.639401
- L 474.444638 234.775554
- L 475.997231 234.676369
- L 477.549823 234.814507
- L 479.102415 234.411061
- L 480.655008 234.786354
- L 482.2076 234.823468
- L 483.760193 234.752049
- L 485.312785 234.706298
- L 486.865378 234.734629
- L 488.41797 234.81904
- L 489.970563 234.810084
- L 491.523155 234.694222
- L 493.075747 234.785559
- L 494.62834 234.814831
- L 496.180932 234.591321
- L 497.733525 234.798462
- L 499.286117 234.826134
- L 500.83871 234.478534
- L 502.391302 234.802577
- L 503.943895 234.827187
- L 505.496487 234.824708
- L 507.049079 234.763132
- L 508.601672 234.672029
- L 510.154264 234.51578
- L 511.706857 234.681924
- L 513.259449 234.601843
- L 514.812042 234.399017
- L 516.364634 234.824318
- L 517.917227 234.758621
- L 519.469819 234.631659
- L 521.022412 234.804573
- L 522.575004 234.821569
- L 524.127596 234.740286
- L 525.680189 234.827622
- L 527.232781 234.821096
- L 528.785374 234.777892
- L 530.337966 234.805883
- L 531.890559 234.803352
- L 533.443151 234.809764
- L 534.995744 234.752914
- L 536.548336 234.711768
- L 538.100928 234.744933
- L 539.653521 234.810598
- L 541.206113 234.784929
- L 542.758706 234.835162
- L 544.311298 234.757278
- L 545.863891 234.748338
- L 547.416483 234.75247
- L 548.969076 234.657703
- L 550.521668 234.544896
- L 552.07426 234.718056
- L 553.626853 234.780542
- L 555.179445 234.638802
- L 556.732038 234.782881
- L 558.28463 234.789912
- L 559.837223 234.68505
- L 561.389815 234.54735
- L 562.942408 234.839899
- L 564.495 234.761948
- " style="fill:none;stroke:#ff0000;stroke-linecap:round;"/>
- </g>
- </g>
- <g id="axes_51">
- <g clip-path="url(#p2c5075a62f)">
- <image height="27.6" id="image62d5efdc3d" transform="scale(1 -1)translate(0 -27.6)" width="33.12" x="20.445" xlink:href="data:image/png;base64,
- iVBORw0KGgoAAAANSUhEUgAAAIoAAABzCAYAAABHGpq1AAAABHNCSVQICAgIfAhkiAAAIABJREFUeJztnX9oXNmV5z9v2yorUmGVs6sfSNCqZtqWcQ+RYTztrDu0/uiJM5smThYHhcFEA9ugfwxaGM36jzX4D4OWxYsXRmAGBF6IoBeiTbO0gmdp9YQZhTDT7nig5U2M5Q50ScRGkpftkrA9pZJna/8459x7bslJl9x2287UAanq3brvvfvuPffc7/lxz8tqta0aTWrSZ9C/eNoNaNLzQU1GaVJD1GSUJjVETUZpUkPUZJQmNURNRmlSQ9RklCY1RE1GaVJD1GSUJjVETUZpUkO062k34Fmgq+xiFigD3Vq2BJSAOR48rWY9U9SUKE1qiH4nJMqEPsYSUABuAPP628YadHXBWT0uIJKjFXiLSwCs8xZomVFFr9ckoeeOUfpdk4eAAWBKjweRwa4QB32jTZjDjj0zQA8Ab3CZj3gz+aXyGe34mbajB3iZ48Cq/lIi3vEfPvuBnhN66owyxi4KCDbo0bIC8Aa/BlZCvUsc5oeINLA6AHOkg1oADrjjpbwwkF07ZQA7ag3XW3e/DiLS6kwdTrnMLt7kJ3r0kbu6XEtoN/Bn+n0I+DbPM2VPMh7lbXZRIR1cGxBjAfuthyjqO4AFV2eO00A3w4yHOt1AERnqBVcG6WB3A0cect9W4pDabxX3+6a2owj0u+uWgRP8BJEcAO8hC50xXQ8i5w4xwblwr3F+QcrCzxc1wWyTGqInKlHeYRdl4oz3UsRmfTcwy2kmOB/OKyBz1KTNHAPE+W5y4NscYxqQWW/Xt1lvUqIbWUI23b1Nmux29+vBL3Rp+Q09rgDjXNSjRf38AaxtQIs7KfsKIyyENvj71S9jzws9UUaBvwCWOMskIAMxxQhxSAHKUL0JuT1sX8d/KB83q3AbuAe0608HYairxm5S/GFMUoxXTwCsX3I8o7SSMlhBr+eXzlUiM01zXL7Ufgx33A0KQK4LGGKUmeS+nrp5vpjmiTHKXXaR5wjS1YX0x7Wfws/1+2397EUwH0A+B7TCrQ05vo5AAj+SB4HXXmSYpQRrtBKxCsjg+tP62T5opil5oGutfosLGHoaY5IVUq1qhn6oLccTsz0Im94gsiuMskg/KX7qwPDLs88wT0zrqQD50K2l+ENtA36ADD5ADujU77/Sz5YqFKrQpsdt8fQgUXoBiglANvG+Tpz5NqgdenwAeIOr/IzDfI13AHiHE4FRbJkEWbKkVFhvkhGEaSruioOQea2nQ1vQCrWbUpTlmGKEMV0qjVpJGedZpiaYbVJD9AQxyg+BSeLMA1iFT65Jsa3rnYh0KCLLCQgw7AT27pfjuzej7my6av7rnGaOEnEZGADO8DYTnAySwZaQoh6f4yfaplWipCswwUlW8ZYVkSMFVzbOWT2nEvDHFGMMMxnMbSZr5hgkhcc9iKIuZaPMhl8MA808w0vQE2aUBaS7bZSvwN9+CH/lqu3TP2MWEEbJ9gCHtMAGthVhBxCOkeueVdvsbqKtxhjF8Ml5LmhJK9GQHy03E5xhncgUZgSssB1X+Hr6VH5xpYcUJ/lrznAslB9jLmhjAPPPMKM8QctsAfgGcb4AvCtMcAjFGIgU6dpDCnhNV7EuHkC4yKMNG64K59STc4Fz4SwbqPOcrWtDiaj4xvKifprSuxs4xQUmGA91dgPjXOAC40FjMrDsn/oKQ4wwH57oira6AgwzB0QG9MB4iF3PLLM0MUqTGqInKFHMZFbA9AcYhNdW4DWgVpWibD9RWNt8tnlW0uMbRAuI6dAQlxGRH975F5eG3XXXWiI68Exb6djmBFyFIE28DDvNOGVSLNNPlGAmRbwe1O9+M9RiutMix8PVRlTaPIv0BBjlB/GztgbZqwyr1bXMSXqAaQZh65rWuykqMgPEYS5DtSr+NhBbS+eG8Fv+XS20oToQvtugreIXMvtW1E9huAmmEuuw2EwECBsZuLUrdBBxi1GrtsBafgM4zjyHiAxmv5WILFrAGOgAtnjVWZueKXoCjKIw8taaaDaDH3Ilk6LlGryYAVRSJijehEMr8Ika2O7rZSyopIpgmftAi9bp1HNbrsFhYbqT+TLwPS5wIgzIWU5xLpjdwcxcrUSzfkRDZc5o3QlOsYBIhnqD3iCptRailbeon2Wi9BAwPcoIUwGK9wDnuai1CqEdF9j1TBrgngCjuHlxC2iByit6vAVLLZkwwV9q2R3g68D7G9HgViXGIoL0flGPzZLbCfydXD+M2nfmgQMsciIMUg8wxqmwNJzhAhcdQEVv1YowhzGKMUgrcIq3AXibk4kGA1EjMqY7zxgjTG5zG0CFaUaJWpt3CFTC/1WEWeDZstg2wWyTGqLHKlHeYRcnbMb05eDjKpRgtU3Xnpe+AuTgR1X4X3qSeV3n4Z/uytcXvoyY7e/rb22kkgPgY0Qa9VJHK4nLsRWRGCZRRlWaeEBqyvI5VX3tvHEuAT1cUtzib2/UAYwzgSjBAEtMM8Qw887TY3fRBwVt4QAwyFlOAdHfdJ4jWqeCLHT/7SF3/mLpczPKZb1E9LKaOC1C4SZsoWBVf7tVlUH20Uy3gS14wRb6XsQIZzRItL+ossTfEw115iuiDJQSjWOBlCnsln5pmA4ebRgPmheYT/mtwARGHYGhxFq7QhoK2coMg5i2Jz6ebq1TBGBYPeoHiPhmilHSICh7gm+S6lP/lcbJGHPot9b6LHpkRvm1Rq+9yVUALnNYg5Udrm8DXgb6XtSysgxqP5ER7gF/pH9bWlaUqsEZ2KllvUQpYxp3gegoXKtC1yZTnGVYo8vq1d5WDEie5azWieavVlKze1E/bSg39fsq44y6cyHKLIubif7oKIkqDKoV+Zoy/Os5mOe0/r5CP4vJHFpi0LXN6D9irgShP9XPMtHEUNJjQ0+7kZn2n3gUemRGWQEO838wIf8ml4jWAYCPZGDz3yIa1Fsh1wpH16KvZ4kIaK2HtogMZVRGmMr8QUeJy5ExTwvIYlBONBVv/WzFrLUVzjHmSvtJlWHThfzC5SNUjKEW6u5gdqNWxlw8ygRnOMNYZBqdCLtz2ld6zyKpO0BCQOeYCczUT2pvAln2+vWidoclUqYXt8Uwux7Jp9QEs01qiB5JooyxiyNAK/+KRd4A4AQTpOE/PZA3H43NAA1lHCT64wy/WHwKyJJTII1ZsUhnwyP5LrlHV/1sFgRiOGWFGCiNXuIS5zQgyZbJ+vNBTGeLpKFO3UwwzhlGCeC1tgZZjtQWWwQKiRTb1NaYctzaJXeao1uuAZDtZ55hjqskElm9yUzYmIJ7Eu/rvkHqhrS7+uUq9stxHfbZHUiWHTHKmFZfIUavGsw7ERpujR/E4t/HFLhNGrB4aQUOa+e0IdL7FpFpOonakNUp6iXzr2phNw+LVRtjmhuk0M+7Fw1BnGU8lJ1nAtjkNOc4H7CHiW4LkoSznNdhcrG7WRfezirR9+fZZHsMLrQyZyGULBJcHJlF5/cDPczqMjPCeUaYZ9rFFAuTLtZd3XQ7zxzdRPeF9cRgsprvhHbEKN6/AfKYMdrEr4/WsCVg3fH6NxDWWklNmHdI405Nehjg7UUYZ++LEFTHgruA0BiTLCDzq37zhGeUImk0Wz9nnCZUH0PSz4gC0EUs4GGW84y4euZzggnOhwBvv/0k7RPfEr+ZpJsLnErM/ACnOc/5gFF8FG999K+fOD16fen9i4wH//ujuAp2FI9ywanCRS07yYR+W9S/ek+I74h+ZB+MDziswC+X07D7IiI97LROIPci6dIQ9wWOqsQqIWy4cTde/cU8LDHCEQ1DtBCEInFB/GlV790Jr6rJ5wrDQIGzTAWouYDFugwTly17LumR06pJlUiZU2JRRt1DmqZVIl36fKCXf15fVj8pC8h08G5HOM2ZZFLbXb37odGwhiaYbVJDtCOJ8rZbqU5yGRHy0SKZcnmFAZZY5BgR6D1s5qwDfwF/W00j8o+iUkTO69f5X++g8zNkhShN9uTl8wBwhW5X6wDDLNADTAY8ssgR5rnCcUY0RFHCKiUC34xjq4g0muE4UR5Z1F0U+6cVJ5lE2QTmw8YSjxlK8OlyaoHe64FxD1EGflXLBrjESQXjAncnOLcNtRwglS+GqiLikhFbaFCi7AijpLEe84j+bwadkjYhov9F+jnC0kPjUL1GMMkVOPpTAbRKHbkaG8bCW0Q7ihnl2om81u7qtctnjC4bgDVnt+m9xsxejV29q9ss7sCVQgZ7u9RKCziLhl3LmPI4s8wGUOpryBOV9NuchT3eel9O3FqWZwAo35Rx7iBisb6c3tdrULZw7Q4lb/EOFx0YX0Cmq7cCbSKLc8kdm6vC932jtANGKVHmZcDgWJlURStLMFJm9YsMqvnYM4r/s7IR5pnOHRFtCIAV1tnN7kyYsGoa0H1iR99HzPlujLpysKbMtRQgdFkk1cd6eBt4+UPxVFuZ+YyOrsErZvJeAnYzwlyyvtvnkEoew92TIbFGWSXOEty9Fq9f1U9T+e8jAL1AVPlrVch8kJVMvBFmmA4xvytcZDwJDbd92h6oDpDGv/jfdsIgRjtglBUWlVFuAINMJRs8lxiArByac4T5JOIVTIeQz7cCCIaznCFaRpHPu2tsGtflu+juWmWtk3R1a5ElxiuXM9kRKH8YB+QeEf+hn9cRJvF1Dmq9fSplcrKkeDhpEsXbZSvALCOu7RYfUdaNbNBxaJMeYJFuKKpZwJyaBaBPT81e194ysF8AuikA76hvyWzFZuVB71a9C4V8HI9FUuXYlpwKqbw6zq6G7ClNMNukhmgHEmUziDoLufGTu5vFhFONe83XAnF99EAMSpzjiDsDOSu35oxuFVY5xnA2x+retFXzHCENOrwhU8ykhaq9IRzhOrLs3CLinQLR6hvuKe2ZZAw/L8c4t813NMY0kwy78wAO0K2SIZohh+AV/X3f+yJROoHc1wGJ0C8AU0HaLgE9DBI3ym8ieOSGu1O1CrTLPaxeD/WIMaodZVfnAI1Rw1rPRXbxnn43C0C5ro5f+8w6eoC49EwFJ9wCcYVdgbtVGTQbpByQy5HaV82m6LUGz1wQzFy/vCnRb1a0j6hRXdeyFiKIPKh/+3OkkL2HVHcQu9AYM+GuU4ww6raKTjGECf1BxTF2JW9LLoAy1xLHdAgXtdwCAgaJTGb3WySYLJMJaFTUzxXgZp09yRjc9+Ax4EwDuVsaliineMCMVu9HlDUvVexhTE4UEQYRc7Q3IhmT6JlV9be3o8wB0dAULZYP30reQ2Kpq96Ua+wjgt4cqZnUwOMgEtoAkN9PWMWrilHKQNsysBwfqgXokjsuBNW6fsIMIMO5HiIhrNXeRFcGxphhktPM6bWGmQqaoZ1n1/ZTZoDUA2WS2wPWoCpvxeN6708crwU+i1GaGKVJDdGODG5DKlEGgUlV1yxQ+RQjwLvwqUbJtwO5/aQZ1FaIMSv1C5cZl4wG2U6FYK5fAWYZBt6TDAkQtxFl+921yvDhRpQotuS88iLie7J721VL+n1B7C+3XVPbgIPQka+xnuhypiRDdCRUsC2xA8yHpi2G51rh4Z4or6JZrMsQw7qMeTnrpU0rFpYp43Kc8dAKa2W9dOpHljnRQn+hpQ+XLDsyuJlIbEUY5BQXQ4Q6zMPNjdiaPqDPmunX+A7iDhn/mIsEKBbsMfXMcoOpsHfXNmQWYGsjVslse6rr/L6N6JnuAF56EUnaI7hHnuWC3t9F23Z1wW1nrGsDbsP6vkxDC+yZSsSFRQf+0w1o+SkAZYcPEgYG7QdVh2trsmQaU19Hjod+zJWX4iMa3vEME01y0v5ZLjHKW0nPmyfOzitA8HL/jN8H4Gu/QVXeEaNYZNQou7SLW3lbA49P8mdRiwANYzQmqHdg1WMNW5ltZi8jg+b32Nl55brzCpDTa+UqyIwouToV0XgSK66az7XLTnFar7sgOAfEQJbPCci1W24RjX55u74hNY/WWuFOnDSrxUyYLpEHQ8igzkscMQhD3iJqbL8iZHZYNltLFVby6bzvIe6ljHpPWbNbyf1GmdzmTjTYDSSb5R9GjxS4VEKG8G3HsTAIB9+PIDK/hwhCi1poDOINyWWS2AyArJ6RIEa7pnSMK6HrZxghBic72JblIG/nFoihhyYFjIscE7Yj7c71wEGRDEGy3AHu6ODm1IBmUd+d18RHdZ80dGJrDVrW4mTqIAJtq1dCljp/nxZgCWr3xPiYUaN6F0rOuDbLMWKMipUOsb0Pt4PZAbaDgIdRE8w2qSF6JImyjsxFnzfkNHOcz45B3uuhptKWtMx8Q6ZgQ1SXvXHZgpMO6adJGD8fJMBxLjGI2b173LU+YNs8uquzP29i2gVD5bw5SjFVl0bVdX4ozb1O6vH1PihzA9xxzdnSvwJRopgArbpzrZ51bFX/bhOt+kel/san8KGK0oFsjkV2yxLWps+21/pjPdzOyBZ074PbLntSeiRG6XA39gYkGVhbPc0Y5qPBray17greBGTXAVtBzY1eBue1NZOTv1aZGFGvo1SrQmamV62Tz2k2Bc9Add1VW1bflbNvZl1wT8GtN/msx9uFaIvrxME9iOByv1epRf/aid7vftJ8dW3u0RS31HozskJNmEuXqJsFGOjaZLGvg9T1V+C4GvP8Yu7s3+GpfYjCw+iRGGWOBwy7aDejCc6HZp7iLIIFHoY11NQOiG2w3ilgUkCutojfCFIf1Fx6SAtLRLzTxXFWQyskZrVbtSprraXCWCG7K7Cu1p7Fy/m5144Y7Mzju48Uj9zR46vEzJdmqu8jMkI7Edt6e+QWcZ78XJtmweZKta5BOlhg49N4jvTcUKh4jOkkM5Q3znl0aL89zBjh6ZH39dRbGqE+cM98l95eWKirDTFnUX3gUyt+cZOAoQH4RMHjOiJmC2ux83OIqF4HOrRe/vVEWT7LLBVwMajyNAPMcvNWbELWUoNe2J+3HCZKh1agvxqbn+XgsMtgaQDUd0Y7UYIYg/UCeQ3vNK3NbDJ71S/ceVMkifpypEw+vg0sqt+rjAijEZcXzrQYb4Sw3vV8CRLf8lm5+ptgtkkN0SNLlEP85oUlfrNp5ZGMnHFWtx+c4zSpiwt3jsyHaduiUL0ZQWSVuHndAKK3cxjlVzRqzfCPJPa7yPkww8Ju47ptIrm8CQWVndVrMb4l64pt3dsKr2n7azdl6l4lBbhFRL7vtfDOAVKLsFW8ArfU32RbWIpEcXAHaLnGdH6AVAqsMKHLjZH0m/Wrgajd+G2m72x7P8nD6ZEZ5RwPmGBX6OQyggyiWBNQO8F4SDhlWn4/3mDUzXazcQHpREOD6virkoruAqmtAm1Apy8QuGaMaWv0POm2tG22hDJUy/BhL3TnBRet3suEGe9BR16YZ53dokUZuDUtpZ8YQecj9PYaU/QQt6bZ8KpW6JdSbUsSjQeSfOjof9F63wcKnOF0eM7pkKrU3BS25RQio3yPE1zlYfapevpc6UMvsSvEOLxL3JwB0XMzD7L2Q9hvm3spNl+8yx+Rvm9rkOPMMGtst6Ym+hY0+Bj62WSJIeCG22mXQ5jOO/TNUCfSaZQzId2nzaNqjTQe19pqe6AVa+Qy2KxmZC019ijWXadfYm+92vv3SIYy4/N9wHcRrGm66V7naqiuxXPdM0IBPl2TrjFrrWWCKBAR6Hdsv5NHInVGzGB+OIIFfvyCtyjzm832nj5X2ou3eMC0XmJtDWiDHjVtW0Dg2l1SjaANqjlYMJM07wE30lmZq+gc06EsI7OxF7qdsfkY8+Kiz0paUuAYM7qHxmJYzY4jdaYYYYjpsAkMoJxBRdsdls69Ufp4wdyRq6GbWQE4zhKzebOMAiwL31+Hf9QV60styDLi87nUNoANYTBL5WEvhujUgv0IQ93ZiOfdIwJjk1R3lyFfZJCZRDIu0R/jdvM5hEn6uaqvxpvRXvkan01NMNukhujx5nC7L55SiDMzl4eqrbk2c+7Ass2QrASfViNIBehcZj7nNHtbBkixxDowwlQQriVkld8ExnTH3mQIKxQZNcQsu4EFzia7+iyS3a61yHF5xcrH8d70omDUq/l1AVVmgS3Cl7xKmyM1pnn8Ypdro25ngS5NvRuxfywIvA14yURwEehIgr4BMRoa/Gm3CP9KeAej4LTG9vU8thTnHZpYxwzzA8S38nygZdVPtKBXnanAai2LMR9+Y/oWsWOtk/apfUN/78pZFwkVkUHfZHve15J+vq/hgd9yHlhd/KhWY5Dd5lomS4UtB0i7+UMge5HEW1ytxsPbyNLz10RcYTEwR4lLyB3ENtJPau2yyHyAvTk62KRi7bEHsa0edq0iGl7hbVY2VY11KlrxGyGd6xJw5UlsAPtt9G1S32UrAlh9oqsPXpI+7crBqvVOtkdSgraQInsDkiCD0wHk9kfloiVqWkUtq0DIFmCBPiYpwkxbQjJV7o9ja7t2yzlYsAExqypEY1dO29a1EhMqW6yvjc8dZDLcJuLze1rWTgS4Zq0d0ucD4dI7VcdgVdb7sjT9WAshlVmQdLeBjg0NfbCGWNiGjcAH2kMdgS93klCniVGa1BA9NokyzQNG2BUm0QrxfX7eGVXOyU7fxCG3hUgTP9va48+Uob+vlkRnraESP5dU4wiziQSpfoqIalPR7wOd8L6pxEqS9WAgRuvXp+KAaJC7V40zPIdIxZw+T8tasHv87/8rRfeAg4uwp5d4/XvEV6AG7FYVQ11Jj83h2Iaq08DeAhSWE9wW2pE4OVdJnSyHEK3nAP+endNjBbO+mWViDsSp4Fd5lzCEVbWNlIi79qwTrQNsoMpxmVivxQAeWkS4XlG7QD+LLNdIg4HMUmtMeA/p1HkiBuqD5UGgcDMOmrn7PbN4XOHDDPo2YkbtLXmO5V/Dj7TKLWSF+f5192yWauM+MXHjr4jbSSDmhekF2vX6uR6xChtDos9zD7HHWCBVzl5jY5s/zODWSv4Rcrg9VkaZ4kEIwN5EJMhJLpL6MNUoFDZrk84M0Id25UuwfjSLQA6odWYCdj6NQHJpK4MCZG0OnxszeOYzXGG2nL5YPUiKoratGu/JFtIGb8PQTfFB1N2WOj5D+88RHuhchT92sa/0IuP313r8MRF/2P38BnyADn13QIlUBWynLu3qIQR9eVhfIZo6d0aPPcW5Ncs2UY9xKpE0kvrqh3GmWif3kUiQBKyVkQ70ndiCvHtwqe68Nqj1ZSF75O6cME3VGNPvX+50nwUxpq3nFMxWkU63nPsgDKMSIzDgurbF2vCx/JWJ2lgvUaj9sV3L0tAukIYjWBgDpB5pA/q9xOXJM0of8K/d8f4yE0wFKDDFz/g8b3NvgtkmNUSPXaKYr2cBUcxK1KfRKcNdt62jjIjSflJc4e0oVs/bWYxa6r7fJ/FObr4k6cYXX5Pja4PIOmBeYIBet0nRKEcU57b02FJUD3JLRClwG/7pEznd0MFRvVQSHNSJSEMfTN2OSMJ+VydHajr4S9j4Gzm0VWkf8MKbwHHXDt35bI6MaOF6NHrsjGJvhJhwEXB+6Rlmhpn2LD6lgc0O0KwaQh67tBGZxhijE9UENiLeuUfUTIJ1cyBJB9efhyuH0g3cRcT5Psdgeh/DCD4AqURcBu2efcREyfOCTaquyBJvtwAfqKvqzmX5vQi8YHK9BQGz1oaDCJdZPwHciSYas7e98GXE6bgP2Pu6ln6VIvD72AZkPwo7pyf2BrBvEDcdlbTMoluHshrzr+iOEntLus+Z7/fhgKVtlR43Bsv2wC83RHQZoxiD7MPFfbRyhrPEHSxLjDClbngjl1TTPLcHXaowY2DTVDwuAmiDFbWL/xVyWoHIKH/wZX2mMlz/tZRd1Uu1Az0eGJuExT1v3Yb6Ax/DgZKr92+QLOfZtzjtotw69PkfBz0xRjnMA5bUruLjNc33e0y/zXVmUfzacqTW09DT/egAOl/u3Y2YEMdm/GGiL2TbXiKhUaaYZogYiG11epDFQbeKdr0nOxA7iLPZNByv5bTBP74N/04PP0YMrX8E/IFtEvsuYZfhQc16XtYW9rxEXKNMghpTDBGlpPVFvouYI0Keq5tp1u6KX82oSON+nEaoCWab1BA9wZdPwgmuUuJwmM8l/dxdX9GChrytw+OA+8B6VeI0Wlwdk0K2WB9EcYvtcSYkEzYBINssO/CJq0aZ1aSDlr8F4HvQ956cmdezuz4SKVMgserm3o4roq18fwLw51poQPy78FWVml+9iqizf45IQpBldIkISAvybFlLLfbNLWQJ7NN0LmjMz22o3g+PzYC31zwGeqKMAocSf+Ym0mcDuBdFe2ObB6rehP6Rfr5M7MQyMlgebBbgSBI1Knbg5ZpEpwHMM823gXMuh9xUeDdyDDQY1fAFebG22+DQdi3drgG88G/hP/9P+X4bGfcv/QdSx2JRn+/HevwxUdMzWPGR9kfR9UcBagczsmIt3gB59hWvqbUgTKLGw53kuW+EnjCjSAKeUb1NScuSUN4W3IuflMx07QFjGbI7tRBfUWvJ4oCF2Jb9AcUY3FnRc6uKM0p95kTw6MmslnBEJVAFMR5eYDyw3jmmpF1trs1V4Dj8nkqY3zPwsUX6jsQcUXVHf1/QP8sO9TExpainQ1A7rJw+BNm+Gvuz6M/K5aE1L7dtNG/sTumJMwqIaR9gQGNWxPHt9s+bJHE79lkndeQViD4NiC+ktBcqANDPALJFzFjgAFDaCwXdA7MU8sVJiwCOMZskQoXobGgFxoOvqixt6CRKQmvPd11bzezf5uqYddWkI3qddSJYXpc6K/8vVmkD9lj6UYB9UNs/wCiLIV55CJh8wi+qbILZJjVEX4hEMbLZLuRCB20J6VJ5XqtG5xsEK2qtmEWHny1LncRwOYrJrkCImQ+jpcTU5QJHFByYCPeJNSzw7BQTjIQtEO9pcqBKzPJke4kMO3QQ8ZUFJH2ESIQF4rJiEtJH5uuS26nJj17wqN8w0UGAEQaJnps3v4BK9/2AAAAFbUlEQVTX3n6hjDLLA86yS3cd63B25USbyfZwzF5llMFPO0k8xdm9mthNfG6dYOYvamEPHaRJvroRNGJxXlltgT1Zmm5nrQZ7MnE/eN9qBRjjTGCkQRZYMDtLpotb55qoOT7vCcRwRZDfryMMY8DbnI1loh3lD4GD8IK5ne33NqJtpesrXODMF/5O5C+UUUA2jl1iF/hcZhnAgYArNkFmm3Z+Vq1JB98nME9WqEmoQQEGVE4VkHHyW53smrYlnjuw0QI39kZm6sqkNXMMY0w3yvmwf3EuWHF9BgWVPV1leLm6/e0pPvbEslSbFxzXQJ8j7psI1jF1+TpRXf6mFB1jgbmn8OLsL5xRwDZF2xBKMsARl6u1DOmGbss1YhoHkOuCDmpJ0owyaUoHK/PeeDqhRgb4l0QV9TPmcilgAVcld7LdLW4oA6DvWqq5tSHLiKlLnQgD/IgQpLKhwWd7nO2DEmICeHW/HL+6Ap9uyKTIhDmeBpNAE8w2qUF6KhJFYFj0s0xwIvEyVyBJFBPEtstuXS1KzOxGuywdRrY4FN21vgFMGhDIPmC74aaMyJAjmNouaTHsSgZxIxBO9vbkVgSrhOP98CrwoSYONL+VxtICbH3i8iGaWSA4PQWIjbLI1N4H1J6SFPH0lBgFDDb+SpvgfZwFiHEYRrbs+KBrfY/Pmo5ZLpO3TGy0w5Ayj2Ycgbo80oMshMVDsImZ6cquXg8TTPpcTQCaMrVEvMMg5PyLnnRJ26eM0oe8i6c9bpv9l+/q8xwlgtnXvgL8Q3i8qWeAQYwe2wawz0PvqCZkS/oNRI1es0nqg3t63Wc70YxPDD5qJaqOA5C8MbTE9vyJRaL/eD4JP+hmgtnQLp/1oOjKKlhmRrDd4xc5EzStG8Ac/fLuRGP+BaAFLnynFnDVmWeIMeqpiVGa1BA9xaUn0gke8JNgXxFp0gNU1I62YRFuXn0xtbGXkILC9BGvCZk0KbvjejJd52YNBjJ708VgqF/SepZIokhqpJtxboGsNhe3YXh3Q64o2SLNFL//RWDwC7eHPCo9E0vPdvomsMoR3YyzAixb+gyzTWgajK6uqOTW52yyT682V5AlLgYixMi7JVdviWPYDq0LnAFiHLBBX4ArdIgK267d+HcIYPXhmPtg/yvoizh9C/97g/3x9OkZZRR5x7JtNbiBDNCyhSKCMEwvvJ5FmOqNa/bdrnFFX7w0qvlT5O3pMXnPGFOUiDhJYmiPExPzwAjj4Yz5MOjzUKvSkUk3bnxI9Bq77FDffwWmucyj7qt52vRMLD0PIy+ST7NLknXlYEWXIx+8aBO3G9lP1APhJVTLKuq7cxKDWITwrq64qKwzyXFOM8v5ELxUYZTZRBqBKK5ixLdcCAXIWsPw/49DBO05ZGwIWRefTyaBJphtUoP0zC49D6dzjGryG8sZ6eN8igieuUL0Ui9r0t4ujUcZ0nqtwLmwfCxq6VCSXGeJ7fkqi4gU875Ja499DgCHuUrMLPz803PGKJEua6JBb9E1T/EN4p705SrsyUW7SoFoQ/EA9wBpqm9jknr/UZH0vel2f/+apx7gjedEm2mUnltGeRhd0nSmJWJYgdlJbebfIA6ulwZml7VEESsPqddN+hoH/+l2Bj03Ku9O6HeKUTydVZxub8oqabl5aU5ymXd4E4ATXOaSfv+h1rMMsN8jMoGp1RAlj72I2uwz534HmQSaYLZJDdLvrET57WSQ1zsAy8SsLgD9XOZUEo+06Wr67IsFd/ws+2s+D/0zZRSQ5HemG63j9/03aTv9M2aUJu2EmhilSQ1Rk1Ga1BA1GaVJDVGTUZrUEDUZpUkNUZNRmtQQNRmlSQ1Rk1Ga1BD9fwLD954uDqtmAAAAAElFTkSuQmCC" y="-249.444297"/>
- </g>
- <g id="LineCollection_31">
- <path clip-path="url(#p2c5075a62f)" d="M 35.427873 251.618815
- L 36.033242 251.618815
- L 36.335926 251.921499
- L 40.270822 251.921499
- L 40.422164 252.072842
- L 40.422164 252.375526
- L 41.481559 253.434921
- L 41.784244 253.434921
- L 42.086928 253.737605
- L 42.389612 253.737605
- L 42.692297 254.04029
- L 42.994981 254.04029
- L 43.600349 254.645658
- L 43.903034 254.645658
- L 44.508402 255.251027
- L 45.113771 255.251027
- L 45.416455 255.553711
- L 45.71914 255.553711
- L 46.021824 255.856395
- L 46.324508 255.856395
- L 46.929877 256.461764
- L 47.232561 256.461764
- L 47.83793 257.067133
- L 48.140614 257.067133
- L 48.897325 257.823843
- L 48.897325 258.126528
- L 49.502693 258.731896
- L 49.502693 259.034581
- L 50.713431 260.245318
- L 50.713431 260.548002
- L 51.016115 260.850687
- L 51.016115 261.153371
- L 51.318799 261.456055
- L 51.318799 261.758739
- L 51.621484 262.061424
- L 51.621484 262.666792
- L 51.924168 262.969477
- L 51.924168 264.785583
- L 51.621484 265.088267
- L 51.621484 265.390951
- L 51.318799 265.693635
- L 51.318799 265.99632
- L 51.016115 266.299004
- L 51.016115 267.207057
- L 50.713431 267.509741
- L 50.713431 268.11511
- L 49.95672 268.871821
- L 49.654036 268.871821
- L 49.351351 269.174505
- L 49.048667 268.871821
- L 46.627193 268.871821
- L 46.324508 269.174505
- L 45.71914 269.174505
- L 45.416455 269.477189
- L 45.113771 269.477189
- L 44.35706 270.2339
- L 44.35706 270.839269
- L 44.054376 271.141953
- L 44.054376 271.444637
- L 43.751692 271.747322
- L 43.751692 272.050006
- L 43.600349 272.201348
- L 43.297665 272.201348
- L 42.994981 272.504032
- L 42.692297 272.504032
- L 41.784244 273.412085
- L 41.481559 273.412085
- L 41.178875 273.71477
- L 39.362769 273.71477
- L 38.757401 273.109401
- L 38.152032 273.109401
- L 37.698006 273.563427
- L 37.698006 274.168796
- L 37.546663 274.320138
- L 36.033242 274.320138
- L 35.730558 274.017454
- L 32.40103 274.017454
- L 32.098346 273.71477
- L 31.190293 273.71477
- L 30.887609 273.412085
- L 28.16345 273.412085
- L 27.860766 273.109401
- L 26.04466 273.109401
- L 25.893318 272.958059
- L 25.893318 272.35269
- L 25.590633 272.050006
- L 25.590633 270.536584
- L 25.287949 270.2339
- L 25.287949 269.628531
- L 24.833922 269.174505
- L 24.531238 269.174505
- L 24.228554 268.871821
- L 23.92587 268.871821
- L 23.774527 268.720479
- L 23.774527 268.417794
- L 23.169159 267.812426
- L 23.169159 266.601688
- L 22.866474 266.299004
- L 22.866474 265.390951
- L 23.169159 265.088267
- L 23.169159 264.482898
- L 23.471843 264.180214
- L 23.471843 263.272161
- L 23.774527 262.969477
- L 23.774527 262.364108
- L 24.077212 262.061424
- L 24.077212 261.758739
- L 24.379896 261.456055
- L 24.379896 261.153371
- L 24.68258 260.850687
- L 24.68258 260.548002
- L 24.985265 260.245318
- L 24.985265 259.942634
- L 25.287949 259.639949
- L 25.287949 259.034581
- L 25.590633 258.731896
- L 25.590633 258.429212
- L 25.893318 258.126528
- L 25.893318 257.823843
- L 26.80137 256.915791
- L 26.80137 256.613106
- L 27.406739 256.007738
- L 27.406739 255.705053
- L 28.768818 254.342974
- L 29.071503 254.342974
- L 29.676871 253.737605
- L 29.979556 253.737605
- L 30.28224 253.434921
- L 30.584924 253.434921
- L 30.887609 253.132237
- L 31.190293 253.132237
- L 31.492977 252.829552
- L 32.40103 252.829552
- L 32.703714 252.526868
- L 33.309083 252.526868
- L 33.611767 252.224184
- L 34.822505 252.224184
- L 35.427873 251.618815
- L 35.427873 251.618815
- " style="fill:none;stroke:#000000;stroke-width:0.5;"/>
- </g>
- <g id="text_81">
- <!-- C11: Tot. var. expl. 2.5% -->
- <g style="fill:#008000;" transform="translate(20.445 243.860962)scale(0.07 -0.07)">
- <use xlink:href="#DejaVuSans-43"/>
- <use x="69.824219" xlink:href="#DejaVuSans-31"/>
- <use x="133.447266" xlink:href="#DejaVuSans-31"/>
- <use x="197.070312" xlink:href="#DejaVuSans-3a"/>
- <use x="230.761719" xlink:href="#DejaVuSans-20"/>
- <use x="262.548828" xlink:href="#DejaVuSans-54"/>
- <use x="323.367188" xlink:href="#DejaVuSans-6f"/>
- <use x="384.548828" xlink:href="#DejaVuSans-74"/>
- <use x="423.757812" xlink:href="#DejaVuSans-2e"/>
- <use x="455.544922" xlink:href="#DejaVuSans-20"/>
- <use x="487.332031" xlink:href="#DejaVuSans-76"/>
- <use x="546.511719" xlink:href="#DejaVuSans-61"/>
- <use x="607.791016" xlink:href="#DejaVuSans-72"/>
- <use x="648.763672" xlink:href="#DejaVuSans-2e"/>
- <use x="680.550781" xlink:href="#DejaVuSans-20"/>
- <use x="712.337891" xlink:href="#DejaVuSans-65"/>
- <use x="773.845703" xlink:href="#DejaVuSans-78"/>
- <use x="833.025391" xlink:href="#DejaVuSans-70"/>
- <use x="896.501953" xlink:href="#DejaVuSans-6c"/>
- <use x="924.285156" xlink:href="#DejaVuSans-2e"/>
- <use x="956.072266" xlink:href="#DejaVuSans-20"/>
- <use x="987.859375" xlink:href="#DejaVuSans-32"/>
- <use x="1051.482422" xlink:href="#DejaVuSans-2e"/>
- <use x="1083.269531" xlink:href="#DejaVuSans-35"/>
- <use x="1146.892578" xlink:href="#DejaVuSans-25"/>
- </g>
- </g>
- </g>
- <g id="axes_52">
- <g clip-path="url(#pd58c993af5)">
- <image height="33.12" id="imagedc7f10d732" transform="scale(1 -1)translate(0 -33.12)" width="33.12" x="63.702684" xlink:href="data:image/png;base64,
- 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" y="-246.648456"/>
- </g>
- <g id="LineCollection_32">
- <path clip-path="url(#pd58c993af5)" d="M 76.210863 249.313758
- L 78.023643 249.313758
- L 78.386199 249.676314
- L 78.748755 249.313758
- L 79.111311 249.313758
- L 79.473867 249.676314
- L 79.836423 249.676314
- L 80.198979 250.03887
- L 83.099426 250.03887
- L 83.461982 250.401426
- L 83.824538 250.401426
- L 84.187094 250.763981
- L 84.54965 250.763981
- L 84.912206 251.126537
- L 85.274762 251.126537
- L 85.637317 251.489093
- L 85.999873 251.489093
- L 86.362429 251.851649
- L 86.724985 251.851649
- L 88.537765 253.664429
- L 88.900321 253.664429
- L 91.256934 256.021042
- L 91.256934 256.383598
- L 91.982046 257.10871
- L 91.982046 257.471266
- L 92.707158 258.196378
- L 92.707158 258.92149
- L 93.069714 259.284046
- L 93.069714 261.821937
- L 93.43227 262.184493
- L 93.43227 262.547049
- L 93.794826 262.909605
- L 93.794826 266.535164
- L 93.43227 266.89772
- L 93.43227 267.260276
- L 93.069714 267.622832
- L 93.069714 268.347944
- L 92.707158 268.7105
- L 92.707158 269.073056
- L 92.344602 269.435612
- L 92.344602 269.798168
- L 91.61949 270.52328
- L 91.61949 271.248391
- L 91.256934 271.610947
- L 91.256934 272.698615
- L 90.894378 273.061171
- L 90.894378 273.423727
- L 90.350545 273.967561
- L 89.987989 273.967561
- L 89.806711 274.148839
- L 89.806711 274.873951
- L 89.625433 275.055229
- L 88.537765 275.055229
- L 88.175209 275.417785
- L 87.812653 275.417785
- L 87.450097 275.780341
- L 84.187094 275.780341
- L 83.824538 276.142896
- L 82.374314 276.142896
- L 82.011758 276.505452
- L 77.661087 276.505452
- L 77.298531 276.142896
- L 74.035528 276.142896
- L 73.310416 275.417785
- L 71.860192 275.417785
- L 71.13508 274.692673
- L 70.772524 274.692673
- L 68.778467 272.698615
- L 68.778467 271.610947
- L 68.415911 271.248391
- L 68.415911 269.435612
- L 67.328243 268.347944
- L 67.328243 267.985388
- L 66.965687 267.622832
- L 66.965687 266.89772
- L 66.603131 266.535164
- L 66.603131 262.547049
- L 66.965687 262.184493
- L 66.965687 261.096825
- L 67.328243 260.73427
- L 67.328243 258.92149
- L 67.690799 258.558934
- L 67.690799 258.196378
- L 68.415911 257.471266
- L 68.415911 257.10871
- L 69.141023 256.383598
- L 69.141023 256.021042
- L 69.503579 255.658487
- L 69.503579 255.295931
- L 70.047413 254.752097
- L 70.409968 254.752097
- L 74.035528 251.126537
- L 74.398084 251.126537
- L 74.76064 250.763981
- L 75.123196 250.763981
- L 75.667029 250.220148
- L 75.667029 249.857592
- L 76.210863 249.313758
- L 76.210863 249.313758
- " style="fill:none;stroke:#000000;stroke-width:0.5;"/>
- </g>
- </g>
- <g id="axes_53">
- <g clip-path="url(#p8bd40c9e1a)">
- <image height="39.6" id="image63d6a85e63" transform="scale(1 -1)translate(0 -39.6)" width="33.12" x="106.960368" xlink:href="data:image/png;base64,
- 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" y="-243.431459"/>
- </g>
- <g id="LineCollection_33">
- <path clip-path="url(#p8bd40c9e1a)" d="M 123.094106 245.325643
- L 125.269442 245.325643
- L 125.631998 245.688198
- L 126.35711 245.688198
- L 126.719666 246.050754
- L 128.169889 246.050754
- L 128.532445 246.41331
- L 129.257557 246.41331
- L 129.620113 246.775866
- L 129.982669 246.775866
- L 132.339283 249.13248
- L 132.339283 249.495036
- L 133.064394 250.220148
- L 133.064394 250.582704
- L 133.789506 251.307815
- L 133.789506 251.670371
- L 134.152062 252.032927
- L 134.152062 252.395483
- L 134.514618 252.758039
- L 134.514618 253.483151
- L 134.877174 253.845707
- L 134.877174 254.570819
- L 135.23973 254.933375
- L 135.23973 255.658487
- L 135.602286 256.021042
- L 135.602286 256.746154
- L 135.964842 257.10871
- L 135.964842 257.833822
- L 136.327398 258.196378
- L 136.327398 259.284046
- L 136.689954 259.646602
- L 136.689954 260.73427
- L 137.05251 261.096825
- L 137.05251 267.260276
- L 136.689954 267.622832
- L 136.689954 268.7105
- L 136.327398 269.073056
- L 136.327398 269.798168
- L 135.964842 270.160724
- L 135.964842 270.885835
- L 135.602286 271.248391
- L 135.602286 271.610947
- L 134.877174 272.336059
- L 134.877174 272.698615
- L 134.514618 273.061171
- L 134.514618 273.423727
- L 133.064394 274.873951
- L 133.064394 275.236507
- L 131.976727 276.324174
- L 131.976727 276.68673
- L 131.070337 277.59312
- L 130.707781 277.59312
- L 130.345225 277.955676
- L 129.982669 277.955676
- L 129.620113 278.318232
- L 129.257557 278.318232
- L 128.895001 278.680788
- L 128.532445 278.680788
- L 128.169889 279.043344
- L 127.807334 279.043344
- L 127.444778 279.4059
- L 123.819218 279.4059
- L 123.456662 279.768456
- L 121.643883 279.768456
- L 121.281327 280.131012
- L 120.193659 280.131012
- L 119.831103 279.768456
- L 119.105991 279.768456
- L 118.743435 279.4059
- L 118.380879 279.4059
- L 117.655768 278.680788
- L 117.293212 278.680788
- L 115.842988 277.230564
- L 115.480432 277.230564
- L 112.398707 274.148839
- L 112.398707 273.786283
- L 112.036151 273.423727
- L 112.036151 273.061171
- L 111.673595 272.698615
- L 111.673595 272.336059
- L 110.948483 271.610947
- L 110.948483 270.885835
- L 110.585927 270.52328
- L 110.585927 269.435612
- L 110.223371 269.073056
- L 110.223371 267.985388
- L 109.860815 267.622832
- L 109.860815 266.89772
- L 110.223371 266.535164
- L 110.223371 266.172608
- L 109.860815 265.810052
- L 109.860815 262.184493
- L 110.223371 261.821937
- L 110.223371 261.096825
- L 110.585927 260.73427
- L 110.585927 260.371714
- L 110.948483 260.009158
- L 110.948483 258.196378
- L 111.311039 257.833822
- L 111.311039 256.746154
- L 111.673595 256.383598
- L 111.673595 255.658487
- L 112.036151 255.295931
- L 112.036151 254.933375
- L 112.398707 254.570819
- L 112.398707 253.120595
- L 112.761262 252.758039
- L 112.761262 252.395483
- L 113.486374 251.670371
- L 113.486374 251.307815
- L 113.84893 250.945259
- L 113.84893 250.582704
- L 117.293212 247.138422
- L 117.655768 247.138422
- L 118.018323 246.775866
- L 118.380879 246.775866
- L 118.743435 246.41331
- L 119.468547 246.41331
- L 119.831103 246.050754
- L 122.006439 246.050754
- L 122.368995 245.688198
- L 122.731551 245.688198
- L 123.094106 245.325643
- L 123.094106 245.325643
- " style="fill:none;stroke:#000000;stroke-width:0.5;"/>
- </g>
- </g>
- <g id="axes_54">
- <g id="patch_22">
- <path d="M 150.218051 260.063451
- L 282.188409 260.063451
- L 282.188409 243.453656
- L 150.218051 243.453656
- z
- " style="fill:none;"/>
- </g>
- <g id="matplotlib.axis_21">
- <g id="xtick_71">
- <g id="text_82">
- <!-- 0 -->
- <g style="fill:#008000;" transform="translate(148.309301 268.122513)scale(0.06 -0.06)">
- <use xlink:href="#DejaVuSans-30"/>
- </g>
- </g>
- </g>
- <g id="xtick_72">
- <g id="text_83">
- <!-- 200 -->
- <g style="fill:#008000;" transform="translate(205.873363 268.122513)scale(0.06 -0.06)">
- <use xlink:href="#DejaVuSans-32"/>
- <use x="63.623047" xlink:href="#DejaVuSans-30"/>
- <use x="127.246094" xlink:href="#DejaVuSans-30"/>
- </g>
- </g>
- </g>
- <g id="xtick_73">
- <g id="text_84">
- <!-- 400 -->
- <g style="fill:#008000;" transform="translate(267.254925 268.122513)scale(0.06 -0.06)">
- <use xlink:href="#DejaVuSans-34"/>
- <use x="63.623047" xlink:href="#DejaVuSans-30"/>
- <use x="127.246094" xlink:href="#DejaVuSans-30"/>
- </g>
- </g>
- </g>
- </g>
- <g id="line2d_21">
- <path clip-path="url(#pc757e4ffe8)" d="M 150.218051 259.30846
- L 150.985321 257.013771
- L 151.75259 255.506146
- L 152.51986 254.760264
- L 153.28713 253.09935
- L 154.054399 252.766491
- L 154.821669 250.959054
- L 155.588938 249.733412
- L 156.356208 248.22283
- L 157.123477 248.930766
- L 157.890747 250.765129
- L 158.658016 253.008031
- L 159.425286 254.309877
- L 160.959825 248.945829
- L 161.727094 250.866448
- L 162.494364 253.97858
- L 163.261633 256.448748
- L 164.028903 256.276378
- L 165.563442 254.218886
- L 166.330711 254.205005
- L 167.097981 255.821184
- L 167.86525 256.487226
- L 168.63252 255.303076
- L 169.39979 256.265644
- L 170.167059 253.178321
- L 170.934329 252.676855
- L 171.701598 253.582142
- L 172.468868 252.022659
- L 173.236137 252.027901
- L 174.003407 251.296851
- L 174.770676 250.156047
- L 175.537946 249.440068
- L 176.305215 250.054567
- L 177.072485 251.926342
- L 177.839754 251.028888
- L 178.607024 251.304859
- L 179.374293 251.455605
- L 180.141563 252.23881
- L 180.908832 250.483472
- L 181.676102 252.747713
- L 182.443371 256.210635
- L 183.210641 258.01093
- L 183.97791 258.592487
- L 185.512449 254.458077
- L 186.279719 254.936071
- L 187.046989 254.05054
- L 188.581528 254.893912
- L 189.348797 255.454585
- L 190.116067 255.028355
- L 190.883336 252.390302
- L 191.650606 251.483166
- L 192.417875 248.661381
- L 193.185145 248.672667
- L 193.952414 248.114989
- L 194.719684 246.073547
- L 195.486953 249.256102
- L 196.254223 251.483824
- L 197.021492 253.252551
- L 197.788762 249.726245
- L 198.556031 249.043341
- L 199.323301 252.05965
- L 200.09057 256.718411
- L 200.85784 257.621513
- L 201.625109 254.518719
- L 202.392379 254.370529
- L 203.159649 253.81761
- L 203.926918 253.798875
- L 204.694188 253.298512
- L 205.461457 254.665584
- L 206.228727 254.907147
- L 206.995996 254.14083
- L 207.763266 254.133964
- L 208.530535 253.988209
- L 209.297805 251.350791
- L 210.065074 249.791677
- L 210.832344 249.100336
- L 211.599613 248.630895
- L 212.366883 248.489275
- L 213.134152 249.282212
- L 213.901422 248.499164
- L 214.668691 250.980762
- L 215.435961 248.650032
- L 216.20323 248.297358
- L 216.9705 248.12792
- L 217.737769 249.655544
- L 218.505039 253.295563
- L 219.272309 255.085411
- L 220.039578 255.990532
- L 220.806848 254.796092
- L 221.574117 252.648894
- L 222.341387 254.233255
- L 223.108656 253.342224
- L 223.875926 252.014611
- L 224.643195 252.156798
- L 225.410465 251.498238
- L 226.177734 251.390055
- L 226.945004 252.205517
- L 228.479543 249.800657
- L 229.246812 247.503182
- L 230.014082 244.208647
- L 230.781351 244.335215
- L 231.548621 245.425543
- L 232.31589 247.019541
- L 233.08316 246.48364
- L 233.850429 248.392945
- L 234.617699 247.934189
- L 236.152238 247.745436
- L 236.919508 251.000056
- L 237.686777 253.572502
- L 238.454047 254.136644
- L 239.221316 252.813111
- L 239.988586 253.154418
- L 240.755855 252.844723
- L 241.523125 251.461076
- L 242.290394 250.354728
- L 243.057664 250.633543
- L 243.824933 250.259995
- L 244.592203 250.502572
- L 245.359472 249.418369
- L 246.126742 249.438967
- L 246.894011 252.869046
- L 247.661281 246.862915
- L 248.42855 247.616816
- L 249.19582 249.825402
- L 249.963089 250.909095
- L 250.730359 246.945852
- L 251.497628 246.777426
- L 252.264898 246.097243
- L 253.032168 248.46481
- L 253.799437 246.577226
- L 254.566707 250.582659
- L 255.333976 251.773816
- L 256.101246 253.301224
- L 256.868515 253.727197
- L 257.635785 251.41216
- L 258.403054 251.981298
- L 259.170324 252.757977
- L 259.937593 252.292385
- L 260.704863 253.024705
- L 261.472132 250.743327
- L 262.239402 250.83118
- L 263.006671 250.048212
- L 263.773941 249.818047
- L 265.30848 247.769584
- L 266.075749 245.314055
- L 266.843019 245.063099
- L 267.610288 244.321978
- L 268.377558 246.61186
- L 269.144827 247.135307
- L 269.912097 246.599952
- L 270.679367 246.861973
- L 271.446636 246.8584
- L 272.213906 247.421464
- L 272.981175 252.206782
- L 273.748445 254.01771
- L 274.515714 254.995414
- L 275.282984 254.120463
- L 276.050253 254.110431
- L 276.817523 254.257844
- L 277.584792 253.233803
- L 278.352062 253.678594
- L 279.886601 252.996667
- L 280.65387 251.423405
- L 281.42114 250.798264
- L 281.42114 250.798264
- " style="fill:none;stroke:#008000;stroke-linecap:round;"/>
- </g>
- </g>
- <g id="axes_55">
- <g id="patch_23">
- <path d="M 150.218051 283.090666
- L 282.188409 283.090666
- L 282.188409 267.990853
- L 150.218051 267.990853
- z
- " style="fill:none;"/>
- </g>
- <g id="matplotlib.axis_22">
- <g id="xtick_74">
- <g id="text_85">
- <!-- 0.05 -->
- <g style="fill:#008000;" transform="translate(175.366509 291.149728)scale(0.06 -0.06)">
- <use xlink:href="#DejaVuSans-30"/>
- <use x="63.623047" xlink:href="#DejaVuSans-2e"/>
- <use x="95.410156" xlink:href="#DejaVuSans-30"/>
- <use x="159.033203" xlink:href="#DejaVuSans-35"/>
- </g>
- </g>
- </g>
- <g id="xtick_75">
- <g id="text_86">
- <!-- 0.10 -->
- <g style="fill:#008000;" transform="translate(208.747247 291.149728)scale(0.06 -0.06)">
- <use xlink:href="#DejaVuSans-30"/>
- <use x="63.623047" xlink:href="#DejaVuSans-2e"/>
- <use x="95.410156" xlink:href="#DejaVuSans-31"/>
- <use x="159.033203" xlink:href="#DejaVuSans-30"/>
- </g>
- </g>
- </g>
- <g id="xtick_76">
- <g id="text_87">
- <!-- 0.15 -->
- <g style="fill:#008000;" transform="translate(242.127984 291.149728)scale(0.06 -0.06)">
- <use xlink:href="#DejaVuSans-30"/>
- <use x="63.623047" xlink:href="#DejaVuSans-2e"/>
- <use x="95.410156" xlink:href="#DejaVuSans-31"/>
- <use x="159.033203" xlink:href="#DejaVuSans-35"/>
- </g>
- </g>
- </g>
- <g id="xtick_77">
- <g id="text_88">
- <!-- 0.20 -->
- <g style="fill:#008000;" transform="translate(275.508722 291.149728)scale(0.06 -0.06)">
- <use xlink:href="#DejaVuSans-30"/>
- <use x="63.623047" xlink:href="#DejaVuSans-2e"/>
- <use x="95.410156" xlink:href="#DejaVuSans-32"/>
- <use x="159.033203" xlink:href="#DejaVuSans-30"/>
- </g>
- </g>
- </g>
- </g>
- <g id="line2d_22">
- <path clip-path="url(#pc2473c203c)" d="M 150.218051 276.858118
- L 151.770644 282.201406
- L 153.323236 282.043648
- L 154.875829 281.761303
- L 156.428421 282.199719
- L 157.981014 282.257581
- L 159.533606 268.677208
- L 161.086199 281.679746
- L 162.638791 282.302756
- L 164.191383 282.254395
- L 165.743976 281.90694
- L 167.296568 282.246596
- L 168.849161 282.397155
- L 170.401753 281.576324
- L 171.954346 282.255824
- L 173.506938 282.196196
- L 175.059531 282.218281
- L 176.612123 282.284808
- L 178.164715 282.035421
- L 179.717308 282.353331
- L 181.2699 281.682667
- L 182.822493 281.849232
- L 184.375085 282.400687
- L 185.927678 282.18157
- L 187.48027 282.25761
- L 189.032863 282.218168
- L 190.585455 282.400848
- L 192.138047 282.365257
- L 193.69064 281.507699
- L 195.243232 282.34034
- L 196.795825 282.20022
- L 198.348417 282.183718
- L 199.90101 282.367926
- L 201.453602 282.389074
- L 203.006195 282.215643
- L 204.558787 282.387323
- L 206.11138 282.359393
- L 207.663972 282.32813
- L 209.216564 282.381927
- L 210.769157 282.260583
- L 212.321749 282.346183
- L 213.874342 282.307964
- L 215.426934 282.362467
- L 216.979527 282.28134
- L 218.532119 282.225744
- L 220.084712 282.365645
- L 221.637304 282.402974
- L 223.189896 282.341526
- L 224.742489 282.37352
- L 226.295081 282.400667
- L 227.847674 282.393095
- L 229.400266 282.402565
- L 230.952859 282.368435
- L 232.505451 282.38873
- L 234.058044 282.333581
- L 235.610636 282.385602
- L 237.163228 282.371711
- L 238.715821 282.403048
- L 240.268413 282.385539
- L 241.821006 282.379922
- L 243.373598 282.390176
- L 244.926191 282.376719
- L 246.478783 282.39111
- L 248.031376 282.39874
- L 249.583968 282.357416
- L 251.13656 282.371528
- L 252.689153 282.351428
- L 254.241745 282.36485
- L 255.794338 282.371025
- L 257.34693 282.36338
- L 258.899523 282.367535
- L 260.452115 282.404311
- L 262.004708 282.366092
- L 263.5573 282.374121
- L 265.109892 282.389292
- L 266.662485 282.385388
- L 268.215077 282.393723
- L 269.76767 282.39543
- L 271.320262 282.381092
- L 272.872855 282.39979
- L 274.425447 282.395191
- L 275.97804 282.364372
- L 277.530632 282.381453
- L 279.083224 282.372411
- L 280.635817 282.364634
- L 282.188409 282.36696
- " style="fill:none;stroke:#008000;stroke-linecap:round;"/>
- </g>
- </g>
- <g id="axes_56">
- <g clip-path="url(#p7dbe0d0dbf)">
- <image height="27.6" id="image234b88c368" transform="scale(1 -1)translate(0 -27.6)" width="33.12" x="302.751591" xlink:href="data:image/png;base64,
- 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" y="-249.444297"/>
- </g>
- <g id="LineCollection_34">
- <path clip-path="url(#p7dbe0d0dbf)" d="M 317.734464 251.618815
- L 318.339832 251.618815
- L 318.642517 251.921499
- L 322.577413 251.921499
- L 322.728755 252.072842
- L 322.728755 252.375526
- L 323.78815 253.434921
- L 324.090834 253.434921
- L 324.393519 253.737605
- L 324.696203 253.737605
- L 324.998887 254.04029
- L 325.301572 254.04029
- L 325.90694 254.645658
- L 326.209624 254.645658
- L 326.814993 255.251027
- L 327.420362 255.251027
- L 327.723046 255.553711
- L 328.02573 255.553711
- L 328.328415 255.856395
- L 328.631099 255.856395
- L 329.236468 256.461764
- L 329.539152 256.461764
- L 330.14452 257.067133
- L 330.447205 257.067133
- L 331.203916 257.823843
- L 331.203916 258.126528
- L 331.809284 258.731896
- L 331.809284 259.034581
- L 333.020021 260.245318
- L 333.020021 260.548002
- L 333.322706 260.850687
- L 333.322706 261.153371
- L 333.62539 261.456055
- L 333.62539 261.758739
- L 333.928074 262.061424
- L 333.928074 262.666792
- L 334.230759 262.969477
- L 334.230759 264.785583
- L 333.928074 265.088267
- L 333.928074 265.390951
- L 333.62539 265.693635
- L 333.62539 265.99632
- L 333.322706 266.299004
- L 333.322706 267.207057
- L 333.020021 267.509741
- L 333.020021 268.11511
- L 332.263311 268.871821
- L 331.960626 268.871821
- L 331.657942 269.174505
- L 331.355258 268.871821
- L 328.933783 268.871821
- L 328.631099 269.174505
- L 328.02573 269.174505
- L 327.723046 269.477189
- L 327.420362 269.477189
- L 326.663651 270.2339
- L 326.663651 270.839269
- L 326.360967 271.141953
- L 326.360967 271.444637
- L 326.058282 271.747322
- L 326.058282 272.050006
- L 325.90694 272.201348
- L 325.604256 272.201348
- L 325.301572 272.504032
- L 324.998887 272.504032
- L 324.090834 273.412085
- L 323.78815 273.412085
- L 323.485466 273.71477
- L 321.66936 273.71477
- L 321.063991 273.109401
- L 320.458623 273.109401
- L 320.004596 273.563427
- L 320.004596 274.168796
- L 319.853254 274.320138
- L 318.339832 274.320138
- L 318.037148 274.017454
- L 314.707621 274.017454
- L 314.404936 273.71477
- L 313.496884 273.71477
- L 313.194199 273.412085
- L 310.47004 273.412085
- L 310.167356 273.109401
- L 308.35125 273.109401
- L 308.199908 272.958059
- L 308.199908 272.35269
- L 307.897224 272.050006
- L 307.897224 270.536584
- L 307.59454 270.2339
- L 307.59454 269.628531
- L 307.140513 269.174505
- L 306.837829 269.174505
- L 306.535144 268.871821
- L 306.23246 268.871821
- L 306.081118 268.720479
- L 306.081118 268.417794
- L 305.475749 267.812426
- L 305.475749 266.601688
- L 305.173065 266.299004
- L 305.173065 265.390951
- L 305.475749 265.088267
- L 305.475749 264.482898
- L 305.778434 264.180214
- L 305.778434 263.272161
- L 306.081118 262.969477
- L 306.081118 262.364108
- L 306.383802 262.061424
- L 306.383802 261.758739
- L 306.686487 261.456055
- L 306.686487 261.153371
- L 306.989171 260.850687
- L 306.989171 260.548002
- L 307.291855 260.245318
- L 307.291855 259.942634
- L 307.59454 259.639949
- L 307.59454 259.034581
- L 307.897224 258.731896
- L 307.897224 258.429212
- L 308.199908 258.126528
- L 308.199908 257.823843
- L 309.107961 256.915791
- L 309.107961 256.613106
- L 309.71333 256.007738
- L 309.71333 255.705053
- L 311.075409 254.342974
- L 311.378093 254.342974
- L 311.983462 253.737605
- L 312.286146 253.737605
- L 312.588831 253.434921
- L 312.891515 253.434921
- L 313.194199 253.132237
- L 313.496884 253.132237
- L 313.799568 252.829552
- L 314.707621 252.829552
- L 315.010305 252.526868
- L 315.615674 252.526868
- L 315.918358 252.224184
- L 317.129095 252.224184
- L 317.734464 251.618815
- L 317.734464 251.618815
- " style="fill:none;stroke:#000000;stroke-width:0.5;"/>
- </g>
- <g id="text_89">
- <!-- C12: Tot. var. expl. 2.4% -->
- <g style="fill:#008000;" transform="translate(302.751591 243.860962)scale(0.07 -0.07)">
- <use xlink:href="#DejaVuSans-43"/>
- <use x="69.824219" xlink:href="#DejaVuSans-31"/>
- <use x="133.447266" xlink:href="#DejaVuSans-32"/>
- <use x="197.070312" xlink:href="#DejaVuSans-3a"/>
- <use x="230.761719" xlink:href="#DejaVuSans-20"/>
- <use x="262.548828" xlink:href="#DejaVuSans-54"/>
- <use x="323.367188" xlink:href="#DejaVuSans-6f"/>
- <use x="384.548828" xlink:href="#DejaVuSans-74"/>
- <use x="423.757812" xlink:href="#DejaVuSans-2e"/>
- <use x="455.544922" xlink:href="#DejaVuSans-20"/>
- <use x="487.332031" xlink:href="#DejaVuSans-76"/>
- <use x="546.511719" xlink:href="#DejaVuSans-61"/>
- <use x="607.791016" xlink:href="#DejaVuSans-72"/>
- <use x="648.763672" xlink:href="#DejaVuSans-2e"/>
- <use x="680.550781" xlink:href="#DejaVuSans-20"/>
- <use x="712.337891" xlink:href="#DejaVuSans-65"/>
- <use x="773.845703" xlink:href="#DejaVuSans-78"/>
- <use x="833.025391" xlink:href="#DejaVuSans-70"/>
- <use x="896.501953" xlink:href="#DejaVuSans-6c"/>
- <use x="924.285156" xlink:href="#DejaVuSans-2e"/>
- <use x="956.072266" xlink:href="#DejaVuSans-20"/>
- <use x="987.859375" xlink:href="#DejaVuSans-32"/>
- <use x="1051.482422" xlink:href="#DejaVuSans-2e"/>
- <use x="1083.269531" xlink:href="#DejaVuSans-34"/>
- <use x="1146.892578" xlink:href="#DejaVuSans-25"/>
- </g>
- </g>
- </g>
- <g id="axes_57">
- <g clip-path="url(#pe3283eb271)">
- <image height="33.12" id="imageaf5f509ca3" transform="scale(1 -1)translate(0 -33.12)" width="33.12" x="346.009274" xlink:href="data:image/png;base64,
- 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" y="-246.648456"/>
- </g>
- <g id="LineCollection_35">
- <path clip-path="url(#pe3283eb271)" d="M 358.517454 249.313758
- L 360.330234 249.313758
- L 360.69279 249.676314
- L 361.055345 249.313758
- L 361.417901 249.313758
- L 361.780457 249.676314
- L 362.143013 249.676314
- L 362.505569 250.03887
- L 365.406017 250.03887
- L 365.768573 250.401426
- L 366.131128 250.401426
- L 366.493684 250.763981
- L 366.85624 250.763981
- L 367.218796 251.126537
- L 367.581352 251.126537
- L 367.943908 251.489093
- L 368.306464 251.489093
- L 368.66902 251.851649
- L 369.031576 251.851649
- L 370.844356 253.664429
- L 371.206911 253.664429
- L 373.563525 256.021042
- L 373.563525 256.383598
- L 374.288637 257.10871
- L 374.288637 257.471266
- L 375.013749 258.196378
- L 375.013749 258.92149
- L 375.376305 259.284046
- L 375.376305 261.821937
- L 375.738861 262.184493
- L 375.738861 262.547049
- L 376.101417 262.909605
- L 376.101417 266.535164
- L 375.738861 266.89772
- L 375.738861 267.260276
- L 375.376305 267.622832
- L 375.376305 268.347944
- L 375.013749 268.7105
- L 375.013749 269.073056
- L 374.651193 269.435612
- L 374.651193 269.798168
- L 373.926081 270.52328
- L 373.926081 271.248391
- L 373.563525 271.610947
- L 373.563525 272.698615
- L 373.200969 273.061171
- L 373.200969 273.423727
- L 372.657135 273.967561
- L 372.294579 273.967561
- L 372.113301 274.148839
- L 372.113301 274.873951
- L 371.932023 275.055229
- L 370.844356 275.055229
- L 370.4818 275.417785
- L 370.119244 275.417785
- L 369.756688 275.780341
- L 366.493684 275.780341
- L 366.131128 276.142896
- L 364.680905 276.142896
- L 364.318349 276.505452
- L 359.967678 276.505452
- L 359.605122 276.142896
- L 356.342118 276.142896
- L 355.617007 275.417785
- L 354.166783 275.417785
- L 353.441671 274.692673
- L 353.079115 274.692673
- L 351.085057 272.698615
- L 351.085057 271.610947
- L 350.722502 271.248391
- L 350.722502 269.435612
- L 349.634834 268.347944
- L 349.634834 267.985388
- L 349.272278 267.622832
- L 349.272278 266.89772
- L 348.909722 266.535164
- L 348.909722 262.547049
- L 349.272278 262.184493
- L 349.272278 261.096825
- L 349.634834 260.73427
- L 349.634834 258.92149
- L 349.99739 258.558934
- L 349.99739 258.196378
- L 350.722502 257.471266
- L 350.722502 257.10871
- L 351.447613 256.383598
- L 351.447613 256.021042
- L 351.810169 255.658487
- L 351.810169 255.295931
- L 352.354003 254.752097
- L 352.716559 254.752097
- L 356.342118 251.126537
- L 356.704674 251.126537
- L 357.06723 250.763981
- L 357.429786 250.763981
- L 357.97362 250.220148
- L 357.97362 249.857592
- L 358.517454 249.313758
- L 358.517454 249.313758
- " style="fill:none;stroke:#000000;stroke-width:0.5;"/>
- </g>
- </g>
- <g id="axes_58">
- <g clip-path="url(#p8612be6a05)">
- <image height="39.6" id="image3a94bb4884" transform="scale(1 -1)translate(0 -39.6)" width="33.12" x="389.266958" xlink:href="data:image/png;base64,
- 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" y="-243.431459"/>
- </g>
- <g id="LineCollection_36">
- <path clip-path="url(#p8612be6a05)" d="M 405.400697 245.325643
- L 407.576033 245.325643
- L 407.938589 245.688198
- L 408.6637 245.688198
- L 409.026256 246.050754
- L 410.47648 246.050754
- L 410.839036 246.41331
- L 411.564148 246.41331
- L 411.926704 246.775866
- L 412.28926 246.775866
- L 414.645873 249.13248
- L 414.645873 249.495036
- L 415.370985 250.220148
- L 415.370985 250.582704
- L 416.096097 251.307815
- L 416.096097 251.670371
- L 416.458653 252.032927
- L 416.458653 252.395483
- L 416.821209 252.758039
- L 416.821209 253.483151
- L 417.183765 253.845707
- L 417.183765 254.570819
- L 417.546321 254.933375
- L 417.546321 255.658487
- L 417.908877 256.021042
- L 417.908877 256.746154
- L 418.271433 257.10871
- L 418.271433 257.833822
- L 418.633988 258.196378
- L 418.633988 259.284046
- L 418.996544 259.646602
- L 418.996544 260.73427
- L 419.3591 261.096825
- L 419.3591 267.260276
- L 418.996544 267.622832
- L 418.996544 268.7105
- L 418.633988 269.073056
- L 418.633988 269.798168
- L 418.271433 270.160724
- L 418.271433 270.885835
- L 417.908877 271.248391
- L 417.908877 271.610947
- L 417.183765 272.336059
- L 417.183765 272.698615
- L 416.821209 273.061171
- L 416.821209 273.423727
- L 415.370985 274.873951
- L 415.370985 275.236507
- L 414.283317 276.324174
- L 414.283317 276.68673
- L 413.376928 277.59312
- L 413.014372 277.59312
- L 412.651816 277.955676
- L 412.28926 277.955676
- L 411.926704 278.318232
- L 411.564148 278.318232
- L 411.201592 278.680788
- L 410.839036 278.680788
- L 410.47648 279.043344
- L 410.113924 279.043344
- L 409.751368 279.4059
- L 406.125809 279.4059
- L 405.763253 279.768456
- L 403.950473 279.768456
- L 403.587917 280.131012
- L 402.50025 280.131012
- L 402.137694 279.768456
- L 401.412582 279.768456
- L 401.050026 279.4059
- L 400.68747 279.4059
- L 399.962358 278.680788
- L 399.599802 278.680788
- L 398.149579 277.230564
- L 397.787023 277.230564
- L 394.705297 274.148839
- L 394.705297 273.786283
- L 394.342741 273.423727
- L 394.342741 273.061171
- L 393.980185 272.698615
- L 393.980185 272.336059
- L 393.255073 271.610947
- L 393.255073 270.885835
- L 392.892518 270.52328
- L 392.892518 269.435612
- L 392.529962 269.073056
- L 392.529962 267.985388
- L 392.167406 267.622832
- L 392.167406 266.89772
- L 392.529962 266.535164
- L 392.529962 266.172608
- L 392.167406 265.810052
- L 392.167406 262.184493
- L 392.529962 261.821937
- L 392.529962 261.096825
- L 392.892518 260.73427
- L 392.892518 260.371714
- L 393.255073 260.009158
- L 393.255073 258.196378
- L 393.617629 257.833822
- L 393.617629 256.746154
- L 393.980185 256.383598
- L 393.980185 255.658487
- L 394.342741 255.295931
- L 394.342741 254.933375
- L 394.705297 254.570819
- L 394.705297 253.120595
- L 395.067853 252.758039
- L 395.067853 252.395483
- L 395.792965 251.670371
- L 395.792965 251.307815
- L 396.155521 250.945259
- L 396.155521 250.582704
- L 399.599802 247.138422
- L 399.962358 247.138422
- L 400.324914 246.775866
- L 400.68747 246.775866
- L 401.050026 246.41331
- L 401.775138 246.41331
- L 402.137694 246.050754
- L 404.313029 246.050754
- L 404.675585 245.688198
- L 405.038141 245.688198
- L 405.400697 245.325643
- L 405.400697 245.325643
- " style="fill:none;stroke:#000000;stroke-width:0.5;"/>
- </g>
- </g>
- <g id="axes_59">
- <g id="patch_24">
- <path d="M 432.524642 260.063451
- L 564.495 260.063451
- L 564.495 243.453656
- L 432.524642 243.453656
- z
- " style="fill:none;"/>
- </g>
- <g id="matplotlib.axis_23">
- <g id="xtick_78">
- <g id="text_90">
- <!-- 0 -->
- <g style="fill:#008000;" transform="translate(430.615892 268.122513)scale(0.06 -0.06)">
- <use xlink:href="#DejaVuSans-30"/>
- </g>
- </g>
- </g>
- <g id="xtick_79">
- <g id="text_91">
- <!-- 200 -->
- <g style="fill:#008000;" transform="translate(488.179954 268.122513)scale(0.06 -0.06)">
- <use xlink:href="#DejaVuSans-32"/>
- <use x="63.623047" xlink:href="#DejaVuSans-30"/>
- <use x="127.246094" xlink:href="#DejaVuSans-30"/>
- </g>
- </g>
- </g>
- <g id="xtick_80">
- <g id="text_92">
- <!-- 400 -->
- <g style="fill:#008000;" transform="translate(549.561516 268.122513)scale(0.06 -0.06)">
- <use xlink:href="#DejaVuSans-34"/>
- <use x="63.623047" xlink:href="#DejaVuSans-30"/>
- <use x="127.246094" xlink:href="#DejaVuSans-30"/>
- </g>
- </g>
- </g>
- </g>
- <g id="line2d_23">
- <path clip-path="url(#p7928979efb)" d="M 432.524642 250.242151
- L 433.291912 252.462953
- L 434.059181 251.952262
- L 434.826451 249.474547
- L 435.59372 247.548357
- L 436.36099 247.961363
- L 437.128259 245.834231
- L 437.895529 244.498013
- L 438.662798 244.673387
- L 439.430068 245.164599
- L 440.197337 245.87632
- L 440.964607 244.313807
- L 441.731876 247.804016
- L 442.499146 244.208647
- L 443.266415 246.37523
- L 444.033685 247.318733
- L 444.800954 249.362446
- L 445.568224 247.177427
- L 446.335493 250.370564
- L 447.102763 252.53143
- L 447.870033 251.20957
- L 448.637302 251.933133
- L 449.404572 250.930823
- L 450.171841 251.773886
- L 450.939111 250.553505
- L 451.70638 253.304576
- L 452.47365 250.8581
- L 453.240919 252.108786
- L 454.008189 251.605064
- L 454.775458 248.002785
- L 455.542728 250.338536
- L 456.309997 248.34599
- L 457.077267 247.196248
- L 457.844536 246.407805
- L 458.611806 247.942693
- L 459.379075 248.398
- L 460.146345 249.357981
- L 460.913614 249.500666
- L 461.680884 250.998615
- L 462.448153 248.613942
- L 463.215423 248.715949
- L 463.982693 249.173801
- L 464.749962 249.221639
- L 465.517232 250.349016
- L 466.284501 251.985465
- L 467.051771 253.122261
- L 467.81904 249.472102
- L 468.58631 252.503234
- L 470.120849 251.408488
- L 470.888118 253.30438
- L 471.655388 250.651973
- L 472.422657 251.245519
- L 473.189927 250.162562
- L 473.957196 249.382858
- L 474.724466 249.796052
- L 475.491735 249.497018
- L 476.259005 248.808224
- L 477.026274 249.600383
- L 477.793544 250.682105
- L 478.560813 250.062052
- L 479.328083 251.556199
- L 480.095352 249.925103
- L 480.862622 250.602599
- L 481.629892 250.739799
- L 482.397161 252.669698
- L 483.164431 248.37843
- L 483.9317 249.397426
- L 484.69897 252.31526
- L 485.466239 249.65603
- L 486.233509 250.716158
- L 487.000778 249.757661
- L 487.768048 251.365564
- L 488.535317 252.204474
- L 489.302587 247.87533
- L 490.069856 250.658035
- L 491.604395 248.555064
- L 492.371665 248.552632
- L 493.138934 251.623673
- L 493.906204 248.326805
- L 494.673473 249.7017
- L 495.440743 248.562967
- L 496.208012 249.211407
- L 496.975282 249.20901
- L 497.742552 249.503644
- L 498.509821 248.366666
- L 499.277091 248.232631
- L 500.81163 250.892041
- L 501.578899 251.930003
- L 502.346169 251.661562
- L 503.113438 248.08521
- L 503.880708 251.472481
- L 504.647977 251.279932
- L 505.415247 252.378405
- L 506.182516 248.573766
- L 506.949786 252.141467
- L 507.717055 249.989397
- L 508.484325 250.20308
- L 509.251594 247.203723
- L 510.018864 250.447047
- L 510.786133 249.439837
- L 511.553403 250.142758
- L 512.320672 248.061306
- L 513.087942 248.108386
- L 513.855211 251.313264
- L 514.622481 250.270259
- L 515.389751 252.322663
- L 516.15702 251.135941
- L 516.92429 251.928911
- L 517.691559 251.277745
- L 518.458829 250.819197
- L 519.226098 253.605741
- L 520.760637 253.487825
- L 521.527907 254.893315
- L 522.295176 254.733292
- L 523.062446 255.751498
- L 523.829715 252.465982
- L 524.596985 254.682054
- L 525.364254 254.880781
- L 526.131524 256.924111
- L 527.666063 252.537525
- L 528.433332 254.036823
- L 529.200602 253.706239
- L 529.967871 252.459926
- L 530.735141 253.917381
- L 532.26968 249.875723
- L 533.03695 251.149413
- L 533.804219 251.338155
- L 534.571489 254.65162
- L 535.338758 254.83134
- L 536.106028 255.203718
- L 536.873297 254.872071
- L 537.640567 256.732528
- L 538.407836 255.334058
- L 539.175106 257.147506
- L 539.942375 257.277675
- L 540.709645 256.728186
- L 541.476914 259.011435
- L 542.244184 257.508995
- L 543.011453 258.68791
- L 543.778723 259.30846
- L 544.545992 258.130697
- L 545.313262 258.91148
- L 546.080531 256.429059
- L 546.847801 257.909328
- L 547.61507 256.763647
- L 548.38234 258.179684
- L 549.14961 255.542754
- L 549.916879 255.158079
- L 550.684149 256.75008
- L 551.451418 256.370248
- L 552.218688 254.407978
- L 552.985957 256.36719
- L 553.753227 252.985448
- L 554.520496 252.849681
- L 555.287766 255.422043
- L 556.055035 253.962734
- L 556.822305 256.042248
- L 557.589574 253.119791
- L 559.124113 258.056042
- L 559.891383 254.616701
- L 560.658652 256.988935
- L 561.425922 256.234879
- L 562.193191 256.86242
- L 562.960461 257.768441
- L 563.72773 256.404808
- L 563.72773 256.404808
- " style="fill:none;stroke:#008000;stroke-linecap:round;"/>
- </g>
- </g>
- <g id="axes_60">
- <g id="patch_25">
- <path d="M 432.524642 283.090666
- L 564.495 283.090666
- L 564.495 267.990853
- L 432.524642 267.990853
- z
- " style="fill:none;"/>
- </g>
- <g id="matplotlib.axis_24">
- <g id="xtick_81">
- <g id="text_93">
- <!-- 0.05 -->
- <g style="fill:#008000;" transform="translate(457.6731 291.149728)scale(0.06 -0.06)">
- <use xlink:href="#DejaVuSans-30"/>
- <use x="63.623047" xlink:href="#DejaVuSans-2e"/>
- <use x="95.410156" xlink:href="#DejaVuSans-30"/>
- <use x="159.033203" xlink:href="#DejaVuSans-35"/>
- </g>
- </g>
- </g>
- <g id="xtick_82">
- <g id="text_94">
- <!-- 0.10 -->
- <g style="fill:#008000;" transform="translate(491.053837 291.149728)scale(0.06 -0.06)">
- <use xlink:href="#DejaVuSans-30"/>
- <use x="63.623047" xlink:href="#DejaVuSans-2e"/>
- <use x="95.410156" xlink:href="#DejaVuSans-31"/>
- <use x="159.033203" xlink:href="#DejaVuSans-30"/>
- </g>
- </g>
- </g>
- <g id="xtick_83">
- <g id="text_95">
- <!-- 0.15 -->
- <g style="fill:#008000;" transform="translate(524.434575 291.149728)scale(0.06 -0.06)">
- <use xlink:href="#DejaVuSans-30"/>
- <use x="63.623047" xlink:href="#DejaVuSans-2e"/>
- <use x="95.410156" xlink:href="#DejaVuSans-31"/>
- <use x="159.033203" xlink:href="#DejaVuSans-35"/>
- </g>
- </g>
- </g>
- <g id="xtick_84">
- <g id="text_96">
- <!-- 0.20 -->
- <g style="fill:#008000;" transform="translate(557.815312 291.149728)scale(0.06 -0.06)">
- <use xlink:href="#DejaVuSans-30"/>
- <use x="63.623047" xlink:href="#DejaVuSans-2e"/>
- <use x="95.410156" xlink:href="#DejaVuSans-32"/>
- <use x="159.033203" xlink:href="#DejaVuSans-30"/>
- </g>
- </g>
- </g>
- </g>
- <g id="line2d_24">
- <path clip-path="url(#pbd3652fd24)" d="M 432.524642 268.677208
- L 434.077235 274.938526
- L 435.629827 281.11174
- L 437.182419 281.407462
- L 438.735012 282.065414
- L 440.287604 280.617862
- L 441.840197 277.022157
- L 443.392789 282.176056
- L 444.945382 282.332348
- L 446.497974 282.367934
- L 448.050567 282.222262
- L 449.603159 282.293444
- L 451.155751 282.381433
- L 452.708344 282.318783
- L 454.260936 282.40043
- L 455.813529 282.286024
- L 457.366121 282.402178
- L 458.918714 282.374582
- L 460.471306 282.242929
- L 462.023899 282.369786
- L 463.576491 282.373225
- L 465.129083 282.363137
- L 466.681676 282.379317
- L 468.234268 282.403583
- L 469.786861 282.33385
- L 471.339453 282.314663
- L 472.892046 282.34304
- L 474.444638 282.355683
- L 475.997231 282.323469
- L 477.549823 282.376199
- L 479.102415 282.386155
- L 480.655008 282.29582
- L 482.2076 282.388749
- L 483.760193 282.385499
- L 485.312785 282.378632
- L 486.865378 282.266383
- L 488.41797 282.36346
- L 489.970563 282.38876
- L 491.523155 282.325999
- L 493.075747 282.402349
- L 494.62834 282.328956
- L 496.180932 282.314975
- L 497.733525 282.364522
- L 499.286117 282.361311
- L 500.83871 282.352231
- L 502.391302 282.247037
- L 503.943895 282.404311
- L 505.496487 282.390364
- L 507.049079 282.285339
- L 508.601672 282.37842
- L 510.154264 282.384293
- L 511.706857 282.261677
- L 513.259449 282.33701
- L 514.812042 282.316269
- L 516.364634 282.384498
- L 517.917227 282.403731
- L 519.469819 282.381476
- L 521.022412 282.402151
- L 522.575004 282.389326
- L 524.127596 282.146563
- L 525.680189 282.328918
- L 527.232781 282.359989
- L 528.785374 282.403807
- L 530.337966 282.358738
- L 531.890559 282.336906
- L 533.443151 282.361071
- L 534.995744 282.368346
- L 536.548336 282.307152
- L 538.100928 282.295346
- L 539.653521 282.381316
- L 541.206113 282.325477
- L 542.758706 282.390785
- L 544.311298 282.353212
- L 545.863891 282.387958
- L 547.416483 282.403653
- L 548.969076 282.293585
- L 550.521668 282.144822
- L 552.07426 282.326727
- L 553.626853 282.283229
- L 555.179445 282.402904
- L 556.732038 282.348322
- L 558.28463 282.38175
- L 559.837223 282.351573
- L 561.389815 282.306872
- L 562.942408 282.362361
- L 564.495 282.306143
- " style="fill:none;stroke:#008000;stroke-linecap:round;"/>
- </g>
- </g>
- <g id="axes_61">
- <g clip-path="url(#pe0ee7382b7)">
- <image height="27.6" id="image3418089307" transform="scale(1 -1)translate(0 -27.6)" width="33.12" x="20.445" xlink:href="data:image/png;base64,
- 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" y="-297.008708"/>
- </g>
- <g id="LineCollection_37">
- <path clip-path="url(#pe0ee7382b7)" d="M 35.427873 299.183226
- L 36.033242 299.183226
- L 36.335926 299.485911
- L 40.270822 299.485911
- L 40.422164 299.637253
- L 40.422164 299.939937
- L 41.481559 300.999332
- L 41.784244 300.999332
- L 42.086928 301.302017
- L 42.389612 301.302017
- L 42.692297 301.604701
- L 42.994981 301.604701
- L 43.600349 302.210069
- L 43.903034 302.210069
- L 44.508402 302.815438
- L 45.113771 302.815438
- L 45.416455 303.118122
- L 45.71914 303.118122
- L 46.021824 303.420807
- L 46.324508 303.420807
- L 46.929877 304.026175
- L 47.232561 304.026175
- L 47.83793 304.631544
- L 48.140614 304.631544
- L 48.897325 305.388255
- L 48.897325 305.690939
- L 49.502693 306.296308
- L 49.502693 306.598992
- L 50.713431 307.809729
- L 50.713431 308.112413
- L 51.016115 308.415098
- L 51.016115 308.717782
- L 51.318799 309.020466
- L 51.318799 309.323151
- L 51.621484 309.625835
- L 51.621484 310.231204
- L 51.924168 310.533888
- L 51.924168 312.349994
- L 51.621484 312.652678
- L 51.621484 312.955362
- L 51.318799 313.258047
- L 51.318799 313.560731
- L 51.016115 313.863415
- L 51.016115 314.771468
- L 50.713431 315.074153
- L 50.713431 315.679521
- L 49.95672 316.436232
- L 49.654036 316.436232
- L 49.351351 316.738916
- L 49.048667 316.436232
- L 46.627193 316.436232
- L 46.324508 316.738916
- L 45.71914 316.738916
- L 45.416455 317.041601
- L 45.113771 317.041601
- L 44.35706 317.798311
- L 44.35706 318.40368
- L 44.054376 318.706364
- L 44.054376 319.009049
- L 43.751692 319.311733
- L 43.751692 319.614417
- L 43.600349 319.765759
- L 43.297665 319.765759
- L 42.994981 320.068444
- L 42.692297 320.068444
- L 41.784244 320.976497
- L 41.481559 320.976497
- L 41.178875 321.279181
- L 39.362769 321.279181
- L 38.757401 320.673812
- L 38.152032 320.673812
- L 37.698006 321.127839
- L 37.698006 321.733207
- L 37.546663 321.884549
- L 36.033242 321.884549
- L 35.730558 321.581865
- L 32.40103 321.581865
- L 32.098346 321.279181
- L 31.190293 321.279181
- L 30.887609 320.976497
- L 28.16345 320.976497
- L 27.860766 320.673812
- L 26.04466 320.673812
- L 25.893318 320.52247
- L 25.893318 319.917101
- L 25.590633 319.614417
- L 25.590633 318.100996
- L 25.287949 317.798311
- L 25.287949 317.192943
- L 24.833922 316.738916
- L 24.531238 316.738916
- L 24.228554 316.436232
- L 23.92587 316.436232
- L 23.774527 316.28489
- L 23.774527 315.982205
- L 23.169159 315.376837
- L 23.169159 314.1661
- L 22.866474 313.863415
- L 22.866474 312.955362
- L 23.169159 312.652678
- L 23.169159 312.047309
- L 23.471843 311.744625
- L 23.471843 310.836572
- L 23.774527 310.533888
- L 23.774527 309.928519
- L 24.077212 309.625835
- L 24.077212 309.323151
- L 24.379896 309.020466
- L 24.379896 308.717782
- L 24.68258 308.415098
- L 24.68258 308.112413
- L 24.985265 307.809729
- L 24.985265 307.507045
- L 25.287949 307.204361
- L 25.287949 306.598992
- L 25.590633 306.296308
- L 25.590633 305.993623
- L 25.893318 305.690939
- L 25.893318 305.388255
- L 26.80137 304.480202
- L 26.80137 304.177517
- L 27.406739 303.572149
- L 27.406739 303.269465
- L 28.768818 301.907385
- L 29.071503 301.907385
- L 29.676871 301.302017
- L 29.979556 301.302017
- L 30.28224 300.999332
- L 30.584924 300.999332
- L 30.887609 300.696648
- L 31.190293 300.696648
- L 31.492977 300.393964
- L 32.40103 300.393964
- L 32.703714 300.091279
- L 33.309083 300.091279
- L 33.611767 299.788595
- L 34.822505 299.788595
- L 35.427873 299.183226
- L 35.427873 299.183226
- " style="fill:none;stroke:#000000;stroke-width:0.5;"/>
- </g>
- <g id="text_97">
- <!-- C13 [noise]: Tot. var. expl. 2.3% -->
- <g style="fill:#ff0000;" transform="translate(20.445 291.425374)scale(0.07 -0.07)">
- <use xlink:href="#DejaVuSans-43"/>
- <use x="69.824219" xlink:href="#DejaVuSans-31"/>
- <use x="133.447266" xlink:href="#DejaVuSans-33"/>
- <use x="197.070312" xlink:href="#DejaVuSans-20"/>
- <use x="228.857422" xlink:href="#DejaVuSans-5b"/>
- <use x="267.871094" xlink:href="#DejaVuSans-6e"/>
- <use x="331.25" xlink:href="#DejaVuSans-6f"/>
- <use x="392.431641" xlink:href="#DejaVuSans-69"/>
- <use x="420.214844" xlink:href="#DejaVuSans-73"/>
- <use x="472.314453" xlink:href="#DejaVuSans-65"/>
- <use x="533.837891" xlink:href="#DejaVuSans-5d"/>
- <use x="572.851562" xlink:href="#DejaVuSans-3a"/>
- <use x="606.542969" xlink:href="#DejaVuSans-20"/>
- <use x="638.330078" xlink:href="#DejaVuSans-54"/>
- <use x="699.148438" xlink:href="#DejaVuSans-6f"/>
- <use x="760.330078" xlink:href="#DejaVuSans-74"/>
- <use x="799.539062" xlink:href="#DejaVuSans-2e"/>
- <use x="831.326172" xlink:href="#DejaVuSans-20"/>
- <use x="863.113281" xlink:href="#DejaVuSans-76"/>
- <use x="922.292969" xlink:href="#DejaVuSans-61"/>
- <use x="983.572266" xlink:href="#DejaVuSans-72"/>
- <use x="1024.544922" xlink:href="#DejaVuSans-2e"/>
- <use x="1056.332031" xlink:href="#DejaVuSans-20"/>
- <use x="1088.119141" xlink:href="#DejaVuSans-65"/>
- <use x="1149.626953" xlink:href="#DejaVuSans-78"/>
- <use x="1208.806641" xlink:href="#DejaVuSans-70"/>
- <use x="1272.283203" xlink:href="#DejaVuSans-6c"/>
- <use x="1300.066406" xlink:href="#DejaVuSans-2e"/>
- <use x="1331.853516" xlink:href="#DejaVuSans-20"/>
- <use x="1363.640625" xlink:href="#DejaVuSans-32"/>
- <use x="1427.263672" xlink:href="#DejaVuSans-2e"/>
- <use x="1459.050781" xlink:href="#DejaVuSans-33"/>
- <use x="1522.673828" xlink:href="#DejaVuSans-25"/>
- </g>
- </g>
- </g>
- <g id="axes_62">
- <g clip-path="url(#pe88ace6056)">
- <image height="33.12" id="image7d6556b1dd" transform="scale(1 -1)translate(0 -33.12)" width="33.12" x="63.702684" xlink:href="data:image/png;base64,
- 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" y="-294.212867"/>
- </g>
- <g id="LineCollection_38">
- <path clip-path="url(#pe88ace6056)" d="M 76.210863 296.878169
- L 78.023643 296.878169
- L 78.386199 297.240725
- L 78.748755 296.878169
- L 79.111311 296.878169
- L 79.473867 297.240725
- L 79.836423 297.240725
- L 80.198979 297.603281
- L 83.099426 297.603281
- L 83.461982 297.965837
- L 83.824538 297.965837
- L 84.187094 298.328393
- L 84.54965 298.328393
- L 84.912206 298.690949
- L 85.274762 298.690949
- L 85.637317 299.053505
- L 85.999873 299.053505
- L 86.362429 299.41606
- L 86.724985 299.41606
- L 88.537765 301.22884
- L 88.900321 301.22884
- L 91.256934 303.585454
- L 91.256934 303.94801
- L 91.982046 304.673121
- L 91.982046 305.035677
- L 92.707158 305.760789
- L 92.707158 306.485901
- L 93.069714 306.848457
- L 93.069714 309.386349
- L 93.43227 309.748904
- L 93.43227 310.11146
- L 93.794826 310.474016
- L 93.794826 314.099576
- L 93.43227 314.462131
- L 93.43227 314.824687
- L 93.069714 315.187243
- L 93.069714 315.912355
- L 92.707158 316.274911
- L 92.707158 316.637467
- L 92.344602 317.000023
- L 92.344602 317.362579
- L 91.61949 318.087691
- L 91.61949 318.812803
- L 91.256934 319.175359
- L 91.256934 320.263026
- L 90.894378 320.625582
- L 90.894378 320.988138
- L 90.350545 321.531972
- L 89.987989 321.531972
- L 89.806711 321.71325
- L 89.806711 322.438362
- L 89.625433 322.61964
- L 88.537765 322.61964
- L 88.175209 322.982196
- L 87.812653 322.982196
- L 87.450097 323.344752
- L 84.187094 323.344752
- L 83.824538 323.707308
- L 82.374314 323.707308
- L 82.011758 324.069864
- L 77.661087 324.069864
- L 77.298531 323.707308
- L 74.035528 323.707308
- L 73.310416 322.982196
- L 71.860192 322.982196
- L 71.13508 322.257084
- L 70.772524 322.257084
- L 68.778467 320.263026
- L 68.778467 319.175359
- L 68.415911 318.812803
- L 68.415911 317.000023
- L 67.328243 315.912355
- L 67.328243 315.549799
- L 66.965687 315.187243
- L 66.965687 314.462131
- L 66.603131 314.099576
- L 66.603131 310.11146
- L 66.965687 309.748904
- L 66.965687 308.661237
- L 67.328243 308.298681
- L 67.328243 306.485901
- L 67.690799 306.123345
- L 67.690799 305.760789
- L 68.415911 305.035677
- L 68.415911 304.673121
- L 69.141023 303.94801
- L 69.141023 303.585454
- L 69.503579 303.222898
- L 69.503579 302.860342
- L 70.047413 302.316508
- L 70.409968 302.316508
- L 74.035528 298.690949
- L 74.398084 298.690949
- L 74.76064 298.328393
- L 75.123196 298.328393
- L 75.667029 297.784559
- L 75.667029 297.422003
- L 76.210863 296.878169
- L 76.210863 296.878169
- " style="fill:none;stroke:#000000;stroke-width:0.5;"/>
- </g>
- </g>
- <g id="axes_63">
- <g clip-path="url(#p2891e89d05)">
- <image height="39.6" id="imagec87723ba82" transform="scale(1 -1)translate(0 -39.6)" width="33.12" x="106.960368" xlink:href="data:image/png;base64,
- 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" y="-290.99587"/>
- </g>
- <g id="LineCollection_39">
- <path clip-path="url(#p2891e89d05)" d="M 123.094106 292.890054
- L 125.269442 292.890054
- L 125.631998 293.25261
- L 126.35711 293.25261
- L 126.719666 293.615166
- L 128.169889 293.615166
- L 128.532445 293.977722
- L 129.257557 293.977722
- L 129.620113 294.340277
- L 129.982669 294.340277
- L 132.339283 296.696891
- L 132.339283 297.059447
- L 133.064394 297.784559
- L 133.064394 298.147115
- L 133.789506 298.872227
- L 133.789506 299.234783
- L 134.152062 299.597338
- L 134.152062 299.959894
- L 134.514618 300.32245
- L 134.514618 301.047562
- L 134.877174 301.410118
- L 134.877174 302.13523
- L 135.23973 302.497786
- L 135.23973 303.222898
- L 135.602286 303.585454
- L 135.602286 304.310566
- L 135.964842 304.673121
- L 135.964842 305.398233
- L 136.327398 305.760789
- L 136.327398 306.848457
- L 136.689954 307.211013
- L 136.689954 308.298681
- L 137.05251 308.661237
- L 137.05251 314.824687
- L 136.689954 315.187243
- L 136.689954 316.274911
- L 136.327398 316.637467
- L 136.327398 317.362579
- L 135.964842 317.725135
- L 135.964842 318.450247
- L 135.602286 318.812803
- L 135.602286 319.175359
- L 134.877174 319.90047
- L 134.877174 320.263026
- L 134.514618 320.625582
- L 134.514618 320.988138
- L 133.064394 322.438362
- L 133.064394 322.800918
- L 131.976727 323.888586
- L 131.976727 324.251142
- L 131.070337 325.157531
- L 130.707781 325.157531
- L 130.345225 325.520087
- L 129.982669 325.520087
- L 129.620113 325.882643
- L 129.257557 325.882643
- L 128.895001 326.245199
- L 128.532445 326.245199
- L 128.169889 326.607755
- L 127.807334 326.607755
- L 127.444778 326.970311
- L 123.819218 326.970311
- L 123.456662 327.332867
- L 121.643883 327.332867
- L 121.281327 327.695423
- L 120.193659 327.695423
- L 119.831103 327.332867
- L 119.105991 327.332867
- L 118.743435 326.970311
- L 118.380879 326.970311
- L 117.655768 326.245199
- L 117.293212 326.245199
- L 115.842988 324.794975
- L 115.480432 324.794975
- L 112.398707 321.71325
- L 112.398707 321.350694
- L 112.036151 320.988138
- L 112.036151 320.625582
- L 111.673595 320.263026
- L 111.673595 319.90047
- L 110.948483 319.175359
- L 110.948483 318.450247
- L 110.585927 318.087691
- L 110.585927 317.000023
- L 110.223371 316.637467
- L 110.223371 315.549799
- L 109.860815 315.187243
- L 109.860815 314.462131
- L 110.223371 314.099576
- L 110.223371 313.73702
- L 109.860815 313.374464
- L 109.860815 309.748904
- L 110.223371 309.386349
- L 110.223371 308.661237
- L 110.585927 308.298681
- L 110.585927 307.936125
- L 110.948483 307.573569
- L 110.948483 305.760789
- L 111.311039 305.398233
- L 111.311039 304.310566
- L 111.673595 303.94801
- L 111.673595 303.222898
- L 112.036151 302.860342
- L 112.036151 302.497786
- L 112.398707 302.13523
- L 112.398707 300.685006
- L 112.761262 300.32245
- L 112.761262 299.959894
- L 113.486374 299.234783
- L 113.486374 298.872227
- L 113.84893 298.509671
- L 113.84893 298.147115
- L 117.293212 294.702833
- L 117.655768 294.702833
- L 118.018323 294.340277
- L 118.380879 294.340277
- L 118.743435 293.977722
- L 119.468547 293.977722
- L 119.831103 293.615166
- L 122.006439 293.615166
- L 122.368995 293.25261
- L 122.731551 293.25261
- L 123.094106 292.890054
- L 123.094106 292.890054
- " style="fill:none;stroke:#000000;stroke-width:0.5;"/>
- </g>
- </g>
- <g id="axes_64">
- <g id="patch_26">
- <path d="M 150.218051 307.627862
- L 282.188409 307.627862
- L 282.188409 291.018068
- L 150.218051 291.018068
- z
- " style="fill:none;"/>
- </g>
- <g id="matplotlib.axis_25">
- <g id="xtick_85">
- <g id="text_98">
- <!-- 0 -->
- <g style="fill:#ff0000;" transform="translate(148.309301 315.686924)scale(0.06 -0.06)">
- <use xlink:href="#DejaVuSans-30"/>
- </g>
- </g>
- </g>
- <g id="xtick_86">
- <g id="text_99">
- <!-- 200 -->
- <g style="fill:#ff0000;" transform="translate(205.873363 315.686924)scale(0.06 -0.06)">
- <use xlink:href="#DejaVuSans-32"/>
- <use x="63.623047" xlink:href="#DejaVuSans-30"/>
- <use x="127.246094" xlink:href="#DejaVuSans-30"/>
- </g>
- </g>
- </g>
- <g id="xtick_87">
- <g id="text_100">
- <!-- 400 -->
- <g style="fill:#ff0000;" transform="translate(267.254925 315.686924)scale(0.06 -0.06)">
- <use xlink:href="#DejaVuSans-34"/>
- <use x="63.623047" xlink:href="#DejaVuSans-30"/>
- <use x="127.246094" xlink:href="#DejaVuSans-30"/>
- </g>
- </g>
- </g>
- </g>
- <g id="line2d_25">
- <path clip-path="url(#p3cf1c80611)" d="M 150.218051 303.339429
- L 150.985321 306.872871
- L 151.75259 300.821428
- L 152.51986 304.693444
- L 153.28713 301.811414
- L 154.054399 300.153696
- L 154.821669 299.833571
- L 155.588938 301.961295
- L 156.356208 302.561855
- L 157.123477 302.58582
- L 157.890747 301.443806
- L 158.658016 300.76507
- L 159.425286 301.234171
- L 160.192555 301.478095
- L 160.959825 302.715177
- L 161.727094 302.30622
- L 162.494364 301.416398
- L 163.261633 301.452133
- L 164.028903 303.042267
- L 164.796172 301.410806
- L 165.563442 300.255254
- L 167.097981 302.831006
- L 167.86525 302.194276
- L 168.63252 303.202136
- L 170.167059 302.026802
- L 170.934329 301.693155
- L 171.701598 298.251561
- L 172.468868 300.141607
- L 173.236137 301.210611
- L 174.003407 302.580126
- L 174.770676 304.571224
- L 175.537946 301.137364
- L 176.305215 301.275273
- L 177.072485 299.918229
- L 177.839754 300.850033
- L 178.607024 302.022471
- L 179.374293 300.860157
- L 180.141563 298.347614
- L 180.908832 304.554918
- L 181.676102 300.541342
- L 183.210641 302.436235
- L 183.97791 301.107724
- L 184.74518 300.006576
- L 185.512449 300.937543
- L 186.279719 300.140526
- L 187.046989 300.720846
- L 187.814258 299.279324
- L 189.348797 300.121326
- L 190.883336 296.542117
- L 191.650606 299.830666
- L 192.417875 298.505481
- L 193.185145 300.971157
- L 193.952414 299.145378
- L 194.719684 299.090212
- L 195.486953 295.926068
- L 196.254223 295.148319
- L 197.021492 302.561726
- L 197.788762 300.908665
- L 198.556031 299.864762
- L 199.323301 301.280609
- L 200.09057 298.348336
- L 200.85784 299.494533
- L 201.625109 299.428644
- L 202.392379 298.052506
- L 203.159649 298.407413
- L 204.694188 298.390779
- L 205.461457 297.917769
- L 206.228727 297.84844
- L 206.995996 300.42704
- L 207.763266 298.84038
- L 208.530535 298.34793
- L 209.297805 291.773058
- L 210.065074 301.628166
- L 210.832344 297.272565
- L 211.599613 300.086692
- L 212.366883 296.174921
- L 213.134152 297.899177
- L 213.901422 295.62978
- L 214.668691 298.115
- L 215.435961 298.087041
- L 216.20323 299.127362
- L 216.9705 299.409173
- L 217.737769 297.874219
- L 218.505039 301.464944
- L 219.272309 299.669847
- L 220.039578 300.498196
- L 220.806848 299.574675
- L 221.574117 299.378777
- L 222.341387 299.521047
- L 223.108656 298.182264
- L 223.875926 298.71446
- L 224.643195 299.033873
- L 226.177734 298.995838
- L 226.945004 296.289456
- L 227.712273 299.072452
- L 228.479543 299.694896
- L 229.246812 303.935233
- L 230.014082 296.704459
- L 230.781351 299.489341
- L 231.548621 298.003789
- L 233.08316 297.402681
- L 233.850429 298.512051
- L 234.617699 299.178204
- L 235.384968 299.558449
- L 236.919508 299.6082
- L 237.686777 300.218656
- L 238.454047 299.94632
- L 239.221316 299.156964
- L 239.988586 300.539748
- L 240.755855 299.805081
- L 241.523125 299.542114
- L 242.290394 298.659395
- L 243.057664 299.998791
- L 243.824933 298.288577
- L 244.592203 298.971901
- L 245.359472 300.532298
- L 246.126742 297.111652
- L 246.894011 295.436575
- L 247.661281 298.784716
- L 248.42855 300.738021
- L 249.19582 297.514197
- L 249.963089 298.028737
- L 250.730359 296.975501
- L 251.497628 300.906084
- L 252.264898 297.657136
- L 253.032168 299.121514
- L 253.799437 299.547973
- L 254.566707 301.358652
- L 255.333976 298.579609
- L 256.101246 300.255841
- L 256.868515 300.513783
- L 257.635785 299.571157
- L 258.403054 299.003211
- L 259.170324 300.277564
- L 259.937593 299.253781
- L 260.704863 299.115406
- L 261.472132 299.711836
- L 262.239402 298.681713
- L 263.006671 298.118334
- L 263.773941 298.377652
- L 264.54121 294.279571
- L 265.30848 297.885598
- L 266.075749 296.492314
- L 266.843019 298.737096
- L 267.610288 297.821599
- L 268.377558 296.460159
- L 269.144827 295.532751
- L 269.912097 293.410311
- L 270.679367 297.753002
- L 271.446636 299.581093
- L 272.213906 296.14616
- L 273.748445 299.67191
- L 274.515714 297.334808
- L 275.282984 299.976916
- L 276.050253 298.966272
- L 276.817523 296.135421
- L 277.584792 298.666342
- L 278.352062 297.359924
- L 279.119331 297.809384
- L 279.886601 297.85784
- L 281.42114 296.863876
- L 281.42114 296.863876
- " style="fill:none;stroke:#ff0000;stroke-linecap:round;"/>
- </g>
- </g>
- <g id="axes_65">
- <g id="patch_27">
- <path d="M 150.218051 330.655077
- L 282.188409 330.655077
- L 282.188409 315.555264
- L 150.218051 315.555264
- z
- " style="fill:none;"/>
- </g>
- <g id="matplotlib.axis_26">
- <g id="xtick_88">
- <g id="text_101">
- <!-- 0.05 -->
- <g style="fill:#ff0000;" transform="translate(175.366509 338.714139)scale(0.06 -0.06)">
- <use xlink:href="#DejaVuSans-30"/>
- <use x="63.623047" xlink:href="#DejaVuSans-2e"/>
- <use x="95.410156" xlink:href="#DejaVuSans-30"/>
- <use x="159.033203" xlink:href="#DejaVuSans-35"/>
- </g>
- </g>
- </g>
- <g id="xtick_89">
- <g id="text_102">
- <!-- 0.10 -->
- <g style="fill:#ff0000;" transform="translate(208.747247 338.714139)scale(0.06 -0.06)">
- <use xlink:href="#DejaVuSans-30"/>
- <use x="63.623047" xlink:href="#DejaVuSans-2e"/>
- <use x="95.410156" xlink:href="#DejaVuSans-31"/>
- <use x="159.033203" xlink:href="#DejaVuSans-30"/>
- </g>
- </g>
- </g>
- <g id="xtick_90">
- <g id="text_103">
- <!-- 0.15 -->
- <g style="fill:#ff0000;" transform="translate(242.127984 338.714139)scale(0.06 -0.06)">
- <use xlink:href="#DejaVuSans-30"/>
- <use x="63.623047" xlink:href="#DejaVuSans-2e"/>
- <use x="95.410156" xlink:href="#DejaVuSans-31"/>
- <use x="159.033203" xlink:href="#DejaVuSans-35"/>
- </g>
- </g>
- </g>
- <g id="xtick_91">
- <g id="text_104">
- <!-- 0.20 -->
- <g style="fill:#ff0000;" transform="translate(275.508722 338.714139)scale(0.06 -0.06)">
- <use xlink:href="#DejaVuSans-30"/>
- <use x="63.623047" xlink:href="#DejaVuSans-2e"/>
- <use x="95.410156" xlink:href="#DejaVuSans-32"/>
- <use x="159.033203" xlink:href="#DejaVuSans-30"/>
- </g>
- </g>
- </g>
- </g>
- <g id="line2d_26">
- <path clip-path="url(#p3bfe549da3)" d="M 150.218051 316.241619
- L 151.770644 316.352056
- L 153.323236 328.401379
- L 154.875829 327.768894
- L 156.428421 328.382771
- L 157.981014 328.904652
- L 159.533606 328.061789
- L 161.086199 329.388076
- L 162.638791 328.987847
- L 164.191383 329.666007
- L 165.743976 329.86724
- L 167.296568 328.485492
- L 168.849161 329.876614
- L 170.401753 328.930425
- L 171.954346 329.429365
- L 173.506938 329.289372
- L 175.059531 328.340161
- L 176.612123 329.968722
- L 178.164715 329.892584
- L 179.717308 329.888952
- L 181.2699 329.224598
- L 182.822493 327.732736
- L 184.375085 329.190726
- L 185.927678 329.259627
- L 187.48027 329.439203
- L 189.032863 329.867836
- L 190.585455 329.886513
- L 192.138047 328.776876
- L 193.69064 327.929046
- L 195.243232 329.91308
- L 196.795825 328.577675
- L 198.348417 329.956725
- L 199.90101 329.902818
- L 201.453602 329.158689
- L 203.006195 329.644546
- L 204.558787 329.283026
- L 206.11138 329.442261
- L 207.663972 329.957817
- L 209.216564 328.752719
- L 210.769157 329.968485
- L 212.321749 329.689009
- L 213.874342 329.247558
- L 215.426934 329.918224
- L 216.979527 329.793745
- L 218.532119 329.722083
- L 220.084712 329.431499
- L 221.637304 328.726806
- L 223.189896 329.443595
- L 224.742489 328.941132
- L 226.295081 329.739413
- L 227.847674 329.551862
- L 229.400266 329.899718
- L 230.952859 329.767245
- L 232.505451 329.721753
- L 234.058044 329.94194
- L 235.610636 329.361211
- L 237.163228 328.204046
- L 238.715821 329.935248
- L 240.268413 329.745203
- L 241.821006 328.93971
- L 243.373598 329.854688
- L 244.926191 329.605711
- L 246.478783 329.313494
- L 248.031376 329.244047
- L 249.583968 329.822553
- L 251.13656 329.382394
- L 252.689153 329.555579
- L 254.241745 329.805075
- L 255.794338 329.729156
- L 257.34693 329.668486
- L 258.899523 329.598582
- L 260.452115 329.930053
- L 262.004708 329.813497
- L 263.5573 328.868312
- L 265.109892 329.922593
- L 266.662485 329.037213
- L 268.215077 328.607929
- L 269.76767 329.662863
- L 271.320262 329.899393
- L 272.872855 329.486027
- L 274.425447 329.553343
- L 275.97804 329.285331
- L 277.530632 328.876874
- L 279.083224 328.700508
- L 280.635817 329.778412
- L 282.188409 329.108393
- " style="fill:none;stroke:#ff0000;stroke-linecap:round;"/>
- </g>
- </g>
- <g id="axes_66">
- <g clip-path="url(#p65143c78ef)">
- <image height="27.6" id="image8a60370062" transform="scale(1 -1)translate(0 -27.6)" width="33.12" x="302.751591" xlink:href="data:image/png;base64,
- 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" y="-297.008708"/>
- </g>
- <g id="LineCollection_40">
- <path clip-path="url(#p65143c78ef)" d="M 317.734464 299.183226
- L 318.339832 299.183226
- L 318.642517 299.485911
- L 322.577413 299.485911
- L 322.728755 299.637253
- L 322.728755 299.939937
- L 323.78815 300.999332
- L 324.090834 300.999332
- L 324.393519 301.302017
- L 324.696203 301.302017
- L 324.998887 301.604701
- L 325.301572 301.604701
- L 325.90694 302.210069
- L 326.209624 302.210069
- L 326.814993 302.815438
- L 327.420362 302.815438
- L 327.723046 303.118122
- L 328.02573 303.118122
- L 328.328415 303.420807
- L 328.631099 303.420807
- L 329.236468 304.026175
- L 329.539152 304.026175
- L 330.14452 304.631544
- L 330.447205 304.631544
- L 331.203916 305.388255
- L 331.203916 305.690939
- L 331.809284 306.296308
- L 331.809284 306.598992
- L 333.020021 307.809729
- L 333.020021 308.112413
- L 333.322706 308.415098
- L 333.322706 308.717782
- L 333.62539 309.020466
- L 333.62539 309.323151
- L 333.928074 309.625835
- L 333.928074 310.231204
- L 334.230759 310.533888
- L 334.230759 312.349994
- L 333.928074 312.652678
- L 333.928074 312.955362
- L 333.62539 313.258047
- L 333.62539 313.560731
- L 333.322706 313.863415
- L 333.322706 314.771468
- L 333.020021 315.074153
- L 333.020021 315.679521
- L 332.263311 316.436232
- L 331.960626 316.436232
- L 331.657942 316.738916
- L 331.355258 316.436232
- L 328.933783 316.436232
- L 328.631099 316.738916
- L 328.02573 316.738916
- L 327.723046 317.041601
- L 327.420362 317.041601
- L 326.663651 317.798311
- L 326.663651 318.40368
- L 326.360967 318.706364
- L 326.360967 319.009049
- L 326.058282 319.311733
- L 326.058282 319.614417
- L 325.90694 319.765759
- L 325.604256 319.765759
- L 325.301572 320.068444
- L 324.998887 320.068444
- L 324.090834 320.976497
- L 323.78815 320.976497
- L 323.485466 321.279181
- L 321.66936 321.279181
- L 321.063991 320.673812
- L 320.458623 320.673812
- L 320.004596 321.127839
- L 320.004596 321.733207
- L 319.853254 321.884549
- L 318.339832 321.884549
- L 318.037148 321.581865
- L 314.707621 321.581865
- L 314.404936 321.279181
- L 313.496884 321.279181
- L 313.194199 320.976497
- L 310.47004 320.976497
- L 310.167356 320.673812
- L 308.35125 320.673812
- L 308.199908 320.52247
- L 308.199908 319.917101
- L 307.897224 319.614417
- L 307.897224 318.100996
- L 307.59454 317.798311
- L 307.59454 317.192943
- L 307.140513 316.738916
- L 306.837829 316.738916
- L 306.535144 316.436232
- L 306.23246 316.436232
- L 306.081118 316.28489
- L 306.081118 315.982205
- L 305.475749 315.376837
- L 305.475749 314.1661
- L 305.173065 313.863415
- L 305.173065 312.955362
- L 305.475749 312.652678
- L 305.475749 312.047309
- L 305.778434 311.744625
- L 305.778434 310.836572
- L 306.081118 310.533888
- L 306.081118 309.928519
- L 306.383802 309.625835
- L 306.383802 309.323151
- L 306.686487 309.020466
- L 306.686487 308.717782
- L 306.989171 308.415098
- L 306.989171 308.112413
- L 307.291855 307.809729
- L 307.291855 307.507045
- L 307.59454 307.204361
- L 307.59454 306.598992
- L 307.897224 306.296308
- L 307.897224 305.993623
- L 308.199908 305.690939
- L 308.199908 305.388255
- L 309.107961 304.480202
- L 309.107961 304.177517
- L 309.71333 303.572149
- L 309.71333 303.269465
- L 311.075409 301.907385
- L 311.378093 301.907385
- L 311.983462 301.302017
- L 312.286146 301.302017
- L 312.588831 300.999332
- L 312.891515 300.999332
- L 313.194199 300.696648
- L 313.496884 300.696648
- L 313.799568 300.393964
- L 314.707621 300.393964
- L 315.010305 300.091279
- L 315.615674 300.091279
- L 315.918358 299.788595
- L 317.129095 299.788595
- L 317.734464 299.183226
- L 317.734464 299.183226
- " style="fill:none;stroke:#000000;stroke-width:0.5;"/>
- </g>
- <g id="text_105">
- <!-- C14 [noise]: Tot. var. expl. 2.2% -->
- <g style="fill:#ff0000;" transform="translate(302.751591 291.425374)scale(0.07 -0.07)">
- <use xlink:href="#DejaVuSans-43"/>
- <use x="69.824219" xlink:href="#DejaVuSans-31"/>
- <use x="133.447266" xlink:href="#DejaVuSans-34"/>
- <use x="197.070312" xlink:href="#DejaVuSans-20"/>
- <use x="228.857422" xlink:href="#DejaVuSans-5b"/>
- <use x="267.871094" xlink:href="#DejaVuSans-6e"/>
- <use x="331.25" xlink:href="#DejaVuSans-6f"/>
- <use x="392.431641" xlink:href="#DejaVuSans-69"/>
- <use x="420.214844" xlink:href="#DejaVuSans-73"/>
- <use x="472.314453" xlink:href="#DejaVuSans-65"/>
- <use x="533.837891" xlink:href="#DejaVuSans-5d"/>
- <use x="572.851562" xlink:href="#DejaVuSans-3a"/>
- <use x="606.542969" xlink:href="#DejaVuSans-20"/>
- <use x="638.330078" xlink:href="#DejaVuSans-54"/>
- <use x="699.148438" xlink:href="#DejaVuSans-6f"/>
- <use x="760.330078" xlink:href="#DejaVuSans-74"/>
- <use x="799.539062" xlink:href="#DejaVuSans-2e"/>
- <use x="831.326172" xlink:href="#DejaVuSans-20"/>
- <use x="863.113281" xlink:href="#DejaVuSans-76"/>
- <use x="922.292969" xlink:href="#DejaVuSans-61"/>
- <use x="983.572266" xlink:href="#DejaVuSans-72"/>
- <use x="1024.544922" xlink:href="#DejaVuSans-2e"/>
- <use x="1056.332031" xlink:href="#DejaVuSans-20"/>
- <use x="1088.119141" xlink:href="#DejaVuSans-65"/>
- <use x="1149.626953" xlink:href="#DejaVuSans-78"/>
- <use x="1208.806641" xlink:href="#DejaVuSans-70"/>
- <use x="1272.283203" xlink:href="#DejaVuSans-6c"/>
- <use x="1300.066406" xlink:href="#DejaVuSans-2e"/>
- <use x="1331.853516" xlink:href="#DejaVuSans-20"/>
- <use x="1363.640625" xlink:href="#DejaVuSans-32"/>
- <use x="1427.263672" xlink:href="#DejaVuSans-2e"/>
- <use x="1459.050781" xlink:href="#DejaVuSans-32"/>
- <use x="1522.673828" xlink:href="#DejaVuSans-25"/>
- </g>
- </g>
- </g>
- <g id="axes_67">
- <g clip-path="url(#p32b36e34e1)">
- <image height="33.12" id="image61d4f79fb5" transform="scale(1 -1)translate(0 -33.12)" width="33.12" x="346.009274" xlink:href="data:image/png;base64,
- 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" y="-294.212867"/>
- </g>
- <g id="LineCollection_41">
- <path clip-path="url(#p32b36e34e1)" d="M 358.517454 296.878169
- L 360.330234 296.878169
- L 360.69279 297.240725
- L 361.055345 296.878169
- L 361.417901 296.878169
- L 361.780457 297.240725
- L 362.143013 297.240725
- L 362.505569 297.603281
- L 365.406017 297.603281
- L 365.768573 297.965837
- L 366.131128 297.965837
- L 366.493684 298.328393
- L 366.85624 298.328393
- L 367.218796 298.690949
- L 367.581352 298.690949
- L 367.943908 299.053505
- L 368.306464 299.053505
- L 368.66902 299.41606
- L 369.031576 299.41606
- L 370.844356 301.22884
- L 371.206911 301.22884
- L 373.563525 303.585454
- L 373.563525 303.94801
- L 374.288637 304.673121
- L 374.288637 305.035677
- L 375.013749 305.760789
- L 375.013749 306.485901
- L 375.376305 306.848457
- L 375.376305 309.386349
- L 375.738861 309.748904
- L 375.738861 310.11146
- L 376.101417 310.474016
- L 376.101417 314.099576
- L 375.738861 314.462131
- L 375.738861 314.824687
- L 375.376305 315.187243
- L 375.376305 315.912355
- L 375.013749 316.274911
- L 375.013749 316.637467
- L 374.651193 317.000023
- L 374.651193 317.362579
- L 373.926081 318.087691
- L 373.926081 318.812803
- L 373.563525 319.175359
- L 373.563525 320.263026
- L 373.200969 320.625582
- L 373.200969 320.988138
- L 372.657135 321.531972
- L 372.294579 321.531972
- L 372.113301 321.71325
- L 372.113301 322.438362
- L 371.932023 322.61964
- L 370.844356 322.61964
- L 370.4818 322.982196
- L 370.119244 322.982196
- L 369.756688 323.344752
- L 366.493684 323.344752
- L 366.131128 323.707308
- L 364.680905 323.707308
- L 364.318349 324.069864
- L 359.967678 324.069864
- L 359.605122 323.707308
- L 356.342118 323.707308
- L 355.617007 322.982196
- L 354.166783 322.982196
- L 353.441671 322.257084
- L 353.079115 322.257084
- L 351.085057 320.263026
- L 351.085057 319.175359
- L 350.722502 318.812803
- L 350.722502 317.000023
- L 349.634834 315.912355
- L 349.634834 315.549799
- L 349.272278 315.187243
- L 349.272278 314.462131
- L 348.909722 314.099576
- L 348.909722 310.11146
- L 349.272278 309.748904
- L 349.272278 308.661237
- L 349.634834 308.298681
- L 349.634834 306.485901
- L 349.99739 306.123345
- L 349.99739 305.760789
- L 350.722502 305.035677
- L 350.722502 304.673121
- L 351.447613 303.94801
- L 351.447613 303.585454
- L 351.810169 303.222898
- L 351.810169 302.860342
- L 352.354003 302.316508
- L 352.716559 302.316508
- L 356.342118 298.690949
- L 356.704674 298.690949
- L 357.06723 298.328393
- L 357.429786 298.328393
- L 357.97362 297.784559
- L 357.97362 297.422003
- L 358.517454 296.878169
- L 358.517454 296.878169
- " style="fill:none;stroke:#000000;stroke-width:0.5;"/>
- </g>
- </g>
- <g id="axes_68">
- <g clip-path="url(#p040f4458f0)">
- <image height="39.6" id="imaged8e8eb6b62" transform="scale(1 -1)translate(0 -39.6)" width="33.12" x="389.266958" xlink:href="data:image/png;base64,
- 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" y="-290.99587"/>
- </g>
- <g id="LineCollection_42">
- <path clip-path="url(#p040f4458f0)" d="M 405.400697 292.890054
- L 407.576033 292.890054
- L 407.938589 293.25261
- L 408.6637 293.25261
- L 409.026256 293.615166
- L 410.47648 293.615166
- L 410.839036 293.977722
- L 411.564148 293.977722
- L 411.926704 294.340277
- L 412.28926 294.340277
- L 414.645873 296.696891
- L 414.645873 297.059447
- L 415.370985 297.784559
- L 415.370985 298.147115
- L 416.096097 298.872227
- L 416.096097 299.234783
- L 416.458653 299.597338
- L 416.458653 299.959894
- L 416.821209 300.32245
- L 416.821209 301.047562
- L 417.183765 301.410118
- L 417.183765 302.13523
- L 417.546321 302.497786
- L 417.546321 303.222898
- L 417.908877 303.585454
- L 417.908877 304.310566
- L 418.271433 304.673121
- L 418.271433 305.398233
- L 418.633988 305.760789
- L 418.633988 306.848457
- L 418.996544 307.211013
- L 418.996544 308.298681
- L 419.3591 308.661237
- L 419.3591 314.824687
- L 418.996544 315.187243
- L 418.996544 316.274911
- L 418.633988 316.637467
- L 418.633988 317.362579
- L 418.271433 317.725135
- L 418.271433 318.450247
- L 417.908877 318.812803
- L 417.908877 319.175359
- L 417.183765 319.90047
- L 417.183765 320.263026
- L 416.821209 320.625582
- L 416.821209 320.988138
- L 415.370985 322.438362
- L 415.370985 322.800918
- L 414.283317 323.888586
- L 414.283317 324.251142
- L 413.376928 325.157531
- L 413.014372 325.157531
- L 412.651816 325.520087
- L 412.28926 325.520087
- L 411.926704 325.882643
- L 411.564148 325.882643
- L 411.201592 326.245199
- L 410.839036 326.245199
- L 410.47648 326.607755
- L 410.113924 326.607755
- L 409.751368 326.970311
- L 406.125809 326.970311
- L 405.763253 327.332867
- L 403.950473 327.332867
- L 403.587917 327.695423
- L 402.50025 327.695423
- L 402.137694 327.332867
- L 401.412582 327.332867
- L 401.050026 326.970311
- L 400.68747 326.970311
- L 399.962358 326.245199
- L 399.599802 326.245199
- L 398.149579 324.794975
- L 397.787023 324.794975
- L 394.705297 321.71325
- L 394.705297 321.350694
- L 394.342741 320.988138
- L 394.342741 320.625582
- L 393.980185 320.263026
- L 393.980185 319.90047
- L 393.255073 319.175359
- L 393.255073 318.450247
- L 392.892518 318.087691
- L 392.892518 317.000023
- L 392.529962 316.637467
- L 392.529962 315.549799
- L 392.167406 315.187243
- L 392.167406 314.462131
- L 392.529962 314.099576
- L 392.529962 313.73702
- L 392.167406 313.374464
- L 392.167406 309.748904
- L 392.529962 309.386349
- L 392.529962 308.661237
- L 392.892518 308.298681
- L 392.892518 307.936125
- L 393.255073 307.573569
- L 393.255073 305.760789
- L 393.617629 305.398233
- L 393.617629 304.310566
- L 393.980185 303.94801
- L 393.980185 303.222898
- L 394.342741 302.860342
- L 394.342741 302.497786
- L 394.705297 302.13523
- L 394.705297 300.685006
- L 395.067853 300.32245
- L 395.067853 299.959894
- L 395.792965 299.234783
- L 395.792965 298.872227
- L 396.155521 298.509671
- L 396.155521 298.147115
- L 399.599802 294.702833
- L 399.962358 294.702833
- L 400.324914 294.340277
- L 400.68747 294.340277
- L 401.050026 293.977722
- L 401.775138 293.977722
- L 402.137694 293.615166
- L 404.313029 293.615166
- L 404.675585 293.25261
- L 405.038141 293.25261
- L 405.400697 292.890054
- L 405.400697 292.890054
- " style="fill:none;stroke:#000000;stroke-width:0.5;"/>
- </g>
- </g>
- <g id="axes_69">
- <g id="patch_28">
- <path d="M 432.524642 307.627862
- L 564.495 307.627862
- L 564.495 291.018068
- L 432.524642 291.018068
- z
- " style="fill:none;"/>
- </g>
- <g id="matplotlib.axis_27">
- <g id="xtick_92">
- <g id="text_106">
- <!-- 0 -->
- <g style="fill:#ff0000;" transform="translate(430.615892 315.686924)scale(0.06 -0.06)">
- <use xlink:href="#DejaVuSans-30"/>
- </g>
- </g>
- </g>
- <g id="xtick_93">
- <g id="text_107">
- <!-- 200 -->
- <g style="fill:#ff0000;" transform="translate(488.179954 315.686924)scale(0.06 -0.06)">
- <use xlink:href="#DejaVuSans-32"/>
- <use x="63.623047" xlink:href="#DejaVuSans-30"/>
- <use x="127.246094" xlink:href="#DejaVuSans-30"/>
- </g>
- </g>
- </g>
- <g id="xtick_94">
- <g id="text_108">
- <!-- 400 -->
- <g style="fill:#ff0000;" transform="translate(549.561516 315.686924)scale(0.06 -0.06)">
- <use xlink:href="#DejaVuSans-34"/>
- <use x="63.623047" xlink:href="#DejaVuSans-30"/>
- <use x="127.246094" xlink:href="#DejaVuSans-30"/>
- </g>
- </g>
- </g>
- </g>
- <g id="line2d_27">
- <path clip-path="url(#p28908cb519)" d="M 432.524642 300.578522
- L 433.291912 298.669298
- L 434.059181 299.24287
- L 434.826451 299.389791
- L 435.59372 295.313444
- L 436.36099 294.370796
- L 437.128259 291.773058
- L 439.430068 294.626711
- L 440.197337 292.59246
- L 440.964607 295.443212
- L 441.731876 294.293326
- L 442.499146 299.01349
- L 443.266415 297.126588
- L 444.033685 298.011859
- L 444.800954 295.409005
- L 445.568224 298.104615
- L 446.335493 298.581214
- L 447.870033 296.046805
- L 448.637302 297.478944
- L 449.404572 295.730023
- L 450.171841 298.828226
- L 450.939111 297.376893
- L 451.70638 298.151385
- L 452.47365 295.816271
- L 453.240919 297.305319
- L 454.008189 293.720579
- L 454.775458 292.08615
- L 455.542728 293.680165
- L 456.309997 293.870377
- L 457.077267 295.394577
- L 457.844536 295.579009
- L 458.611806 295.222791
- L 459.379075 295.411027
- L 460.146345 295.414799
- L 460.913614 296.097344
- L 461.680884 295.245076
- L 462.448153 295.430905
- L 463.215423 298.007258
- L 463.982693 301.84172
- L 464.749962 298.66988
- L 465.517232 298.02607
- L 466.284501 298.157387
- L 467.051771 297.112528
- L 467.81904 294.217132
- L 468.58631 297.200037
- L 469.353579 294.9828
- L 470.120849 294.387759
- L 470.888118 296.540705
- L 471.655388 294.199312
- L 472.422657 295.035184
- L 473.189927 295.43061
- L 473.957196 293.989334
- L 474.724466 295.382761
- L 475.491735 297.136507
- L 476.259005 297.973763
- L 477.026274 297.709564
- L 477.793544 296.256775
- L 478.560813 298.554547
- L 479.328083 296.521538
- L 480.095352 295.581469
- L 480.862622 297.33753
- L 481.629892 299.615766
- L 482.397161 303.483568
- L 483.164431 305.182372
- L 483.9317 303.739479
- L 484.69897 306.872871
- L 485.466239 304.895381
- L 487.000778 303.065632
- L 487.768048 304.045284
- L 488.535317 304.206882
- L 489.302587 302.443799
- L 490.069856 303.344665
- L 490.837126 300.854919
- L 491.604395 302.01168
- L 492.371665 301.053564
- L 493.138934 301.27928
- L 493.906204 303.158193
- L 494.673473 304.101117
- L 495.440743 301.044641
- L 496.208012 298.810394
- L 496.975282 297.067116
- L 497.742552 299.009775
- L 498.509821 298.832886
- L 499.277091 298.055265
- L 500.04436 298.127631
- L 500.81163 298.521724
- L 501.578899 300.747399
- L 502.346169 300.823037
- L 503.113438 300.182616
- L 503.880708 298.156431
- L 504.647977 298.417687
- L 505.415247 300.438523
- L 506.182516 299.144342
- L 506.949786 300.727877
- L 507.717055 298.740792
- L 508.484325 299.000147
- L 509.251594 297.641765
- L 510.018864 299.590246
- L 511.553403 299.992903
- L 513.087942 302.876427
- L 513.855211 304.424648
- L 514.622481 302.638776
- L 515.389751 302.550713
- L 516.15702 302.165656
- L 516.92429 304.151635
- L 517.691559 302.171746
- L 518.458829 302.019949
- L 519.226098 301.752276
- L 519.993368 303.023027
- L 521.527907 304.397055
- L 522.295176 303.091158
- L 523.062446 303.575776
- L 523.829715 302.157921
- L 524.596985 301.905207
- L 525.364254 302.61102
- L 526.131524 304.093675
- L 526.898793 303.401628
- L 528.433332 302.787612
- L 529.200602 301.653719
- L 529.967871 304.032482
- L 530.735141 304.484707
- L 531.502411 303.880287
- L 532.26968 302.531313
- L 533.03695 302.093091
- L 533.804219 299.8711
- L 534.571489 300.202301
- L 535.338758 301.162862
- L 536.106028 300.737892
- L 536.873297 301.669788
- L 537.640567 301.478733
- L 538.407836 300.35096
- L 539.175106 299.785013
- L 540.709645 297.353574
- L 541.476914 299.501437
- L 542.244184 298.080466
- L 543.011453 298.822207
- L 543.778723 297.624461
- L 544.545992 296.881814
- L 545.313262 297.585914
- L 546.080531 298.077576
- L 546.847801 297.14795
- L 547.61507 296.526953
- L 548.38234 296.170116
- L 549.14961 298.965848
- L 549.916879 299.792627
- L 550.684149 298.285201
- L 551.451418 299.031791
- L 552.218688 296.11689
- L 552.985957 296.814229
- L 553.753227 302.624359
- L 554.520496 298.932465
- L 555.287766 301.227182
- L 556.055035 300.011161
- L 556.822305 298.436472
- L 557.589574 298.199003
- L 558.356844 299.183255
- L 559.124113 298.352601
- L 559.891383 297.280869
- L 560.658652 298.607798
- L 561.425922 297.105441
- L 562.193191 297.740916
- L 562.960461 297.680664
- L 563.72773 297.787736
- L 563.72773 297.787736
- " style="fill:none;stroke:#ff0000;stroke-linecap:round;"/>
- </g>
- </g>
- <g id="axes_70">
- <g id="patch_29">
- <path d="M 432.524642 330.655077
- L 564.495 330.655077
- L 564.495 315.555264
- L 432.524642 315.555264
- z
- " style="fill:none;"/>
- </g>
- <g id="matplotlib.axis_28">
- <g id="xtick_95">
- <g id="text_109">
- <!-- 0.05 -->
- <g style="fill:#ff0000;" transform="translate(457.6731 338.714139)scale(0.06 -0.06)">
- <use xlink:href="#DejaVuSans-30"/>
- <use x="63.623047" xlink:href="#DejaVuSans-2e"/>
- <use x="95.410156" xlink:href="#DejaVuSans-30"/>
- <use x="159.033203" xlink:href="#DejaVuSans-35"/>
- </g>
- </g>
- </g>
- <g id="xtick_96">
- <g id="text_110">
- <!-- 0.10 -->
- <g style="fill:#ff0000;" transform="translate(491.053837 338.714139)scale(0.06 -0.06)">
- <use xlink:href="#DejaVuSans-30"/>
- <use x="63.623047" xlink:href="#DejaVuSans-2e"/>
- <use x="95.410156" xlink:href="#DejaVuSans-31"/>
- <use x="159.033203" xlink:href="#DejaVuSans-30"/>
- </g>
- </g>
- </g>
- <g id="xtick_97">
- <g id="text_111">
- <!-- 0.15 -->
- <g style="fill:#ff0000;" transform="translate(524.434575 338.714139)scale(0.06 -0.06)">
- <use xlink:href="#DejaVuSans-30"/>
- <use x="63.623047" xlink:href="#DejaVuSans-2e"/>
- <use x="95.410156" xlink:href="#DejaVuSans-31"/>
- <use x="159.033203" xlink:href="#DejaVuSans-35"/>
- </g>
- </g>
- </g>
- <g id="xtick_98">
- <g id="text_112">
- <!-- 0.20 -->
- <g style="fill:#ff0000;" transform="translate(557.815312 338.714139)scale(0.06 -0.06)">
- <use xlink:href="#DejaVuSans-30"/>
- <use x="63.623047" xlink:href="#DejaVuSans-2e"/>
- <use x="95.410156" xlink:href="#DejaVuSans-32"/>
- <use x="159.033203" xlink:href="#DejaVuSans-30"/>
- </g>
- </g>
- </g>
- </g>
- <g id="line2d_28">
- <path clip-path="url(#p0cb8764ebe)" d="M 432.524642 316.241619
- L 434.077235 329.833954
- L 435.629827 327.609809
- L 437.182419 326.712504
- L 438.735012 329.68459
- L 440.287604 328.466099
- L 441.840197 328.990197
- L 443.392789 329.423722
- L 444.945382 329.880716
- L 446.497974 329.701437
- L 448.050567 329.909573
- L 449.603159 329.827963
- L 451.155751 329.193873
- L 452.708344 329.881599
- L 454.260936 329.385407
- L 455.813529 329.840321
- L 457.366121 329.942755
- L 458.918714 329.832088
- L 460.471306 329.950101
- L 462.023899 329.895725
- L 463.576491 329.724582
- L 465.129083 329.407673
- L 466.681676 329.94462
- L 468.234268 329.856899
- L 469.786861 329.947508
- L 471.339453 329.951828
- L 472.892046 329.862223
- L 474.444638 329.82494
- L 475.997231 329.963733
- L 477.549823 329.967511
- L 479.102415 329.887754
- L 480.655008 329.897326
- L 482.2076 329.789482
- L 483.760193 329.950583
- L 485.312785 329.86859
- L 486.865378 329.892636
- L 488.41797 329.874632
- L 489.970563 329.900103
- L 491.523155 329.963329
- L 493.075747 329.962699
- L 494.62834 329.910373
- L 496.180932 329.881092
- L 497.733525 329.939489
- L 499.286117 329.959515
- L 500.83871 329.947553
- L 502.391302 329.964405
- L 503.943895 329.958887
- L 505.496487 329.968722
- L 507.049079 329.967835
- L 508.601672 329.931322
- L 510.154264 329.902005
- L 511.706857 329.966644
- L 513.259449 329.924822
- L 514.812042 329.900085
- L 516.364634 329.962501
- L 517.917227 329.914768
- L 519.469819 329.957205
- L 521.022412 329.868099
- L 522.575004 329.946984
- L 524.127596 329.939974
- L 525.680189 329.966483
- L 527.232781 329.854572
- L 528.785374 329.909332
- L 530.337966 329.949338
- L 531.890559 329.923774
- L 533.443151 329.962661
- L 534.995744 329.941932
- L 536.548336 329.95932
- L 538.100928 329.823998
- L 539.653521 329.948173
- L 541.206113 329.94712
- L 542.758706 329.963198
- L 544.311298 329.940718
- L 545.863891 329.940296
- L 547.416483 329.943744
- L 548.969076 329.897264
- L 550.521668 329.955884
- L 552.07426 329.956084
- L 553.626853 329.945865
- L 555.179445 329.912844
- L 556.732038 329.958452
- L 558.28463 329.929978
- L 559.837223 329.913202
- L 561.389815 329.883879
- L 562.942408 329.897686
- L 564.495 329.930581
- " style="fill:none;stroke:#ff0000;stroke-linecap:round;"/>
- </g>
- </g>
- <g id="axes_71">
- <g clip-path="url(#pd77f0a16a2)">
- <image height="27.6" id="image9a3865b312" transform="scale(1 -1)translate(0 -27.6)" width="33.12" x="20.445" xlink:href="data:image/png;base64,
- 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" y="-344.573119"/>
- </g>
- <g id="LineCollection_43">
- <path clip-path="url(#pd77f0a16a2)" d="M 35.427873 346.747638
- L 36.033242 346.747638
- L 36.335926 347.050322
- L 40.270822 347.050322
- L 40.422164 347.201664
- L 40.422164 347.504348
- L 41.481559 348.563743
- L 41.784244 348.563743
- L 42.086928 348.866428
- L 42.389612 348.866428
- L 42.692297 349.169112
- L 42.994981 349.169112
- L 43.600349 349.774481
- L 43.903034 349.774481
- L 44.508402 350.379849
- L 45.113771 350.379849
- L 45.416455 350.682534
- L 45.71914 350.682534
- L 46.021824 350.985218
- L 46.324508 350.985218
- L 46.929877 351.590587
- L 47.232561 351.590587
- L 47.83793 352.195955
- L 48.140614 352.195955
- L 48.897325 352.952666
- L 48.897325 353.25535
- L 49.502693 353.860719
- L 49.502693 354.163403
- L 50.713431 355.37414
- L 50.713431 355.676825
- L 51.016115 355.979509
- L 51.016115 356.282193
- L 51.318799 356.584878
- L 51.318799 356.887562
- L 51.621484 357.190246
- L 51.621484 357.795615
- L 51.924168 358.098299
- L 51.924168 359.914405
- L 51.621484 360.217089
- L 51.621484 360.519774
- L 51.318799 360.822458
- L 51.318799 361.125142
- L 51.016115 361.427827
- L 51.016115 362.335879
- L 50.713431 362.638564
- L 50.713431 363.243932
- L 49.95672 364.000643
- L 49.654036 364.000643
- L 49.351351 364.303327
- L 49.048667 364.000643
- L 46.627193 364.000643
- L 46.324508 364.303327
- L 45.71914 364.303327
- L 45.416455 364.606012
- L 45.113771 364.606012
- L 44.35706 365.362722
- L 44.35706 365.968091
- L 44.054376 366.270775
- L 44.054376 366.57346
- L 43.751692 366.876144
- L 43.751692 367.178828
- L 43.600349 367.33017
- L 43.297665 367.33017
- L 42.994981 367.632855
- L 42.692297 367.632855
- L 41.784244 368.540908
- L 41.481559 368.540908
- L 41.178875 368.843592
- L 39.362769 368.843592
- L 38.757401 368.238223
- L 38.152032 368.238223
- L 37.698006 368.69225
- L 37.698006 369.297618
- L 37.546663 369.448961
- L 36.033242 369.448961
- L 35.730558 369.146276
- L 32.40103 369.146276
- L 32.098346 368.843592
- L 31.190293 368.843592
- L 30.887609 368.540908
- L 28.16345 368.540908
- L 27.860766 368.238223
- L 26.04466 368.238223
- L 25.893318 368.086881
- L 25.893318 367.481513
- L 25.590633 367.178828
- L 25.590633 365.665407
- L 25.287949 365.362722
- L 25.287949 364.757354
- L 24.833922 364.303327
- L 24.531238 364.303327
- L 24.228554 364.000643
- L 23.92587 364.000643
- L 23.774527 363.849301
- L 23.774527 363.546617
- L 23.169159 362.941248
- L 23.169159 361.730511
- L 22.866474 361.427827
- L 22.866474 360.519774
- L 23.169159 360.217089
- L 23.169159 359.611721
- L 23.471843 359.309036
- L 23.471843 358.400983
- L 23.774527 358.098299
- L 23.774527 357.492931
- L 24.077212 357.190246
- L 24.077212 356.887562
- L 24.379896 356.584878
- L 24.379896 356.282193
- L 24.68258 355.979509
- L 24.68258 355.676825
- L 24.985265 355.37414
- L 24.985265 355.071456
- L 25.287949 354.768772
- L 25.287949 354.163403
- L 25.590633 353.860719
- L 25.590633 353.558035
- L 25.893318 353.25535
- L 25.893318 352.952666
- L 26.80137 352.044613
- L 26.80137 351.741929
- L 27.406739 351.13656
- L 27.406739 350.833876
- L 28.768818 349.471796
- L 29.071503 349.471796
- L 29.676871 348.866428
- L 29.979556 348.866428
- L 30.28224 348.563743
- L 30.584924 348.563743
- L 30.887609 348.261059
- L 31.190293 348.261059
- L 31.492977 347.958375
- L 32.40103 347.958375
- L 32.703714 347.655691
- L 33.309083 347.655691
- L 33.611767 347.353006
- L 34.822505 347.353006
- L 35.427873 346.747638
- L 35.427873 346.747638
- " style="fill:none;stroke:#000000;stroke-width:0.5;"/>
- </g>
- <g id="text_113">
- <!-- C15 [noise]: Tot. var. expl. 2.1% -->
- <g style="fill:#ff0000;" transform="translate(20.445 338.989785)scale(0.07 -0.07)">
- <use xlink:href="#DejaVuSans-43"/>
- <use x="69.824219" xlink:href="#DejaVuSans-31"/>
- <use x="133.447266" xlink:href="#DejaVuSans-35"/>
- <use x="197.070312" xlink:href="#DejaVuSans-20"/>
- <use x="228.857422" xlink:href="#DejaVuSans-5b"/>
- <use x="267.871094" xlink:href="#DejaVuSans-6e"/>
- <use x="331.25" xlink:href="#DejaVuSans-6f"/>
- <use x="392.431641" xlink:href="#DejaVuSans-69"/>
- <use x="420.214844" xlink:href="#DejaVuSans-73"/>
- <use x="472.314453" xlink:href="#DejaVuSans-65"/>
- <use x="533.837891" xlink:href="#DejaVuSans-5d"/>
- <use x="572.851562" xlink:href="#DejaVuSans-3a"/>
- <use x="606.542969" xlink:href="#DejaVuSans-20"/>
- <use x="638.330078" xlink:href="#DejaVuSans-54"/>
- <use x="699.148438" xlink:href="#DejaVuSans-6f"/>
- <use x="760.330078" xlink:href="#DejaVuSans-74"/>
- <use x="799.539062" xlink:href="#DejaVuSans-2e"/>
- <use x="831.326172" xlink:href="#DejaVuSans-20"/>
- <use x="863.113281" xlink:href="#DejaVuSans-76"/>
- <use x="922.292969" xlink:href="#DejaVuSans-61"/>
- <use x="983.572266" xlink:href="#DejaVuSans-72"/>
- <use x="1024.544922" xlink:href="#DejaVuSans-2e"/>
- <use x="1056.332031" xlink:href="#DejaVuSans-20"/>
- <use x="1088.119141" xlink:href="#DejaVuSans-65"/>
- <use x="1149.626953" xlink:href="#DejaVuSans-78"/>
- <use x="1208.806641" xlink:href="#DejaVuSans-70"/>
- <use x="1272.283203" xlink:href="#DejaVuSans-6c"/>
- <use x="1300.066406" xlink:href="#DejaVuSans-2e"/>
- <use x="1331.853516" xlink:href="#DejaVuSans-20"/>
- <use x="1363.640625" xlink:href="#DejaVuSans-32"/>
- <use x="1427.263672" xlink:href="#DejaVuSans-2e"/>
- <use x="1459.050781" xlink:href="#DejaVuSans-31"/>
- <use x="1522.673828" xlink:href="#DejaVuSans-25"/>
- </g>
- </g>
- </g>
- <g id="axes_72">
- <g clip-path="url(#p76f6995969)">
- <image height="33.12" id="image3c7cbce1b3" transform="scale(1 -1)translate(0 -33.12)" width="33.12" x="63.702684" xlink:href="data:image/png;base64,
- 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" y="-341.777278"/>
- </g>
- <g id="LineCollection_44">
- <path clip-path="url(#p76f6995969)" d="M 76.210863 344.44258
- L 78.023643 344.44258
- L 78.386199 344.805136
- L 78.748755 344.44258
- L 79.111311 344.44258
- L 79.473867 344.805136
- L 79.836423 344.805136
- L 80.198979 345.167692
- L 83.099426 345.167692
- L 83.461982 345.530248
- L 83.824538 345.530248
- L 84.187094 345.892804
- L 84.54965 345.892804
- L 84.912206 346.25536
- L 85.274762 346.25536
- L 85.637317 346.617916
- L 85.999873 346.617916
- L 86.362429 346.980472
- L 86.724985 346.980472
- L 88.537765 348.793251
- L 88.900321 348.793251
- L 91.256934 351.149865
- L 91.256934 351.512421
- L 91.982046 352.237533
- L 91.982046 352.600089
- L 92.707158 353.3252
- L 92.707158 354.050312
- L 93.069714 354.412868
- L 93.069714 356.95076
- L 93.43227 357.313316
- L 93.43227 357.675872
- L 93.794826 358.038428
- L 93.794826 361.663987
- L 93.43227 362.026543
- L 93.43227 362.389099
- L 93.069714 362.751655
- L 93.069714 363.476766
- L 92.707158 363.839322
- L 92.707158 364.201878
- L 92.344602 364.564434
- L 92.344602 364.92699
- L 91.61949 365.652102
- L 91.61949 366.377214
- L 91.256934 366.73977
- L 91.256934 367.827438
- L 90.894378 368.189993
- L 90.894378 368.552549
- L 90.350545 369.096383
- L 89.987989 369.096383
- L 89.806711 369.277661
- L 89.806711 370.002773
- L 89.625433 370.184051
- L 88.537765 370.184051
- L 88.175209 370.546607
- L 87.812653 370.546607
- L 87.450097 370.909163
- L 84.187094 370.909163
- L 83.824538 371.271719
- L 82.374314 371.271719
- L 82.011758 371.634275
- L 77.661087 371.634275
- L 77.298531 371.271719
- L 74.035528 371.271719
- L 73.310416 370.546607
- L 71.860192 370.546607
- L 71.13508 369.821495
- L 70.772524 369.821495
- L 68.778467 367.827438
- L 68.778467 366.73977
- L 68.415911 366.377214
- L 68.415911 364.564434
- L 67.328243 363.476766
- L 67.328243 363.11421
- L 66.965687 362.751655
- L 66.965687 362.026543
- L 66.603131 361.663987
- L 66.603131 357.675872
- L 66.965687 357.313316
- L 66.965687 356.225648
- L 67.328243 355.863092
- L 67.328243 354.050312
- L 67.690799 353.687756
- L 67.690799 353.3252
- L 68.415911 352.600089
- L 68.415911 352.237533
- L 69.141023 351.512421
- L 69.141023 351.149865
- L 69.503579 350.787309
- L 69.503579 350.424753
- L 70.047413 349.880919
- L 70.409968 349.880919
- L 74.035528 346.25536
- L 74.398084 346.25536
- L 74.76064 345.892804
- L 75.123196 345.892804
- L 75.667029 345.34897
- L 75.667029 344.986414
- L 76.210863 344.44258
- L 76.210863 344.44258
- " style="fill:none;stroke:#000000;stroke-width:0.5;"/>
- </g>
- </g>
- <g id="axes_73">
- <g clip-path="url(#p0c3a2ef557)">
- <image height="39.6" id="imagec3820e0a58" transform="scale(1 -1)translate(0 -39.6)" width="33.12" x="106.960368" xlink:href="data:image/png;base64,
- 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" y="-338.560282"/>
- </g>
- <g id="LineCollection_45">
- <path clip-path="url(#p0c3a2ef557)" d="M 123.094106 340.454465
- L 125.269442 340.454465
- L 125.631998 340.817021
- L 126.35711 340.817021
- L 126.719666 341.179577
- L 128.169889 341.179577
- L 128.532445 341.542133
- L 129.257557 341.542133
- L 129.620113 341.904689
- L 129.982669 341.904689
- L 132.339283 344.261302
- L 132.339283 344.623858
- L 133.064394 345.34897
- L 133.064394 345.711526
- L 133.789506 346.436638
- L 133.789506 346.799194
- L 134.152062 347.16175
- L 134.152062 347.524306
- L 134.514618 347.886862
- L 134.514618 348.611973
- L 134.877174 348.974529
- L 134.877174 349.699641
- L 135.23973 350.062197
- L 135.23973 350.787309
- L 135.602286 351.149865
- L 135.602286 351.874977
- L 135.964842 352.237533
- L 135.964842 352.962645
- L 136.327398 353.3252
- L 136.327398 354.412868
- L 136.689954 354.775424
- L 136.689954 355.863092
- L 137.05251 356.225648
- L 137.05251 362.389099
- L 136.689954 362.751655
- L 136.689954 363.839322
- L 136.327398 364.201878
- L 136.327398 364.92699
- L 135.964842 365.289546
- L 135.964842 366.014658
- L 135.602286 366.377214
- L 135.602286 366.73977
- L 134.877174 367.464882
- L 134.877174 367.827438
- L 134.514618 368.189993
- L 134.514618 368.552549
- L 133.064394 370.002773
- L 133.064394 370.365329
- L 131.976727 371.452997
- L 131.976727 371.815553
- L 131.070337 372.721943
- L 130.707781 372.721943
- L 130.345225 373.084499
- L 129.982669 373.084499
- L 129.620113 373.447054
- L 129.257557 373.447054
- L 128.895001 373.80961
- L 128.532445 373.80961
- L 128.169889 374.172166
- L 127.807334 374.172166
- L 127.444778 374.534722
- L 123.819218 374.534722
- L 123.456662 374.897278
- L 121.643883 374.897278
- L 121.281327 375.259834
- L 120.193659 375.259834
- L 119.831103 374.897278
- L 119.105991 374.897278
- L 118.743435 374.534722
- L 118.380879 374.534722
- L 117.655768 373.80961
- L 117.293212 373.80961
- L 115.842988 372.359387
- L 115.480432 372.359387
- L 112.398707 369.277661
- L 112.398707 368.915105
- L 112.036151 368.552549
- L 112.036151 368.189993
- L 111.673595 367.827438
- L 111.673595 367.464882
- L 110.948483 366.73977
- L 110.948483 366.014658
- L 110.585927 365.652102
- L 110.585927 364.564434
- L 110.223371 364.201878
- L 110.223371 363.11421
- L 109.860815 362.751655
- L 109.860815 362.026543
- L 110.223371 361.663987
- L 110.223371 361.301431
- L 109.860815 360.938875
- L 109.860815 357.313316
- L 110.223371 356.95076
- L 110.223371 356.225648
- L 110.585927 355.863092
- L 110.585927 355.500536
- L 110.948483 355.13798
- L 110.948483 353.3252
- L 111.311039 352.962645
- L 111.311039 351.874977
- L 111.673595 351.512421
- L 111.673595 350.787309
- L 112.036151 350.424753
- L 112.036151 350.062197
- L 112.398707 349.699641
- L 112.398707 348.249417
- L 112.761262 347.886862
- L 112.761262 347.524306
- L 113.486374 346.799194
- L 113.486374 346.436638
- L 113.84893 346.074082
- L 113.84893 345.711526
- L 117.293212 342.267245
- L 117.655768 342.267245
- L 118.018323 341.904689
- L 118.380879 341.904689
- L 118.743435 341.542133
- L 119.468547 341.542133
- L 119.831103 341.179577
- L 122.006439 341.179577
- L 122.368995 340.817021
- L 122.731551 340.817021
- L 123.094106 340.454465
- L 123.094106 340.454465
- " style="fill:none;stroke:#000000;stroke-width:0.5;"/>
- </g>
- </g>
- <g id="axes_74">
- <g id="patch_30">
- <path d="M 150.218051 355.192273
- L 282.188409 355.192273
- L 282.188409 338.582479
- L 150.218051 338.582479
- z
- " style="fill:none;"/>
- </g>
- <g id="matplotlib.axis_29">
- <g id="xtick_99">
- <g id="text_114">
- <!-- 0 -->
- <g style="fill:#ff0000;" transform="translate(148.309301 363.251336)scale(0.06 -0.06)">
- <use xlink:href="#DejaVuSans-30"/>
- </g>
- </g>
- </g>
- <g id="xtick_100">
- <g id="text_115">
- <!-- 200 -->
- <g style="fill:#ff0000;" transform="translate(205.873363 363.251336)scale(0.06 -0.06)">
- <use xlink:href="#DejaVuSans-32"/>
- <use x="63.623047" xlink:href="#DejaVuSans-30"/>
- <use x="127.246094" xlink:href="#DejaVuSans-30"/>
- </g>
- </g>
- </g>
- <g id="xtick_101">
- <g id="text_116">
- <!-- 400 -->
- <g style="fill:#ff0000;" transform="translate(267.254925 363.251336)scale(0.06 -0.06)">
- <use xlink:href="#DejaVuSans-34"/>
- <use x="63.623047" xlink:href="#DejaVuSans-30"/>
- <use x="127.246094" xlink:href="#DejaVuSans-30"/>
- </g>
- </g>
- </g>
- </g>
- <g id="line2d_29">
- <path clip-path="url(#p56ee7eb66f)" d="M 150.218051 343.077565
- L 150.985321 350.749862
- L 151.75259 353.674756
- L 152.51986 344.314533
- L 153.28713 350.439471
- L 154.054399 349.822626
- L 154.821669 344.251278
- L 155.588938 348.116854
- L 156.356208 353.599257
- L 157.123477 340.991664
- L 157.890747 343.774187
- L 158.658016 349.043351
- L 159.425286 352.416986
- L 160.192555 342.595556
- L 160.959825 346.221534
- L 161.727094 352.217249
- L 162.494364 343.443991
- L 163.261633 342.245573
- L 164.028903 347.911982
- L 164.796172 344.774324
- L 165.563442 350.363408
- L 166.330711 343.676521
- L 167.097981 349.19014
- L 167.86525 340.834798
- L 168.63252 351.756318
- L 169.39979 341.215805
- L 170.167059 354.437282
- L 170.934329 346.867228
- L 171.701598 348.897085
- L 172.468868 347.69508
- L 173.236137 351.400036
- L 174.003407 344.773807
- L 174.770676 352.322613
- L 175.537946 341.859993
- L 176.305215 350.896671
- L 177.072485 341.902683
- L 177.839754 349.17753
- L 178.607024 344.946724
- L 179.374293 345.442997
- L 180.141563 351.951513
- L 180.908832 343.006145
- L 181.676102 351.796356
- L 182.443371 340.868298
- L 183.210641 349.209897
- L 183.97791 342.243283
- L 184.74518 348.427696
- L 185.512449 350.297534
- L 186.279719 341.68281
- L 187.046989 352.690287
- L 187.814258 346.781048
- L 188.581528 339.337469
- L 189.348797 352.585103
- L 190.116067 345.901295
- L 190.883336 351.03936
- L 191.650606 342.915693
- L 192.417875 350.413594
- L 193.185145 344.35366
- L 193.952414 350.497651
- L 194.719684 341.986688
- L 196.254223 351.025661
- L 197.021492 343.317847
- L 197.788762 348.311996
- L 198.556031 347.367541
- L 199.323301 344.53576
- L 200.09057 349.661228
- L 200.85784 345.235069
- L 201.625109 349.345327
- L 202.392379 342.480599
- L 203.159649 351.460197
- L 203.926918 341.536122
- L 204.694188 352.428096
- L 206.228727 341.221318
- L 206.995996 351.506601
- L 207.763266 341.37217
- L 208.530535 354.071858
- L 209.297805 339.569816
- L 210.065074 347.963753
- L 210.832344 346.417129
- L 211.599613 347.011976
- L 212.366883 348.578673
- L 213.134152 346.436332
- L 213.901422 351.310728
- L 214.668691 343.874001
- L 215.435961 351.2211
- L 216.20323 342.266699
- L 216.9705 346.23119
- L 217.737769 353.968436
- L 218.505039 343.188533
- L 219.272309 352.546616
- L 220.039578 344.733932
- L 220.806848 351.542283
- L 221.574117 342.169071
- L 222.341387 348.507541
- L 223.108656 341.228488
- L 223.875926 350.779042
- L 224.643195 341.030602
- L 225.410465 352.535688
- L 226.177734 341.826688
- L 226.945004 351.926663
- L 227.712273 341.676883
- L 228.479543 351.609183
- L 229.246812 342.645625
- L 230.014082 346.820747
- L 230.781351 353.681697
- L 231.548621 341.635823
- L 232.31589 349.746932
- L 233.08316 349.414508
- L 233.850429 342.685237
- L 234.617699 351.344427
- L 235.384968 342.770257
- L 236.152238 348.986065
- L 236.919508 351.703255
- L 237.686777 343.065253
- L 238.454047 352.452888
- L 239.221316 342.614
- L 239.988586 351.555861
- L 240.755855 341.151452
- L 241.523125 348.626316
- L 242.290394 349.726879
- L 243.057664 346.33879
- L 243.824933 353.053762
- L 244.592203 344.414992
- L 245.359472 351.587966
- L 246.126742 347.409646
- L 246.894011 342.082251
- L 247.661281 343.511914
- L 248.42855 352.454297
- L 249.19582 342.834493
- L 249.963089 351.31223
- L 250.730359 343.124503
- L 251.497628 350.45073
- L 252.264898 343.002102
- L 253.032168 344.39016
- L 253.799437 349.511207
- L 254.566707 351.072009
- L 255.333976 342.894207
- L 256.101246 351.687554
- L 256.868515 344.057706
- L 257.635785 352.519521
- L 258.403054 348.369896
- L 259.170324 339.758912
- L 259.937593 353.300615
- L 260.704863 344.971171
- L 261.472132 351.206028
- L 263.006671 343.816717
- L 263.773941 351.527814
- L 264.54121 342.529902
- L 265.30848 346.44651
- L 266.075749 351.716381
- L 266.843019 341.155055
- L 267.610288 347.901437
- L 268.377558 346.532913
- L 269.144827 348.098568
- L 269.912097 352.158045
- L 270.679367 340.396313
- L 271.446636 349.391649
- L 272.213906 350.866201
- L 272.981175 340.36562
- L 273.748445 352.269113
- L 274.515714 341.389468
- L 275.282984 354.18931
- L 276.050253 346.320952
- L 276.817523 344.542108
- L 277.584792 351.350151
- L 278.352062 341.448975
- L 279.119331 352.740341
- L 280.65387 344.130079
- L 281.42114 350.64978
- L 281.42114 350.64978
- " style="fill:none;stroke:#ff0000;stroke-linecap:round;"/>
- </g>
- </g>
- <g id="axes_75">
- <g id="patch_31">
- <path d="M 150.218051 378.219488
- L 282.188409 378.219488
- L 282.188409 363.119675
- L 150.218051 363.119675
- z
- " style="fill:none;"/>
- </g>
- <g id="matplotlib.axis_30">
- <g id="xtick_102">
- <g id="text_117">
- <!-- 0.05 -->
- <g style="fill:#ff0000;" transform="translate(175.366509 386.278551)scale(0.06 -0.06)">
- <use xlink:href="#DejaVuSans-30"/>
- <use x="63.623047" xlink:href="#DejaVuSans-2e"/>
- <use x="95.410156" xlink:href="#DejaVuSans-30"/>
- <use x="159.033203" xlink:href="#DejaVuSans-35"/>
- </g>
- </g>
- </g>
- <g id="xtick_103">
- <g id="text_118">
- <!-- 0.10 -->
- <g style="fill:#ff0000;" transform="translate(208.747247 386.278551)scale(0.06 -0.06)">
- <use xlink:href="#DejaVuSans-30"/>
- <use x="63.623047" xlink:href="#DejaVuSans-2e"/>
- <use x="95.410156" xlink:href="#DejaVuSans-31"/>
- <use x="159.033203" xlink:href="#DejaVuSans-30"/>
- </g>
- </g>
- </g>
- <g id="xtick_104">
- <g id="text_119">
- <!-- 0.15 -->
- <g style="fill:#ff0000;" transform="translate(242.127984 386.278551)scale(0.06 -0.06)">
- <use xlink:href="#DejaVuSans-30"/>
- <use x="63.623047" xlink:href="#DejaVuSans-2e"/>
- <use x="95.410156" xlink:href="#DejaVuSans-31"/>
- <use x="159.033203" xlink:href="#DejaVuSans-35"/>
- </g>
- </g>
- </g>
- <g id="xtick_105">
- <g id="text_120">
- <!-- 0.20 -->
- <g style="fill:#ff0000;" transform="translate(275.508722 386.278551)scale(0.06 -0.06)">
- <use xlink:href="#DejaVuSans-30"/>
- <use x="63.623047" xlink:href="#DejaVuSans-2e"/>
- <use x="95.410156" xlink:href="#DejaVuSans-32"/>
- <use x="159.033203" xlink:href="#DejaVuSans-30"/>
- </g>
- </g>
- </g>
- </g>
- <g id="line2d_30">
- <path clip-path="url(#pe05ae9a9aa)" d="M 150.218051 377.245416
- L 151.770644 377.524327
- L 153.323236 377.527966
- L 154.875829 377.404758
- L 156.428421 377.488312
- L 157.981014 376.14878
- L 159.533606 377.513277
- L 161.086199 377.399463
- L 162.638791 376.875174
- L 164.191383 377.384721
- L 165.743976 377.472232
- L 167.296568 377.5188
- L 168.849161 377.361316
- L 170.401753 377.331811
- L 171.954346 377.505728
- L 173.506938 377.213157
- L 175.059531 377.400595
- L 176.612123 377.479537
- L 178.164715 377.269284
- L 179.717308 376.895918
- L 181.2699 376.831097
- L 182.822493 376.485871
- L 184.375085 377.210999
- L 185.927678 377.485332
- L 187.48027 377.01027
- L 189.032863 377.529408
- L 190.585455 377.107241
- L 192.138047 377.129242
- L 193.69064 377.533133
- L 195.243232 376.821403
- L 196.795825 377.296422
- L 198.348417 377.456105
- L 199.90101 377.428464
- L 201.453602 377.521996
- L 203.006195 376.261288
- L 204.558787 377.167456
- L 206.11138 376.731661
- L 207.663972 377.306441
- L 209.216564 377.196102
- L 210.769157 377.528987
- L 212.321749 377.452316
- L 213.874342 377.409534
- L 215.426934 373.657971
- L 216.979527 376.772576
- L 218.532119 376.731099
- L 220.084712 375.645769
- L 221.637304 375.312485
- L 223.189896 376.624064
- L 224.742489 376.787197
- L 226.295081 376.314401
- L 227.847674 376.761293
- L 229.400266 375.819927
- L 230.952859 377.193153
- L 232.505451 376.823624
- L 234.058044 377.101661
- L 235.610636 374.802488
- L 237.163228 376.028858
- L 238.715821 377.415887
- L 240.268413 376.934731
- L 241.821006 376.158324
- L 243.373598 374.596373
- L 244.926191 372.639513
- L 246.478783 377.214258
- L 248.031376 377.222739
- L 249.583968 375.97771
- L 251.13656 372.482155
- L 252.689153 363.80603
- L 254.241745 366.109278
- L 255.794338 374.467093
- L 257.34693 373.809132
- L 258.899523 374.002623
- L 260.452115 371.223585
- L 262.004708 365.437172
- L 263.5573 371.538912
- L 265.109892 370.295935
- L 266.662485 374.686141
- L 268.215077 375.852334
- L 269.76767 376.689994
- L 271.320262 371.695752
- L 272.872855 376.480595
- L 274.425447 369.301155
- L 275.97804 376.94152
- L 277.530632 367.497202
- L 279.083224 368.043272
- L 280.635817 377.0807
- L 282.188409 371.626923
- " style="fill:none;stroke:#ff0000;stroke-linecap:round;"/>
- </g>
- </g>
- <g id="axes_76">
- <g clip-path="url(#p99085643ab)">
- <image height="27.6" id="imageb8a73552aa" transform="scale(1 -1)translate(0 -27.6)" width="33.12" x="302.751591" xlink:href="data:image/png;base64,
- 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" y="-344.573119"/>
- </g>
- <g id="LineCollection_46">
- <path clip-path="url(#p99085643ab)" d="M 317.734464 346.747638
- L 318.339832 346.747638
- L 318.642517 347.050322
- L 322.577413 347.050322
- L 322.728755 347.201664
- L 322.728755 347.504348
- L 323.78815 348.563743
- L 324.090834 348.563743
- L 324.393519 348.866428
- L 324.696203 348.866428
- L 324.998887 349.169112
- L 325.301572 349.169112
- L 325.90694 349.774481
- L 326.209624 349.774481
- L 326.814993 350.379849
- L 327.420362 350.379849
- L 327.723046 350.682534
- L 328.02573 350.682534
- L 328.328415 350.985218
- L 328.631099 350.985218
- L 329.236468 351.590587
- L 329.539152 351.590587
- L 330.14452 352.195955
- L 330.447205 352.195955
- L 331.203916 352.952666
- L 331.203916 353.25535
- L 331.809284 353.860719
- L 331.809284 354.163403
- L 333.020021 355.37414
- L 333.020021 355.676825
- L 333.322706 355.979509
- L 333.322706 356.282193
- L 333.62539 356.584878
- L 333.62539 356.887562
- L 333.928074 357.190246
- L 333.928074 357.795615
- L 334.230759 358.098299
- L 334.230759 359.914405
- L 333.928074 360.217089
- L 333.928074 360.519774
- L 333.62539 360.822458
- L 333.62539 361.125142
- L 333.322706 361.427827
- L 333.322706 362.335879
- L 333.020021 362.638564
- L 333.020021 363.243932
- L 332.263311 364.000643
- L 331.960626 364.000643
- L 331.657942 364.303327
- L 331.355258 364.000643
- L 328.933783 364.000643
- L 328.631099 364.303327
- L 328.02573 364.303327
- L 327.723046 364.606012
- L 327.420362 364.606012
- L 326.663651 365.362722
- L 326.663651 365.968091
- L 326.360967 366.270775
- L 326.360967 366.57346
- L 326.058282 366.876144
- L 326.058282 367.178828
- L 325.90694 367.33017
- L 325.604256 367.33017
- L 325.301572 367.632855
- L 324.998887 367.632855
- L 324.090834 368.540908
- L 323.78815 368.540908
- L 323.485466 368.843592
- L 321.66936 368.843592
- L 321.063991 368.238223
- L 320.458623 368.238223
- L 320.004596 368.69225
- L 320.004596 369.297618
- L 319.853254 369.448961
- L 318.339832 369.448961
- L 318.037148 369.146276
- L 314.707621 369.146276
- L 314.404936 368.843592
- L 313.496884 368.843592
- L 313.194199 368.540908
- L 310.47004 368.540908
- L 310.167356 368.238223
- L 308.35125 368.238223
- L 308.199908 368.086881
- L 308.199908 367.481513
- L 307.897224 367.178828
- L 307.897224 365.665407
- L 307.59454 365.362722
- L 307.59454 364.757354
- L 307.140513 364.303327
- L 306.837829 364.303327
- L 306.535144 364.000643
- L 306.23246 364.000643
- L 306.081118 363.849301
- L 306.081118 363.546617
- L 305.475749 362.941248
- L 305.475749 361.730511
- L 305.173065 361.427827
- L 305.173065 360.519774
- L 305.475749 360.217089
- L 305.475749 359.611721
- L 305.778434 359.309036
- L 305.778434 358.400983
- L 306.081118 358.098299
- L 306.081118 357.492931
- L 306.383802 357.190246
- L 306.383802 356.887562
- L 306.686487 356.584878
- L 306.686487 356.282193
- L 306.989171 355.979509
- L 306.989171 355.676825
- L 307.291855 355.37414
- L 307.291855 355.071456
- L 307.59454 354.768772
- L 307.59454 354.163403
- L 307.897224 353.860719
- L 307.897224 353.558035
- L 308.199908 353.25535
- L 308.199908 352.952666
- L 309.107961 352.044613
- L 309.107961 351.741929
- L 309.71333 351.13656
- L 309.71333 350.833876
- L 311.075409 349.471796
- L 311.378093 349.471796
- L 311.983462 348.866428
- L 312.286146 348.866428
- L 312.588831 348.563743
- L 312.891515 348.563743
- L 313.194199 348.261059
- L 313.496884 348.261059
- L 313.799568 347.958375
- L 314.707621 347.958375
- L 315.010305 347.655691
- L 315.615674 347.655691
- L 315.918358 347.353006
- L 317.129095 347.353006
- L 317.734464 346.747638
- L 317.734464 346.747638
- " style="fill:none;stroke:#000000;stroke-width:0.5;"/>
- </g>
- <g id="text_121">
- <!-- C16 [noise]: Tot. var. expl. 2.1% -->
- <g style="fill:#ff0000;" transform="translate(302.751591 338.989785)scale(0.07 -0.07)">
- <use xlink:href="#DejaVuSans-43"/>
- <use x="69.824219" xlink:href="#DejaVuSans-31"/>
- <use x="133.447266" xlink:href="#DejaVuSans-36"/>
- <use x="197.070312" xlink:href="#DejaVuSans-20"/>
- <use x="228.857422" xlink:href="#DejaVuSans-5b"/>
- <use x="267.871094" xlink:href="#DejaVuSans-6e"/>
- <use x="331.25" xlink:href="#DejaVuSans-6f"/>
- <use x="392.431641" xlink:href="#DejaVuSans-69"/>
- <use x="420.214844" xlink:href="#DejaVuSans-73"/>
- <use x="472.314453" xlink:href="#DejaVuSans-65"/>
- <use x="533.837891" xlink:href="#DejaVuSans-5d"/>
- <use x="572.851562" xlink:href="#DejaVuSans-3a"/>
- <use x="606.542969" xlink:href="#DejaVuSans-20"/>
- <use x="638.330078" xlink:href="#DejaVuSans-54"/>
- <use x="699.148438" xlink:href="#DejaVuSans-6f"/>
- <use x="760.330078" xlink:href="#DejaVuSans-74"/>
- <use x="799.539062" xlink:href="#DejaVuSans-2e"/>
- <use x="831.326172" xlink:href="#DejaVuSans-20"/>
- <use x="863.113281" xlink:href="#DejaVuSans-76"/>
- <use x="922.292969" xlink:href="#DejaVuSans-61"/>
- <use x="983.572266" xlink:href="#DejaVuSans-72"/>
- <use x="1024.544922" xlink:href="#DejaVuSans-2e"/>
- <use x="1056.332031" xlink:href="#DejaVuSans-20"/>
- <use x="1088.119141" xlink:href="#DejaVuSans-65"/>
- <use x="1149.626953" xlink:href="#DejaVuSans-78"/>
- <use x="1208.806641" xlink:href="#DejaVuSans-70"/>
- <use x="1272.283203" xlink:href="#DejaVuSans-6c"/>
- <use x="1300.066406" xlink:href="#DejaVuSans-2e"/>
- <use x="1331.853516" xlink:href="#DejaVuSans-20"/>
- <use x="1363.640625" xlink:href="#DejaVuSans-32"/>
- <use x="1427.263672" xlink:href="#DejaVuSans-2e"/>
- <use x="1459.050781" xlink:href="#DejaVuSans-31"/>
- <use x="1522.673828" xlink:href="#DejaVuSans-25"/>
- </g>
- </g>
- </g>
- <g id="axes_77">
- <g clip-path="url(#pf08a6aa1dd)">
- <image height="33.12" id="image19ce71fdc5" transform="scale(1 -1)translate(0 -33.12)" width="33.12" x="346.009274" xlink:href="data:image/png;base64,
- 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" y="-341.777278"/>
- </g>
- <g id="LineCollection_47">
- <path clip-path="url(#pf08a6aa1dd)" d="M 358.517454 344.44258
- L 360.330234 344.44258
- L 360.69279 344.805136
- L 361.055345 344.44258
- L 361.417901 344.44258
- L 361.780457 344.805136
- L 362.143013 344.805136
- L 362.505569 345.167692
- L 365.406017 345.167692
- L 365.768573 345.530248
- L 366.131128 345.530248
- L 366.493684 345.892804
- L 366.85624 345.892804
- L 367.218796 346.25536
- L 367.581352 346.25536
- L 367.943908 346.617916
- L 368.306464 346.617916
- L 368.66902 346.980472
- L 369.031576 346.980472
- L 370.844356 348.793251
- L 371.206911 348.793251
- L 373.563525 351.149865
- L 373.563525 351.512421
- L 374.288637 352.237533
- L 374.288637 352.600089
- L 375.013749 353.3252
- L 375.013749 354.050312
- L 375.376305 354.412868
- L 375.376305 356.95076
- L 375.738861 357.313316
- L 375.738861 357.675872
- L 376.101417 358.038428
- L 376.101417 361.663987
- L 375.738861 362.026543
- L 375.738861 362.389099
- L 375.376305 362.751655
- L 375.376305 363.476766
- L 375.013749 363.839322
- L 375.013749 364.201878
- L 374.651193 364.564434
- L 374.651193 364.92699
- L 373.926081 365.652102
- L 373.926081 366.377214
- L 373.563525 366.73977
- L 373.563525 367.827438
- L 373.200969 368.189993
- L 373.200969 368.552549
- L 372.657135 369.096383
- L 372.294579 369.096383
- L 372.113301 369.277661
- L 372.113301 370.002773
- L 371.932023 370.184051
- L 370.844356 370.184051
- L 370.4818 370.546607
- L 370.119244 370.546607
- L 369.756688 370.909163
- L 366.493684 370.909163
- L 366.131128 371.271719
- L 364.680905 371.271719
- L 364.318349 371.634275
- L 359.967678 371.634275
- L 359.605122 371.271719
- L 356.342118 371.271719
- L 355.617007 370.546607
- L 354.166783 370.546607
- L 353.441671 369.821495
- L 353.079115 369.821495
- L 351.085057 367.827438
- L 351.085057 366.73977
- L 350.722502 366.377214
- L 350.722502 364.564434
- L 349.634834 363.476766
- L 349.634834 363.11421
- L 349.272278 362.751655
- L 349.272278 362.026543
- L 348.909722 361.663987
- L 348.909722 357.675872
- L 349.272278 357.313316
- L 349.272278 356.225648
- L 349.634834 355.863092
- L 349.634834 354.050312
- L 349.99739 353.687756
- L 349.99739 353.3252
- L 350.722502 352.600089
- L 350.722502 352.237533
- L 351.447613 351.512421
- L 351.447613 351.149865
- L 351.810169 350.787309
- L 351.810169 350.424753
- L 352.354003 349.880919
- L 352.716559 349.880919
- L 356.342118 346.25536
- L 356.704674 346.25536
- L 357.06723 345.892804
- L 357.429786 345.892804
- L 357.97362 345.34897
- L 357.97362 344.986414
- L 358.517454 344.44258
- L 358.517454 344.44258
- " style="fill:none;stroke:#000000;stroke-width:0.5;"/>
- </g>
- </g>
- <g id="axes_78">
- <g clip-path="url(#pab52623e96)">
- <image height="39.6" id="imagee3107f9d1d" transform="scale(1 -1)translate(0 -39.6)" width="33.12" x="389.266958" xlink:href="data:image/png;base64,
- 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" y="-338.560282"/>
- </g>
- <g id="LineCollection_48">
- <path clip-path="url(#pab52623e96)" d="M 405.400697 340.454465
- L 407.576033 340.454465
- L 407.938589 340.817021
- L 408.6637 340.817021
- L 409.026256 341.179577
- L 410.47648 341.179577
- L 410.839036 341.542133
- L 411.564148 341.542133
- L 411.926704 341.904689
- L 412.28926 341.904689
- L 414.645873 344.261302
- L 414.645873 344.623858
- L 415.370985 345.34897
- L 415.370985 345.711526
- L 416.096097 346.436638
- L 416.096097 346.799194
- L 416.458653 347.16175
- L 416.458653 347.524306
- L 416.821209 347.886862
- L 416.821209 348.611973
- L 417.183765 348.974529
- L 417.183765 349.699641
- L 417.546321 350.062197
- L 417.546321 350.787309
- L 417.908877 351.149865
- L 417.908877 351.874977
- L 418.271433 352.237533
- L 418.271433 352.962645
- L 418.633988 353.3252
- L 418.633988 354.412868
- L 418.996544 354.775424
- L 418.996544 355.863092
- L 419.3591 356.225648
- L 419.3591 362.389099
- L 418.996544 362.751655
- L 418.996544 363.839322
- L 418.633988 364.201878
- L 418.633988 364.92699
- L 418.271433 365.289546
- L 418.271433 366.014658
- L 417.908877 366.377214
- L 417.908877 366.73977
- L 417.183765 367.464882
- L 417.183765 367.827438
- L 416.821209 368.189993
- L 416.821209 368.552549
- L 415.370985 370.002773
- L 415.370985 370.365329
- L 414.283317 371.452997
- L 414.283317 371.815553
- L 413.376928 372.721943
- L 413.014372 372.721943
- L 412.651816 373.084499
- L 412.28926 373.084499
- L 411.926704 373.447054
- L 411.564148 373.447054
- L 411.201592 373.80961
- L 410.839036 373.80961
- L 410.47648 374.172166
- L 410.113924 374.172166
- L 409.751368 374.534722
- L 406.125809 374.534722
- L 405.763253 374.897278
- L 403.950473 374.897278
- L 403.587917 375.259834
- L 402.50025 375.259834
- L 402.137694 374.897278
- L 401.412582 374.897278
- L 401.050026 374.534722
- L 400.68747 374.534722
- L 399.962358 373.80961
- L 399.599802 373.80961
- L 398.149579 372.359387
- L 397.787023 372.359387
- L 394.705297 369.277661
- L 394.705297 368.915105
- L 394.342741 368.552549
- L 394.342741 368.189993
- L 393.980185 367.827438
- L 393.980185 367.464882
- L 393.255073 366.73977
- L 393.255073 366.014658
- L 392.892518 365.652102
- L 392.892518 364.564434
- L 392.529962 364.201878
- L 392.529962 363.11421
- L 392.167406 362.751655
- L 392.167406 362.026543
- L 392.529962 361.663987
- L 392.529962 361.301431
- L 392.167406 360.938875
- L 392.167406 357.313316
- L 392.529962 356.95076
- L 392.529962 356.225648
- L 392.892518 355.863092
- L 392.892518 355.500536
- L 393.255073 355.13798
- L 393.255073 353.3252
- L 393.617629 352.962645
- L 393.617629 351.874977
- L 393.980185 351.512421
- L 393.980185 350.787309
- L 394.342741 350.424753
- L 394.342741 350.062197
- L 394.705297 349.699641
- L 394.705297 348.249417
- L 395.067853 347.886862
- L 395.067853 347.524306
- L 395.792965 346.799194
- L 395.792965 346.436638
- L 396.155521 346.074082
- L 396.155521 345.711526
- L 399.599802 342.267245
- L 399.962358 342.267245
- L 400.324914 341.904689
- L 400.68747 341.904689
- L 401.050026 341.542133
- L 401.775138 341.542133
- L 402.137694 341.179577
- L 404.313029 341.179577
- L 404.675585 340.817021
- L 405.038141 340.817021
- L 405.400697 340.454465
- L 405.400697 340.454465
- " style="fill:none;stroke:#000000;stroke-width:0.5;"/>
- </g>
- </g>
- <g id="axes_79">
- <g id="patch_32">
- <path d="M 432.524642 355.192273
- L 564.495 355.192273
- L 564.495 338.582479
- L 432.524642 338.582479
- z
- " style="fill:none;"/>
- </g>
- <g id="matplotlib.axis_31">
- <g id="xtick_106">
- <g id="text_122">
- <!-- 0 -->
- <g style="fill:#ff0000;" transform="translate(430.615892 363.251336)scale(0.06 -0.06)">
- <use xlink:href="#DejaVuSans-30"/>
- </g>
- </g>
- </g>
- <g id="xtick_107">
- <g id="text_123">
- <!-- 200 -->
- <g style="fill:#ff0000;" transform="translate(488.179954 363.251336)scale(0.06 -0.06)">
- <use xlink:href="#DejaVuSans-32"/>
- <use x="63.623047" xlink:href="#DejaVuSans-30"/>
- <use x="127.246094" xlink:href="#DejaVuSans-30"/>
- </g>
- </g>
- </g>
- <g id="xtick_108">
- <g id="text_124">
- <!-- 400 -->
- <g style="fill:#ff0000;" transform="translate(549.561516 363.251336)scale(0.06 -0.06)">
- <use xlink:href="#DejaVuSans-34"/>
- <use x="63.623047" xlink:href="#DejaVuSans-30"/>
- <use x="127.246094" xlink:href="#DejaVuSans-30"/>
- </g>
- </g>
- </g>
- </g>
- <g id="line2d_31">
- <path clip-path="url(#p405c80b458)" d="M 432.524642 343.941068
- L 433.291912 340.908966
- L 434.059181 344.604309
- L 434.826451 342.793702
- L 435.59372 343.892481
- L 436.36099 345.41187
- L 437.128259 342.112847
- L 437.895529 345.074514
- L 438.662798 350.705976
- L 439.430068 340.932456
- L 440.197337 339.337469
- L 440.964607 341.280339
- L 441.731876 346.404204
- L 443.266415 344.361026
- L 444.033685 343.742964
- L 444.800954 343.90593
- L 445.568224 340.608042
- L 446.335493 341.884511
- L 447.102763 344.39762
- L 447.870033 345.485156
- L 448.637302 343.844849
- L 449.404572 342.659463
- L 450.171841 345.700103
- L 450.939111 339.500412
- L 451.70638 348.111856
- L 452.47365 342.356711
- L 453.240919 346.705852
- L 454.008189 341.779031
- L 455.542728 344.826839
- L 456.309997 343.72886
- L 457.077267 347.660036
- L 457.844536 344.371888
- L 458.611806 342.859458
- L 459.379075 344.280969
- L 460.146345 343.748859
- L 460.913614 347.021991
- L 461.680884 340.679658
- L 462.448153 351.53584
- L 463.215423 341.099904
- L 463.982693 350.312272
- L 464.749962 342.028267
- L 465.517232 343.746635
- L 466.284501 349.852338
- L 467.051771 342.733298
- L 467.81904 349.442983
- L 468.58631 349.056294
- L 469.353579 342.114844
- L 470.120849 349.117759
- L 470.888118 344.106914
- L 471.655388 342.493238
- L 472.422657 348.105304
- L 473.957196 344.823496
- L 474.724466 348.007482
- L 475.491735 342.95489
- L 476.259005 349.861143
- L 477.026274 347.750504
- L 477.793544 341.269785
- L 478.560813 346.726408
- L 479.328083 342.650088
- L 480.095352 352.381732
- L 480.862622 344.72198
- L 481.629892 342.671355
- L 482.397161 347.097293
- L 483.164431 341.724227
- L 483.9317 348.501328
- L 485.466239 345.044478
- L 486.233509 353.238133
- L 487.000778 343.534722
- L 487.768048 349.545608
- L 488.535317 344.546818
- L 489.302587 347.800112
- L 490.069856 344.848864
- L 490.837126 348.142489
- L 491.604395 349.921848
- L 492.371665 346.141201
- L 493.138934 347.798157
- L 493.906204 344.82245
- L 494.673473 348.234824
- L 495.440743 343.242835
- L 496.208012 347.123991
- L 496.975282 344.736096
- L 497.742552 352.360938
- L 498.509821 350.002622
- L 499.277091 343.263756
- L 500.04436 347.704547
- L 500.81163 342.656574
- L 501.578899 349.580671
- L 502.346169 345.590491
- L 503.113438 351.520616
- L 503.880708 344.790175
- L 504.647977 346.383727
- L 505.415247 349.387516
- L 506.182516 346.27199
- L 507.717055 349.526586
- L 508.484325 347.913773
- L 509.251594 343.751471
- L 510.018864 346.220103
- L 510.786133 347.246146
- L 511.553403 352.421869
- L 512.320672 342.638119
- L 513.087942 349.927126
- L 513.855211 342.873452
- L 514.622481 346.344918
- L 515.389751 347.531044
- L 516.15702 346.654589
- L 516.92429 351.221187
- L 517.691559 348.542466
- L 518.458829 344.281382
- L 519.226098 347.690029
- L 519.993368 344.432763
- L 520.760637 351.641942
- L 521.527907 347.070104
- L 522.295176 348.058963
- L 523.062446 350.714852
- L 523.829715 347.875035
- L 524.596985 349.438785
- L 525.364254 342.041132
- L 526.131524 351.549929
- L 526.898793 344.821834
- L 527.666063 345.604501
- L 528.433332 346.558427
- L 529.200602 349.526227
- L 529.967871 347.349767
- L 530.735141 351.543457
- L 531.502411 345.062398
- L 532.26968 348.346115
- L 533.03695 346.675927
- L 533.804219 345.890925
- L 534.571489 346.715321
- L 535.338758 345.971846
- L 536.106028 348.744716
- L 536.873297 342.011581
- L 537.640567 344.863175
- L 538.407836 345.58687
- L 539.175106 351.158362
- L 539.942375 341.018816
- L 540.709645 349.906358
- L 541.476914 344.193716
- L 542.244184 347.72794
- L 543.011453 350.553353
- L 543.778723 344.535252
- L 544.545992 349.638903
- L 545.313262 346.680893
- L 546.080531 343.139519
- L 546.847801 350.101809
- L 547.61507 342.94498
- L 548.38234 354.437282
- L 549.14961 345.573241
- L 549.916879 345.475909
- L 550.684149 346.853358
- L 551.451418 344.821544
- L 552.218688 351.580438
- L 552.985957 351.053914
- L 553.753227 345.1849
- L 554.520496 351.556012
- L 555.287766 342.371495
- L 556.055035 344.449282
- L 556.822305 352.277947
- L 557.589574 343.125752
- L 558.356844 349.069485
- L 559.124113 344.757197
- L 559.891383 345.54629
- L 560.658652 347.439152
- L 561.425922 344.107664
- L 562.193191 346.605317
- L 562.960461 345.448888
- L 563.72773 346.574543
- L 563.72773 346.574543
- " style="fill:none;stroke:#ff0000;stroke-linecap:round;"/>
- </g>
- </g>
- <g id="axes_80">
- <g id="patch_33">
- <path d="M 432.524642 378.219488
- L 564.495 378.219488
- L 564.495 363.119675
- L 432.524642 363.119675
- z
- " style="fill:none;"/>
- </g>
- <g id="matplotlib.axis_32">
- <g id="xtick_109">
- <g id="text_125">
- <!-- 0.05 -->
- <g style="fill:#ff0000;" transform="translate(457.6731 386.278551)scale(0.06 -0.06)">
- <use xlink:href="#DejaVuSans-30"/>
- <use x="63.623047" xlink:href="#DejaVuSans-2e"/>
- <use x="95.410156" xlink:href="#DejaVuSans-30"/>
- <use x="159.033203" xlink:href="#DejaVuSans-35"/>
- </g>
- </g>
- </g>
- <g id="xtick_110">
- <g id="text_126">
- <!-- 0.10 -->
- <g style="fill:#ff0000;" transform="translate(491.053837 386.278551)scale(0.06 -0.06)">
- <use xlink:href="#DejaVuSans-30"/>
- <use x="63.623047" xlink:href="#DejaVuSans-2e"/>
- <use x="95.410156" xlink:href="#DejaVuSans-31"/>
- <use x="159.033203" xlink:href="#DejaVuSans-30"/>
- </g>
- </g>
- </g>
- <g id="xtick_111">
- <g id="text_127">
- <!-- 0.15 -->
- <g style="fill:#ff0000;" transform="translate(524.434575 386.278551)scale(0.06 -0.06)">
- <use xlink:href="#DejaVuSans-30"/>
- <use x="63.623047" xlink:href="#DejaVuSans-2e"/>
- <use x="95.410156" xlink:href="#DejaVuSans-31"/>
- <use x="159.033203" xlink:href="#DejaVuSans-35"/>
- </g>
- </g>
- </g>
- <g id="xtick_112">
- <g id="text_128">
- <!-- 0.20 -->
- <g style="fill:#ff0000;" transform="translate(557.815312 386.278551)scale(0.06 -0.06)">
- <use xlink:href="#DejaVuSans-30"/>
- <use x="63.623047" xlink:href="#DejaVuSans-2e"/>
- <use x="95.410156" xlink:href="#DejaVuSans-32"/>
- <use x="159.033203" xlink:href="#DejaVuSans-30"/>
- </g>
- </g>
- </g>
- </g>
- <g id="line2d_32">
- <path clip-path="url(#p549f50caf7)" d="M 432.524642 363.80603
- L 434.077235 375.305848
- L 435.629827 375.981416
- L 437.182419 376.591997
- L 438.735012 377.009072
- L 440.287604 377.252158
- L 441.840197 377.388263
- L 443.392789 377.40905
- L 444.945382 377.502535
- L 446.497974 377.309697
- L 448.050567 377.490003
- L 449.603159 377.059966
- L 451.155751 377.401833
- L 452.708344 376.978071
- L 454.260936 377.478626
- L 455.813529 377.52799
- L 457.366121 377.094919
- L 458.918714 377.459271
- L 460.471306 377.475775
- L 462.023899 377.187438
- L 463.576491 376.329432
- L 465.129083 375.697985
- L 466.681676 377.473599
- L 468.234268 376.692315
- L 469.786861 376.408437
- L 471.339453 376.195382
- L 472.892046 377.039571
- L 474.444638 377.475784
- L 475.997231 373.16084
- L 477.549823 376.930637
- L 479.102415 376.709631
- L 480.655008 377.497828
- L 482.2076 377.387504
- L 483.760193 377.468438
- L 485.312785 377.169784
- L 486.865378 376.91111
- L 488.41797 376.958086
- L 489.970563 375.930803
- L 491.523155 377.471065
- L 493.075747 377.46517
- L 494.62834 377.491667
- L 496.180932 374.126973
- L 497.733525 377.044102
- L 499.286117 377.517413
- L 500.83871 376.681108
- L 502.391302 377.367949
- L 503.943895 377.258595
- L 505.496487 377.171906
- L 507.049079 376.915944
- L 508.601672 376.861737
- L 510.154264 377.457939
- L 511.706857 376.761695
- L 513.259449 377.249576
- L 514.812042 377.533133
- L 516.364634 377.513831
- L 517.917227 376.731985
- L 519.469819 376.175193
- L 521.022412 376.353773
- L 522.575004 377.432285
- L 524.127596 377.079189
- L 525.680189 377.087337
- L 527.232781 376.811992
- L 528.785374 377.334326
- L 530.337966 373.901791
- L 531.890559 377.035025
- L 533.443151 371.271767
- L 534.995744 370.221619
- L 536.548336 372.573827
- L 538.100928 374.48227
- L 539.653521 376.277767
- L 541.206113 376.006599
- L 542.758706 375.041377
- L 544.311298 375.628705
- L 545.863891 372.037984
- L 547.416483 376.155726
- L 548.969076 376.499066
- L 550.521668 373.40434
- L 552.07426 376.943126
- L 553.626853 376.891663
- L 555.179445 375.173087
- L 556.732038 375.279863
- L 558.28463 376.701907
- L 559.837223 373.392518
- L 561.389815 376.590127
- L 562.942408 377.221875
- L 564.495 376.465564
- " style="fill:none;stroke:#ff0000;stroke-linecap:round;"/>
- </g>
- </g>
- <g id="axes_81">
- <g clip-path="url(#p0b39091b97)">
- <image height="27.6" id="image60ec046224" transform="scale(1 -1)translate(0 -27.6)" width="33.12" x="20.445" xlink:href="data:image/png;base64,
- 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" y="-392.137531"/>
- </g>
- <g id="LineCollection_49">
- <path clip-path="url(#p0b39091b97)" d="M 35.427873 394.312049
- L 36.033242 394.312049
- L 36.335926 394.614733
- L 40.270822 394.614733
- L 40.422164 394.766075
- L 40.422164 395.06876
- L 41.481559 396.128155
- L 41.784244 396.128155
- L 42.086928 396.430839
- L 42.389612 396.430839
- L 42.692297 396.733523
- L 42.994981 396.733523
- L 43.600349 397.338892
- L 43.903034 397.338892
- L 44.508402 397.944261
- L 45.113771 397.944261
- L 45.416455 398.246945
- L 45.71914 398.246945
- L 46.021824 398.549629
- L 46.324508 398.549629
- L 46.929877 399.154998
- L 47.232561 399.154998
- L 47.83793 399.760366
- L 48.140614 399.760366
- L 48.897325 400.517077
- L 48.897325 400.819761
- L 49.502693 401.42513
- L 49.502693 401.727814
- L 50.713431 402.938552
- L 50.713431 403.241236
- L 51.016115 403.54392
- L 51.016115 403.846604
- L 51.318799 404.149289
- L 51.318799 404.451973
- L 51.621484 404.754657
- L 51.621484 405.360026
- L 51.924168 405.66271
- L 51.924168 407.478816
- L 51.621484 407.7815
- L 51.621484 408.084185
- L 51.318799 408.386869
- L 51.318799 408.689553
- L 51.016115 408.992238
- L 51.016115 409.900291
- L 50.713431 410.202975
- L 50.713431 410.808344
- L 49.95672 411.565054
- L 49.654036 411.565054
- L 49.351351 411.867739
- L 49.048667 411.565054
- L 46.627193 411.565054
- L 46.324508 411.867739
- L 45.71914 411.867739
- L 45.416455 412.170423
- L 45.113771 412.170423
- L 44.35706 412.927134
- L 44.35706 413.532502
- L 44.054376 413.835187
- L 44.054376 414.137871
- L 43.751692 414.440555
- L 43.751692 414.74324
- L 43.600349 414.894582
- L 43.297665 414.894582
- L 42.994981 415.197266
- L 42.692297 415.197266
- L 41.784244 416.105319
- L 41.481559 416.105319
- L 41.178875 416.408003
- L 39.362769 416.408003
- L 38.757401 415.802635
- L 38.152032 415.802635
- L 37.698006 416.256661
- L 37.698006 416.86203
- L 37.546663 417.013372
- L 36.033242 417.013372
- L 35.730558 416.710688
- L 32.40103 416.710688
- L 32.098346 416.408003
- L 31.190293 416.408003
- L 30.887609 416.105319
- L 28.16345 416.105319
- L 27.860766 415.802635
- L 26.04466 415.802635
- L 25.893318 415.651292
- L 25.893318 415.045924
- L 25.590633 414.74324
- L 25.590633 413.229818
- L 25.287949 412.927134
- L 25.287949 412.321765
- L 24.833922 411.867739
- L 24.531238 411.867739
- L 24.228554 411.565054
- L 23.92587 411.565054
- L 23.774527 411.413712
- L 23.774527 411.111028
- L 23.169159 410.505659
- L 23.169159 409.294922
- L 22.866474 408.992238
- L 22.866474 408.084185
- L 23.169159 407.7815
- L 23.169159 407.176132
- L 23.471843 406.873448
- L 23.471843 405.965395
- L 23.774527 405.66271
- L 23.774527 405.057342
- L 24.077212 404.754657
- L 24.077212 404.451973
- L 24.379896 404.149289
- L 24.379896 403.846604
- L 24.68258 403.54392
- L 24.68258 403.241236
- L 24.985265 402.938552
- L 24.985265 402.635867
- L 25.287949 402.333183
- L 25.287949 401.727814
- L 25.590633 401.42513
- L 25.590633 401.122446
- L 25.893318 400.819761
- L 25.893318 400.517077
- L 26.80137 399.609024
- L 26.80137 399.30634
- L 27.406739 398.700971
- L 27.406739 398.398287
- L 28.768818 397.036208
- L 29.071503 397.036208
- L 29.676871 396.430839
- L 29.979556 396.430839
- L 30.28224 396.128155
- L 30.584924 396.128155
- L 30.887609 395.82547
- L 31.190293 395.82547
- L 31.492977 395.522786
- L 32.40103 395.522786
- L 32.703714 395.220102
- L 33.309083 395.220102
- L 33.611767 394.917417
- L 34.822505 394.917417
- L 35.427873 394.312049
- L 35.427873 394.312049
- " style="fill:none;stroke:#000000;stroke-width:0.5;"/>
- </g>
- <g id="text_129">
- <!-- C17 [noise]: Tot. var. expl. 2% -->
- <g style="fill:#ff0000;" transform="translate(20.445 386.554196)scale(0.07 -0.07)">
- <use xlink:href="#DejaVuSans-43"/>
- <use x="69.824219" xlink:href="#DejaVuSans-31"/>
- <use x="133.447266" xlink:href="#DejaVuSans-37"/>
- <use x="197.070312" xlink:href="#DejaVuSans-20"/>
- <use x="228.857422" xlink:href="#DejaVuSans-5b"/>
- <use x="267.871094" xlink:href="#DejaVuSans-6e"/>
- <use x="331.25" xlink:href="#DejaVuSans-6f"/>
- <use x="392.431641" xlink:href="#DejaVuSans-69"/>
- <use x="420.214844" xlink:href="#DejaVuSans-73"/>
- <use x="472.314453" xlink:href="#DejaVuSans-65"/>
- <use x="533.837891" xlink:href="#DejaVuSans-5d"/>
- <use x="572.851562" xlink:href="#DejaVuSans-3a"/>
- <use x="606.542969" xlink:href="#DejaVuSans-20"/>
- <use x="638.330078" xlink:href="#DejaVuSans-54"/>
- <use x="699.148438" xlink:href="#DejaVuSans-6f"/>
- <use x="760.330078" xlink:href="#DejaVuSans-74"/>
- <use x="799.539062" xlink:href="#DejaVuSans-2e"/>
- <use x="831.326172" xlink:href="#DejaVuSans-20"/>
- <use x="863.113281" xlink:href="#DejaVuSans-76"/>
- <use x="922.292969" xlink:href="#DejaVuSans-61"/>
- <use x="983.572266" xlink:href="#DejaVuSans-72"/>
- <use x="1024.544922" xlink:href="#DejaVuSans-2e"/>
- <use x="1056.332031" xlink:href="#DejaVuSans-20"/>
- <use x="1088.119141" xlink:href="#DejaVuSans-65"/>
- <use x="1149.626953" xlink:href="#DejaVuSans-78"/>
- <use x="1208.806641" xlink:href="#DejaVuSans-70"/>
- <use x="1272.283203" xlink:href="#DejaVuSans-6c"/>
- <use x="1300.066406" xlink:href="#DejaVuSans-2e"/>
- <use x="1331.853516" xlink:href="#DejaVuSans-20"/>
- <use x="1363.640625" xlink:href="#DejaVuSans-32"/>
- <use x="1427.263672" xlink:href="#DejaVuSans-25"/>
- </g>
- </g>
- </g>
- <g id="axes_82">
- <g clip-path="url(#p038593a3a1)">
- <image height="33.12" id="image844e3781e9" transform="scale(1 -1)translate(0 -33.12)" width="33.12" x="63.702684" xlink:href="data:image/png;base64,
- 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" y="-389.341689"/>
- </g>
- <g id="LineCollection_50">
- <path clip-path="url(#p038593a3a1)" d="M 76.210863 392.006991
- L 78.023643 392.006991
- L 78.386199 392.369547
- L 78.748755 392.006991
- L 79.111311 392.006991
- L 79.473867 392.369547
- L 79.836423 392.369547
- L 80.198979 392.732103
- L 83.099426 392.732103
- L 83.461982 393.094659
- L 83.824538 393.094659
- L 84.187094 393.457215
- L 84.54965 393.457215
- L 84.912206 393.819771
- L 85.274762 393.819771
- L 85.637317 394.182327
- L 85.999873 394.182327
- L 86.362429 394.544883
- L 86.724985 394.544883
- L 88.537765 396.357663
- L 88.900321 396.357663
- L 91.256934 398.714276
- L 91.256934 399.076832
- L 91.982046 399.801944
- L 91.982046 400.1645
- L 92.707158 400.889612
- L 92.707158 401.614724
- L 93.069714 401.977279
- L 93.069714 404.515171
- L 93.43227 404.877727
- L 93.43227 405.240283
- L 93.794826 405.602839
- L 93.794826 409.228398
- L 93.43227 409.590954
- L 93.43227 409.95351
- L 93.069714 410.316066
- L 93.069714 411.041178
- L 92.707158 411.403734
- L 92.707158 411.766289
- L 92.344602 412.128845
- L 92.344602 412.491401
- L 91.61949 413.216513
- L 91.61949 413.941625
- L 91.256934 414.304181
- L 91.256934 415.391849
- L 90.894378 415.754405
- L 90.894378 416.116961
- L 90.350545 416.660795
- L 89.987989 416.660795
- L 89.806711 416.842072
- L 89.806711 417.567184
- L 89.625433 417.748462
- L 88.537765 417.748462
- L 88.175209 418.111018
- L 87.812653 418.111018
- L 87.450097 418.473574
- L 84.187094 418.473574
- L 83.824538 418.83613
- L 82.374314 418.83613
- L 82.011758 419.198686
- L 77.661087 419.198686
- L 77.298531 418.83613
- L 74.035528 418.83613
- L 73.310416 418.111018
- L 71.860192 418.111018
- L 71.13508 417.385906
- L 70.772524 417.385906
- L 68.778467 415.391849
- L 68.778467 414.304181
- L 68.415911 413.941625
- L 68.415911 412.128845
- L 67.328243 411.041178
- L 67.328243 410.678622
- L 66.965687 410.316066
- L 66.965687 409.590954
- L 66.603131 409.228398
- L 66.603131 405.240283
- L 66.965687 404.877727
- L 66.965687 403.790059
- L 67.328243 403.427503
- L 67.328243 401.614724
- L 67.690799 401.252168
- L 67.690799 400.889612
- L 68.415911 400.1645
- L 68.415911 399.801944
- L 69.141023 399.076832
- L 69.141023 398.714276
- L 69.503579 398.35172
- L 69.503579 397.989164
- L 70.047413 397.44533
- L 70.409968 397.44533
- L 74.035528 393.819771
- L 74.398084 393.819771
- L 74.76064 393.457215
- L 75.123196 393.457215
- L 75.667029 392.913381
- L 75.667029 392.550825
- L 76.210863 392.006991
- L 76.210863 392.006991
- " style="fill:none;stroke:#000000;stroke-width:0.5;"/>
- </g>
- </g>
- <g id="axes_83">
- <g clip-path="url(#pe5c901dc1f)">
- <image height="39.6" id="imagedc679a2d9d" transform="scale(1 -1)translate(0 -39.6)" width="33.12" x="106.960368" xlink:href="data:image/png;base64,
- 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" y="-386.124693"/>
- </g>
- <g id="LineCollection_51">
- <path clip-path="url(#pe5c901dc1f)" d="M 123.094106 388.018876
- L 125.269442 388.018876
- L 125.631998 388.381432
- L 126.35711 388.381432
- L 126.719666 388.743988
- L 128.169889 388.743988
- L 128.532445 389.106544
- L 129.257557 389.106544
- L 129.620113 389.4691
- L 129.982669 389.4691
- L 132.339283 391.825713
- L 132.339283 392.188269
- L 133.064394 392.913381
- L 133.064394 393.275937
- L 133.789506 394.001049
- L 133.789506 394.363605
- L 134.152062 394.726161
- L 134.152062 395.088717
- L 134.514618 395.451273
- L 134.514618 396.176385
- L 134.877174 396.538941
- L 134.877174 397.264052
- L 135.23973 397.626608
- L 135.23973 398.35172
- L 135.602286 398.714276
- L 135.602286 399.439388
- L 135.964842 399.801944
- L 135.964842 400.527056
- L 136.327398 400.889612
- L 136.327398 401.977279
- L 136.689954 402.339835
- L 136.689954 403.427503
- L 137.05251 403.790059
- L 137.05251 409.95351
- L 136.689954 410.316066
- L 136.689954 411.403734
- L 136.327398 411.766289
- L 136.327398 412.491401
- L 135.964842 412.853957
- L 135.964842 413.579069
- L 135.602286 413.941625
- L 135.602286 414.304181
- L 134.877174 415.029293
- L 134.877174 415.391849
- L 134.514618 415.754405
- L 134.514618 416.116961
- L 133.064394 417.567184
- L 133.064394 417.92974
- L 131.976727 419.017408
- L 131.976727 419.379964
- L 131.070337 420.286354
- L 130.707781 420.286354
- L 130.345225 420.64891
- L 129.982669 420.64891
- L 129.620113 421.011466
- L 129.257557 421.011466
- L 128.895001 421.374022
- L 128.532445 421.374022
- L 128.169889 421.736578
- L 127.807334 421.736578
- L 127.444778 422.099133
- L 123.819218 422.099133
- L 123.456662 422.461689
- L 121.643883 422.461689
- L 121.281327 422.824245
- L 120.193659 422.824245
- L 119.831103 422.461689
- L 119.105991 422.461689
- L 118.743435 422.099133
- L 118.380879 422.099133
- L 117.655768 421.374022
- L 117.293212 421.374022
- L 115.842988 419.923798
- L 115.480432 419.923798
- L 112.398707 416.842072
- L 112.398707 416.479517
- L 112.036151 416.116961
- L 112.036151 415.754405
- L 111.673595 415.391849
- L 111.673595 415.029293
- L 110.948483 414.304181
- L 110.948483 413.579069
- L 110.585927 413.216513
- L 110.585927 412.128845
- L 110.223371 411.766289
- L 110.223371 410.678622
- L 109.860815 410.316066
- L 109.860815 409.590954
- L 110.223371 409.228398
- L 110.223371 408.865842
- L 109.860815 408.503286
- L 109.860815 404.877727
- L 110.223371 404.515171
- L 110.223371 403.790059
- L 110.585927 403.427503
- L 110.585927 403.064947
- L 110.948483 402.702391
- L 110.948483 400.889612
- L 111.311039 400.527056
- L 111.311039 399.439388
- L 111.673595 399.076832
- L 111.673595 398.35172
- L 112.036151 397.989164
- L 112.036151 397.626608
- L 112.398707 397.264052
- L 112.398707 395.813829
- L 112.761262 395.451273
- L 112.761262 395.088717
- L 113.486374 394.363605
- L 113.486374 394.001049
- L 113.84893 393.638493
- L 113.84893 393.275937
- L 117.293212 389.831656
- L 117.655768 389.831656
- L 118.018323 389.4691
- L 118.380879 389.4691
- L 118.743435 389.106544
- L 119.468547 389.106544
- L 119.831103 388.743988
- L 122.006439 388.743988
- L 122.368995 388.381432
- L 122.731551 388.381432
- L 123.094106 388.018876
- L 123.094106 388.018876
- " style="fill:none;stroke:#000000;stroke-width:0.5;"/>
- </g>
- </g>
- <g id="axes_84">
- <g id="patch_34">
- <path d="M 150.218051 402.756684
- L 282.188409 402.756684
- L 282.188409 386.14689
- L 150.218051 386.14689
- z
- " style="fill:none;"/>
- </g>
- <g id="matplotlib.axis_33">
- <g id="xtick_113">
- <g id="text_130">
- <!-- 0 -->
- <g style="fill:#ff0000;" transform="translate(148.309301 410.815747)scale(0.06 -0.06)">
- <use xlink:href="#DejaVuSans-30"/>
- </g>
- </g>
- </g>
- <g id="xtick_114">
- <g id="text_131">
- <!-- 200 -->
- <g style="fill:#ff0000;" transform="translate(205.873363 410.815747)scale(0.06 -0.06)">
- <use xlink:href="#DejaVuSans-32"/>
- <use x="63.623047" xlink:href="#DejaVuSans-30"/>
- <use x="127.246094" xlink:href="#DejaVuSans-30"/>
- </g>
- </g>
- </g>
- <g id="xtick_115">
- <g id="text_132">
- <!-- 400 -->
- <g style="fill:#ff0000;" transform="translate(267.254925 410.815747)scale(0.06 -0.06)">
- <use xlink:href="#DejaVuSans-34"/>
- <use x="63.623047" xlink:href="#DejaVuSans-30"/>
- <use x="127.246094" xlink:href="#DejaVuSans-30"/>
- </g>
- </g>
- </g>
- </g>
- <g id="line2d_33">
- <path clip-path="url(#p626c850956)" d="M 150.218051 402.001694
- L 150.985321 386.901881
- L 151.75259 390.477169
- L 152.51986 389.680678
- L 153.28713 389.784084
- L 154.054399 390.009639
- L 154.821669 390.109161
- L 155.588938 390.376276
- L 157.123477 389.708932
- L 157.890747 389.931727
- L 160.192555 389.99974
- L 160.959825 389.394708
- L 161.727094 389.57868
- L 162.494364 390.007297
- L 163.261633 389.391643
- L 164.028903 389.713575
- L 164.796172 389.615839
- L 165.563442 389.959996
- L 166.330711 389.668462
- L 167.86525 389.80155
- L 168.63252 389.697596
- L 169.39979 390.111546
- L 170.167059 389.643089
- L 170.934329 390.441617
- L 171.701598 390.03325
- L 172.468868 390.005239
- L 173.236137 389.757234
- L 174.003407 389.925567
- L 174.770676 389.918908
- L 175.537946 389.639387
- L 176.305215 389.558504
- L 177.072485 389.610386
- L 177.839754 389.851703
- L 178.607024 390.317848
- L 179.374293 389.604898
- L 180.141563 390.023768
- L 180.908832 389.722392
- L 181.676102 389.791158
- L 182.443371 389.730996
- L 183.210641 389.483323
- L 183.97791 390.133248
- L 184.74518 389.73747
- L 185.512449 389.67067
- L 186.279719 390.051302
- L 187.046989 389.836124
- L 187.814258 390.119472
- L 188.581528 390.106316
- L 189.348797 389.832601
- L 191.650606 390.175488
- L 192.417875 389.900069
- L 193.185145 389.822464
- L 193.952414 389.566892
- L 194.719684 389.759445
- L 195.486953 389.739285
- L 196.254223 390.12625
- L 197.021492 390.118704
- L 198.556031 389.741316
- L 199.323301 389.955452
- L 200.85784 389.692825
- L 201.625109 389.796864
- L 202.392379 389.725158
- L 203.159649 389.910621
- L 203.926918 390.323031
- L 204.694188 389.312165
- L 205.461457 390.115403
- L 206.228727 389.744833
- L 206.995996 389.780616
- L 207.763266 390.21979
- L 208.530535 389.745077
- L 209.297805 390.030829
- L 210.832344 390.125443
- L 211.599613 389.677254
- L 212.366883 389.908808
- L 213.134152 389.946882
- L 213.901422 389.738209
- L 214.668691 389.943536
- L 215.435961 389.862771
- L 216.20323 390.335077
- L 216.9705 389.604937
- L 217.737769 390.000047
- L 218.505039 389.867627
- L 219.272309 389.86638
- L 220.039578 390.000543
- L 221.574117 389.795186
- L 222.341387 390.063767
- L 223.108656 390.115351
- L 223.875926 389.810039
- L 224.643195 390.351207
- L 225.410465 389.882636
- L 226.177734 390.068661
- L 226.945004 389.805618
- L 227.712273 389.755171
- L 228.479543 390.019798
- L 229.246812 390.056384
- L 230.014082 389.34373
- L 230.781351 389.803259
- L 231.548621 389.746949
- L 233.850429 390.195715
- L 234.617699 389.850104
- L 235.384968 390.025347
- L 236.152238 389.739717
- L 236.919508 390.099183
- L 237.686777 389.854456
- L 238.454047 389.745646
- L 239.988586 390.147476
- L 240.755855 390.138009
- L 241.523125 389.823899
- L 242.290394 389.784777
- L 244.592203 390.243247
- L 245.359472 390.054178
- L 246.126742 390.288202
- L 246.894011 390.168596
- L 247.661281 389.848893
- L 248.42855 389.884579
- L 249.19582 390.212838
- L 249.963089 390.159984
- L 252.264898 390.417839
- L 253.032168 390.294761
- L 253.799437 389.998678
- L 254.566707 390.452819
- L 255.333976 389.839906
- L 256.101246 389.602543
- L 256.868515 390.143159
- L 257.635785 389.796116
- L 258.403054 390.156009
- L 259.937593 389.778043
- L 260.704863 390.103932
- L 261.472132 389.584887
- L 263.006671 390.162641
- L 263.773941 389.931714
- L 264.54121 390.219244
- L 265.30848 389.772894
- L 266.075749 390.21041
- L 266.843019 390.139204
- L 267.610288 389.912131
- L 268.377558 390.186197
- L 269.144827 390.162631
- L 269.912097 390.322118
- L 270.679367 390.10545
- L 271.446636 390.114877
- L 272.213906 390.360028
- L 272.981175 390.07863
- L 273.748445 390.166352
- L 274.515714 390.424007
- L 275.282984 390.024361
- L 276.817523 390.180274
- L 277.584792 390.151958
- L 278.352062 390.288223
- L 279.119331 389.896161
- L 279.886601 390.227905
- L 281.42114 389.857522
- L 281.42114 389.857522
- " style="fill:none;stroke:#ff0000;stroke-linecap:round;"/>
- </g>
- </g>
- <g id="axes_85">
- <g id="patch_35">
- <path d="M 150.218051 425.783899
- L 282.188409 425.783899
- L 282.188409 410.684086
- L 150.218051 410.684086
- z
- " style="fill:none;"/>
- </g>
- <g id="matplotlib.axis_34">
- <g id="xtick_116">
- <g id="text_133">
- <!-- 0.05 -->
- <g style="fill:#ff0000;" transform="translate(175.366509 433.842962)scale(0.06 -0.06)">
- <use xlink:href="#DejaVuSans-30"/>
- <use x="63.623047" xlink:href="#DejaVuSans-2e"/>
- <use x="95.410156" xlink:href="#DejaVuSans-30"/>
- <use x="159.033203" xlink:href="#DejaVuSans-35"/>
- </g>
- </g>
- </g>
- <g id="xtick_117">
- <g id="text_134">
- <!-- 0.10 -->
- <g style="fill:#ff0000;" transform="translate(208.747247 433.842962)scale(0.06 -0.06)">
- <use xlink:href="#DejaVuSans-30"/>
- <use x="63.623047" xlink:href="#DejaVuSans-2e"/>
- <use x="95.410156" xlink:href="#DejaVuSans-31"/>
- <use x="159.033203" xlink:href="#DejaVuSans-30"/>
- </g>
- </g>
- </g>
- <g id="xtick_118">
- <g id="text_135">
- <!-- 0.15 -->
- <g style="fill:#ff0000;" transform="translate(242.127984 433.842962)scale(0.06 -0.06)">
- <use xlink:href="#DejaVuSans-30"/>
- <use x="63.623047" xlink:href="#DejaVuSans-2e"/>
- <use x="95.410156" xlink:href="#DejaVuSans-31"/>
- <use x="159.033203" xlink:href="#DejaVuSans-35"/>
- </g>
- </g>
- </g>
- <g id="xtick_119">
- <g id="text_136">
- <!-- 0.20 -->
- <g style="fill:#ff0000;" transform="translate(275.508722 433.842962)scale(0.06 -0.06)">
- <use xlink:href="#DejaVuSans-30"/>
- <use x="63.623047" xlink:href="#DejaVuSans-2e"/>
- <use x="95.410156" xlink:href="#DejaVuSans-32"/>
- <use x="159.033203" xlink:href="#DejaVuSans-30"/>
- </g>
- </g>
- </g>
- </g>
- <g id="line2d_34">
- <path clip-path="url(#p6c8e3ecc57)" d="M 150.218051 416.641024
- L 151.770644 421.354797
- L 153.323236 421.577441
- L 154.875829 418.597443
- L 156.428421 422.540519
- L 157.981014 423.591839
- L 159.533606 422.205617
- L 161.086199 423.564208
- L 162.638791 423.005024
- L 164.191383 424.736385
- L 165.743976 423.746013
- L 167.296568 424.031652
- L 168.849161 422.141763
- L 170.401753 420.121078
- L 171.954346 425.097544
- L 173.506938 423.671218
- L 175.059531 421.58905
- L 176.612123 420.840322
- L 178.164715 421.922526
- L 179.717308 423.477344
- L 181.2699 424.185912
- L 182.822493 418.216624
- L 184.375085 422.043773
- L 185.927678 422.983765
- L 187.48027 420.573984
- L 189.032863 422.447313
- L 190.585455 421.751539
- L 192.138047 419.390424
- L 193.69064 420.87784
- L 195.243232 422.538355
- L 196.795825 422.347165
- L 198.348417 417.657061
- L 199.90101 422.610509
- L 201.453602 421.601349
- L 203.006195 421.249948
- L 204.558787 424.127521
- L 206.11138 421.317895
- L 207.663972 421.12391
- L 209.216564 423.161988
- L 210.769157 422.438563
- L 212.321749 422.301321
- L 213.874342 417.050569
- L 215.426934 420.738553
- L 216.979527 418.411336
- L 218.532119 421.978027
- L 220.084712 423.111325
- L 221.637304 421.101679
- L 223.189896 419.762458
- L 224.742489 420.552966
- L 226.295081 419.513603
- L 227.847674 419.583974
- L 229.400266 416.975699
- L 230.952859 419.561409
- L 232.505451 418.45971
- L 234.058044 418.207368
- L 235.610636 420.06105
- L 237.163228 417.6649
- L 238.715821 421.760518
- L 240.268413 419.793389
- L 241.821006 420.798005
- L 243.373598 421.429799
- L 244.926191 411.626256
- L 246.478783 420.905835
- L 248.031376 416.864269
- L 249.583968 419.637581
- L 251.13656 413.756599
- L 252.689153 411.380645
- L 254.241745 416.104545
- L 255.794338 413.227997
- L 257.34693 417.190147
- L 258.899523 418.560922
- L 260.452115 419.795084
- L 262.004708 419.145877
- L 263.5573 411.555953
- L 265.109892 419.171285
- L 266.662485 411.370441
- L 268.215077 417.560557
- L 269.76767 415.489168
- L 271.320262 419.076012
- L 272.872855 417.212424
- L 274.425447 419.955043
- L 275.97804 415.558309
- L 277.530632 415.734284
- L 279.083224 414.938623
- L 280.635817 417.362705
- L 282.188409 418.87262
- " style="fill:none;stroke:#ff0000;stroke-linecap:round;"/>
- </g>
- </g>
- <g id="axes_86">
- <g clip-path="url(#p70e519935f)">
- <image height="27.6" id="image623448282d" transform="scale(1 -1)translate(0 -27.6)" width="33.12" x="302.751591" xlink:href="data:image/png;base64,
- 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" y="-392.137531"/>
- </g>
- <g id="LineCollection_52">
- <path clip-path="url(#p70e519935f)" d="M 317.734464 394.312049
- L 318.339832 394.312049
- L 318.642517 394.614733
- L 322.577413 394.614733
- L 322.728755 394.766075
- L 322.728755 395.06876
- L 323.78815 396.128155
- L 324.090834 396.128155
- L 324.393519 396.430839
- L 324.696203 396.430839
- L 324.998887 396.733523
- L 325.301572 396.733523
- L 325.90694 397.338892
- L 326.209624 397.338892
- L 326.814993 397.944261
- L 327.420362 397.944261
- L 327.723046 398.246945
- L 328.02573 398.246945
- L 328.328415 398.549629
- L 328.631099 398.549629
- L 329.236468 399.154998
- L 329.539152 399.154998
- L 330.14452 399.760366
- L 330.447205 399.760366
- L 331.203916 400.517077
- L 331.203916 400.819761
- L 331.809284 401.42513
- L 331.809284 401.727814
- L 333.020021 402.938552
- L 333.020021 403.241236
- L 333.322706 403.54392
- L 333.322706 403.846604
- L 333.62539 404.149289
- L 333.62539 404.451973
- L 333.928074 404.754657
- L 333.928074 405.360026
- L 334.230759 405.66271
- L 334.230759 407.478816
- L 333.928074 407.7815
- L 333.928074 408.084185
- L 333.62539 408.386869
- L 333.62539 408.689553
- L 333.322706 408.992238
- L 333.322706 409.900291
- L 333.020021 410.202975
- L 333.020021 410.808344
- L 332.263311 411.565054
- L 331.960626 411.565054
- L 331.657942 411.867739
- L 331.355258 411.565054
- L 328.933783 411.565054
- L 328.631099 411.867739
- L 328.02573 411.867739
- L 327.723046 412.170423
- L 327.420362 412.170423
- L 326.663651 412.927134
- L 326.663651 413.532502
- L 326.360967 413.835187
- L 326.360967 414.137871
- L 326.058282 414.440555
- L 326.058282 414.74324
- L 325.90694 414.894582
- L 325.604256 414.894582
- L 325.301572 415.197266
- L 324.998887 415.197266
- L 324.090834 416.105319
- L 323.78815 416.105319
- L 323.485466 416.408003
- L 321.66936 416.408003
- L 321.063991 415.802635
- L 320.458623 415.802635
- L 320.004596 416.256661
- L 320.004596 416.86203
- L 319.853254 417.013372
- L 318.339832 417.013372
- L 318.037148 416.710688
- L 314.707621 416.710688
- L 314.404936 416.408003
- L 313.496884 416.408003
- L 313.194199 416.105319
- L 310.47004 416.105319
- L 310.167356 415.802635
- L 308.35125 415.802635
- L 308.199908 415.651292
- L 308.199908 415.045924
- L 307.897224 414.74324
- L 307.897224 413.229818
- L 307.59454 412.927134
- L 307.59454 412.321765
- L 307.140513 411.867739
- L 306.837829 411.867739
- L 306.535144 411.565054
- L 306.23246 411.565054
- L 306.081118 411.413712
- L 306.081118 411.111028
- L 305.475749 410.505659
- L 305.475749 409.294922
- L 305.173065 408.992238
- L 305.173065 408.084185
- L 305.475749 407.7815
- L 305.475749 407.176132
- L 305.778434 406.873448
- L 305.778434 405.965395
- L 306.081118 405.66271
- L 306.081118 405.057342
- L 306.383802 404.754657
- L 306.383802 404.451973
- L 306.686487 404.149289
- L 306.686487 403.846604
- L 306.989171 403.54392
- L 306.989171 403.241236
- L 307.291855 402.938552
- L 307.291855 402.635867
- L 307.59454 402.333183
- L 307.59454 401.727814
- L 307.897224 401.42513
- L 307.897224 401.122446
- L 308.199908 400.819761
- L 308.199908 400.517077
- L 309.107961 399.609024
- L 309.107961 399.30634
- L 309.71333 398.700971
- L 309.71333 398.398287
- L 311.075409 397.036208
- L 311.378093 397.036208
- L 311.983462 396.430839
- L 312.286146 396.430839
- L 312.588831 396.128155
- L 312.891515 396.128155
- L 313.194199 395.82547
- L 313.496884 395.82547
- L 313.799568 395.522786
- L 314.707621 395.522786
- L 315.010305 395.220102
- L 315.615674 395.220102
- L 315.918358 394.917417
- L 317.129095 394.917417
- L 317.734464 394.312049
- L 317.734464 394.312049
- " style="fill:none;stroke:#000000;stroke-width:0.5;"/>
- </g>
- <g id="text_137">
- <!-- C18 [noise]: Tot. var. expl. 2% -->
- <g style="fill:#ff0000;" transform="translate(302.751591 386.554196)scale(0.07 -0.07)">
- <use xlink:href="#DejaVuSans-43"/>
- <use x="69.824219" xlink:href="#DejaVuSans-31"/>
- <use x="133.447266" xlink:href="#DejaVuSans-38"/>
- <use x="197.070312" xlink:href="#DejaVuSans-20"/>
- <use x="228.857422" xlink:href="#DejaVuSans-5b"/>
- <use x="267.871094" xlink:href="#DejaVuSans-6e"/>
- <use x="331.25" xlink:href="#DejaVuSans-6f"/>
- <use x="392.431641" xlink:href="#DejaVuSans-69"/>
- <use x="420.214844" xlink:href="#DejaVuSans-73"/>
- <use x="472.314453" xlink:href="#DejaVuSans-65"/>
- <use x="533.837891" xlink:href="#DejaVuSans-5d"/>
- <use x="572.851562" xlink:href="#DejaVuSans-3a"/>
- <use x="606.542969" xlink:href="#DejaVuSans-20"/>
- <use x="638.330078" xlink:href="#DejaVuSans-54"/>
- <use x="699.148438" xlink:href="#DejaVuSans-6f"/>
- <use x="760.330078" xlink:href="#DejaVuSans-74"/>
- <use x="799.539062" xlink:href="#DejaVuSans-2e"/>
- <use x="831.326172" xlink:href="#DejaVuSans-20"/>
- <use x="863.113281" xlink:href="#DejaVuSans-76"/>
- <use x="922.292969" xlink:href="#DejaVuSans-61"/>
- <use x="983.572266" xlink:href="#DejaVuSans-72"/>
- <use x="1024.544922" xlink:href="#DejaVuSans-2e"/>
- <use x="1056.332031" xlink:href="#DejaVuSans-20"/>
- <use x="1088.119141" xlink:href="#DejaVuSans-65"/>
- <use x="1149.626953" xlink:href="#DejaVuSans-78"/>
- <use x="1208.806641" xlink:href="#DejaVuSans-70"/>
- <use x="1272.283203" xlink:href="#DejaVuSans-6c"/>
- <use x="1300.066406" xlink:href="#DejaVuSans-2e"/>
- <use x="1331.853516" xlink:href="#DejaVuSans-20"/>
- <use x="1363.640625" xlink:href="#DejaVuSans-32"/>
- <use x="1427.263672" xlink:href="#DejaVuSans-25"/>
- </g>
- </g>
- </g>
- <g id="axes_87">
- <g clip-path="url(#p765a9ae5d9)">
- <image height="33.12" id="image9a5ee867ff" transform="scale(1 -1)translate(0 -33.12)" width="33.12" x="346.009274" xlink:href="data:image/png;base64,
- 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" y="-389.341689"/>
- </g>
- <g id="LineCollection_53">
- <path clip-path="url(#p765a9ae5d9)" d="M 358.517454 392.006991
- L 360.330234 392.006991
- L 360.69279 392.369547
- L 361.055345 392.006991
- L 361.417901 392.006991
- L 361.780457 392.369547
- L 362.143013 392.369547
- L 362.505569 392.732103
- L 365.406017 392.732103
- L 365.768573 393.094659
- L 366.131128 393.094659
- L 366.493684 393.457215
- L 366.85624 393.457215
- L 367.218796 393.819771
- L 367.581352 393.819771
- L 367.943908 394.182327
- L 368.306464 394.182327
- L 368.66902 394.544883
- L 369.031576 394.544883
- L 370.844356 396.357663
- L 371.206911 396.357663
- L 373.563525 398.714276
- L 373.563525 399.076832
- L 374.288637 399.801944
- L 374.288637 400.1645
- L 375.013749 400.889612
- L 375.013749 401.614724
- L 375.376305 401.977279
- L 375.376305 404.515171
- L 375.738861 404.877727
- L 375.738861 405.240283
- L 376.101417 405.602839
- L 376.101417 409.228398
- L 375.738861 409.590954
- L 375.738861 409.95351
- L 375.376305 410.316066
- L 375.376305 411.041178
- L 375.013749 411.403734
- L 375.013749 411.766289
- L 374.651193 412.128845
- L 374.651193 412.491401
- L 373.926081 413.216513
- L 373.926081 413.941625
- L 373.563525 414.304181
- L 373.563525 415.391849
- L 373.200969 415.754405
- L 373.200969 416.116961
- L 372.657135 416.660795
- L 372.294579 416.660795
- L 372.113301 416.842072
- L 372.113301 417.567184
- L 371.932023 417.748462
- L 370.844356 417.748462
- L 370.4818 418.111018
- L 370.119244 418.111018
- L 369.756688 418.473574
- L 366.493684 418.473574
- L 366.131128 418.83613
- L 364.680905 418.83613
- L 364.318349 419.198686
- L 359.967678 419.198686
- L 359.605122 418.83613
- L 356.342118 418.83613
- L 355.617007 418.111018
- L 354.166783 418.111018
- L 353.441671 417.385906
- L 353.079115 417.385906
- L 351.085057 415.391849
- L 351.085057 414.304181
- L 350.722502 413.941625
- L 350.722502 412.128845
- L 349.634834 411.041178
- L 349.634834 410.678622
- L 349.272278 410.316066
- L 349.272278 409.590954
- L 348.909722 409.228398
- L 348.909722 405.240283
- L 349.272278 404.877727
- L 349.272278 403.790059
- L 349.634834 403.427503
- L 349.634834 401.614724
- L 349.99739 401.252168
- L 349.99739 400.889612
- L 350.722502 400.1645
- L 350.722502 399.801944
- L 351.447613 399.076832
- L 351.447613 398.714276
- L 351.810169 398.35172
- L 351.810169 397.989164
- L 352.354003 397.44533
- L 352.716559 397.44533
- L 356.342118 393.819771
- L 356.704674 393.819771
- L 357.06723 393.457215
- L 357.429786 393.457215
- L 357.97362 392.913381
- L 357.97362 392.550825
- L 358.517454 392.006991
- L 358.517454 392.006991
- " style="fill:none;stroke:#000000;stroke-width:0.5;"/>
- </g>
- </g>
- <g id="axes_88">
- <g clip-path="url(#pa2d3a62401)">
- <image height="39.6" id="image46b32ba85e" transform="scale(1 -1)translate(0 -39.6)" width="33.12" x="389.266958" xlink:href="data:image/png;base64,
- 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" y="-386.124693"/>
- </g>
- <g id="LineCollection_54">
- <path clip-path="url(#pa2d3a62401)" d="M 405.400697 388.018876
- L 407.576033 388.018876
- L 407.938589 388.381432
- L 408.6637 388.381432
- L 409.026256 388.743988
- L 410.47648 388.743988
- L 410.839036 389.106544
- L 411.564148 389.106544
- L 411.926704 389.4691
- L 412.28926 389.4691
- L 414.645873 391.825713
- L 414.645873 392.188269
- L 415.370985 392.913381
- L 415.370985 393.275937
- L 416.096097 394.001049
- L 416.096097 394.363605
- L 416.458653 394.726161
- L 416.458653 395.088717
- L 416.821209 395.451273
- L 416.821209 396.176385
- L 417.183765 396.538941
- L 417.183765 397.264052
- L 417.546321 397.626608
- L 417.546321 398.35172
- L 417.908877 398.714276
- L 417.908877 399.439388
- L 418.271433 399.801944
- L 418.271433 400.527056
- L 418.633988 400.889612
- L 418.633988 401.977279
- L 418.996544 402.339835
- L 418.996544 403.427503
- L 419.3591 403.790059
- L 419.3591 409.95351
- L 418.996544 410.316066
- L 418.996544 411.403734
- L 418.633988 411.766289
- L 418.633988 412.491401
- L 418.271433 412.853957
- L 418.271433 413.579069
- L 417.908877 413.941625
- L 417.908877 414.304181
- L 417.183765 415.029293
- L 417.183765 415.391849
- L 416.821209 415.754405
- L 416.821209 416.116961
- L 415.370985 417.567184
- L 415.370985 417.92974
- L 414.283317 419.017408
- L 414.283317 419.379964
- L 413.376928 420.286354
- L 413.014372 420.286354
- L 412.651816 420.64891
- L 412.28926 420.64891
- L 411.926704 421.011466
- L 411.564148 421.011466
- L 411.201592 421.374022
- L 410.839036 421.374022
- L 410.47648 421.736578
- L 410.113924 421.736578
- L 409.751368 422.099133
- L 406.125809 422.099133
- L 405.763253 422.461689
- L 403.950473 422.461689
- L 403.587917 422.824245
- L 402.50025 422.824245
- L 402.137694 422.461689
- L 401.412582 422.461689
- L 401.050026 422.099133
- L 400.68747 422.099133
- L 399.962358 421.374022
- L 399.599802 421.374022
- L 398.149579 419.923798
- L 397.787023 419.923798
- L 394.705297 416.842072
- L 394.705297 416.479517
- L 394.342741 416.116961
- L 394.342741 415.754405
- L 393.980185 415.391849
- L 393.980185 415.029293
- L 393.255073 414.304181
- L 393.255073 413.579069
- L 392.892518 413.216513
- L 392.892518 412.128845
- L 392.529962 411.766289
- L 392.529962 410.678622
- L 392.167406 410.316066
- L 392.167406 409.590954
- L 392.529962 409.228398
- L 392.529962 408.865842
- L 392.167406 408.503286
- L 392.167406 404.877727
- L 392.529962 404.515171
- L 392.529962 403.790059
- L 392.892518 403.427503
- L 392.892518 403.064947
- L 393.255073 402.702391
- L 393.255073 400.889612
- L 393.617629 400.527056
- L 393.617629 399.439388
- L 393.980185 399.076832
- L 393.980185 398.35172
- L 394.342741 397.989164
- L 394.342741 397.626608
- L 394.705297 397.264052
- L 394.705297 395.813829
- L 395.067853 395.451273
- L 395.067853 395.088717
- L 395.792965 394.363605
- L 395.792965 394.001049
- L 396.155521 393.638493
- L 396.155521 393.275937
- L 399.599802 389.831656
- L 399.962358 389.831656
- L 400.324914 389.4691
- L 400.68747 389.4691
- L 401.050026 389.106544
- L 401.775138 389.106544
- L 402.137694 388.743988
- L 404.313029 388.743988
- L 404.675585 388.381432
- L 405.038141 388.381432
- L 405.400697 388.018876
- L 405.400697 388.018876
- " style="fill:none;stroke:#000000;stroke-width:0.5;"/>
- </g>
- </g>
- <g id="axes_89">
- <g id="patch_36">
- <path d="M 432.524642 402.756684
- L 564.495 402.756684
- L 564.495 386.14689
- L 432.524642 386.14689
- z
- " style="fill:none;"/>
- </g>
- <g id="matplotlib.axis_35">
- <g id="xtick_120">
- <g id="text_138">
- <!-- 0 -->
- <g style="fill:#ff0000;" transform="translate(430.615892 410.815747)scale(0.06 -0.06)">
- <use xlink:href="#DejaVuSans-30"/>
- </g>
- </g>
- </g>
- <g id="xtick_121">
- <g id="text_139">
- <!-- 200 -->
- <g style="fill:#ff0000;" transform="translate(488.179954 410.815747)scale(0.06 -0.06)">
- <use xlink:href="#DejaVuSans-32"/>
- <use x="63.623047" xlink:href="#DejaVuSans-30"/>
- <use x="127.246094" xlink:href="#DejaVuSans-30"/>
- </g>
- </g>
- </g>
- <g id="xtick_122">
- <g id="text_140">
- <!-- 400 -->
- <g style="fill:#ff0000;" transform="translate(549.561516 410.815747)scale(0.06 -0.06)">
- <use xlink:href="#DejaVuSans-34"/>
- <use x="63.623047" xlink:href="#DejaVuSans-30"/>
- <use x="127.246094" xlink:href="#DejaVuSans-30"/>
- </g>
- </g>
- </g>
- </g>
- <g id="line2d_35">
- <path clip-path="url(#p3c03b6eb4f)" d="M 432.524642 389.687438
- L 433.291912 397.883711
- L 434.059181 393.840879
- L 434.826451 392.370607
- L 435.59372 394.494602
- L 436.36099 394.085798
- L 437.128259 402.001694
- L 437.895529 392.314562
- L 438.662798 395.332315
- L 439.430068 395.526861
- L 440.197337 395.922289
- L 440.964607 388.614205
- L 441.731876 389.835206
- L 442.499146 401.834524
- L 443.266415 394.452139
- L 444.033685 391.746822
- L 444.800954 390.566254
- L 445.568224 401.726394
- L 446.335493 388.441797
- L 447.102763 397.222224
- L 447.870033 395.734882
- L 449.404572 393.916354
- L 450.171841 393.56356
- L 450.939111 394.025117
- L 451.70638 390.338565
- L 452.47365 399.908293
- L 453.240919 391.055944
- L 454.008189 395.15919
- L 454.775458 390.108667
- L 455.542728 392.154204
- L 456.309997 399.427197
- L 457.077267 393.375075
- L 457.844536 399.102875
- L 458.611806 389.488355
- L 460.146345 391.130699
- L 460.913614 393.094616
- L 461.680884 397.888341
- L 462.448153 391.530529
- L 463.215423 396.729386
- L 463.982693 391.483171
- L 464.749962 393.709459
- L 465.517232 394.646378
- L 466.284501 392.258361
- L 467.051771 395.079272
- L 467.81904 398.367446
- L 468.58631 392.717521
- L 469.353579 395.529498
- L 470.120849 395.963854
- L 470.888118 393.034558
- L 471.655388 394.176286
- L 472.422657 390.13607
- L 473.189927 395.301133
- L 473.957196 394.652578
- L 474.724466 395.578358
- L 475.491735 397.420257
- L 476.259005 390.958617
- L 477.026274 395.193683
- L 477.793544 393.663226
- L 478.560813 388.847758
- L 479.328083 398.612899
- L 480.095352 394.878265
- L 480.862622 396.474289
- L 481.629892 392.662673
- L 482.397161 395.720614
- L 483.164431 399.290524
- L 483.9317 390.90019
- L 484.69897 394.063325
- L 485.466239 396.285083
- L 486.233509 391.14721
- L 487.000778 400.936858
- L 487.768048 388.974214
- L 488.535317 396.996525
- L 489.302587 393.457731
- L 490.069856 391.992348
- L 490.837126 391.663857
- L 491.604395 396.269699
- L 492.371665 388.559154
- L 493.138934 395.039745
- L 493.906204 397.062385
- L 494.673473 394.187352
- L 495.440743 397.712589
- L 496.208012 389.469976
- L 496.975282 394.77331
- L 497.742552 391.291363
- L 498.509821 398.961309
- L 499.277091 395.103003
- L 500.04436 390.356176
- L 500.81163 395.848081
- L 501.578899 393.144273
- L 502.346169 398.603075
- L 503.113438 391.54362
- L 503.880708 394.876623
- L 504.647977 392.415839
- L 505.415247 394.744272
- L 506.182516 395.411519
- L 506.949786 388.939822
- L 507.717055 398.180407
- L 508.484325 394.470265
- L 509.251594 393.645821
- L 510.018864 391.008817
- L 510.786133 393.660627
- L 511.553403 397.007961
- L 512.320672 399.361464
- L 513.087942 389.754176
- L 513.855211 398.407555
- L 514.622481 389.132113
- L 515.389751 391.026887
- L 516.15702 396.901791
- L 516.92429 394.551198
- L 517.691559 400.096645
- L 518.458829 391.87862
- L 519.226098 390.083482
- L 519.993368 399.433454
- L 520.760637 391.25212
- L 521.527907 395.333606
- L 522.295176 391.250113
- L 523.062446 395.402934
- L 523.829715 396.659775
- L 524.596985 393.247694
- L 525.364254 396.175738
- L 526.131524 391.228573
- L 526.898793 401.995399
- L 527.666063 388.716823
- L 528.433332 389.828767
- L 529.200602 397.846465
- L 529.967871 396.528704
- L 530.735141 393.74656
- L 531.502411 400.908453
- L 532.26968 390.46866
- L 533.03695 394.519475
- L 533.804219 389.049547
- L 534.571489 392.431025
- L 535.338758 397.383633
- L 536.106028 395.50954
- L 536.873297 395.71716
- L 537.640567 388.756693
- L 538.407836 397.805615
- L 539.175106 391.432243
- L 539.942375 395.69813
- L 540.709645 395.032685
- L 541.476914 389.666208
- L 542.244184 395.709268
- L 543.011453 391.768118
- L 543.778723 395.174528
- L 544.545992 392.163244
- L 545.313262 395.104012
- L 546.080531 391.817455
- L 546.847801 389.021432
- L 547.61507 394.420096
- L 548.38234 390.169563
- L 549.14961 399.582159
- L 549.916879 389.576659
- L 550.684149 395.113671
- L 551.451418 394.162339
- L 552.218688 388.416898
- L 552.985957 394.553129
- L 553.753227 399.447416
- L 554.520496 390.06418
- L 555.287766 392.561993
- L 556.055035 390.363042
- L 556.822305 393.490945
- L 557.589574 395.547255
- L 558.356844 388.6071
- L 559.124113 395.343652
- L 559.891383 393.307907
- L 560.658652 386.901881
- L 561.425922 397.205649
- L 562.193191 390.256689
- L 562.960461 392.13878
- L 563.72773 394.456577
- L 563.72773 394.456577
- " style="fill:none;stroke:#ff0000;stroke-linecap:round;"/>
- </g>
- </g>
- <g id="axes_90">
- <g id="patch_37">
- <path d="M 432.524642 425.783899
- L 564.495 425.783899
- L 564.495 410.684086
- L 432.524642 410.684086
- z
- " style="fill:none;"/>
- </g>
- <g id="matplotlib.axis_36">
- <g id="xtick_123">
- <g id="text_141">
- <!-- 0.05 -->
- <g style="fill:#ff0000;" transform="translate(457.6731 433.842962)scale(0.06 -0.06)">
- <use xlink:href="#DejaVuSans-30"/>
- <use x="63.623047" xlink:href="#DejaVuSans-2e"/>
- <use x="95.410156" xlink:href="#DejaVuSans-30"/>
- <use x="159.033203" xlink:href="#DejaVuSans-35"/>
- </g>
- </g>
- </g>
- <g id="xtick_124">
- <g id="text_142">
- <!-- 0.10 -->
- <g style="fill:#ff0000;" transform="translate(491.053837 433.842962)scale(0.06 -0.06)">
- <use xlink:href="#DejaVuSans-30"/>
- <use x="63.623047" xlink:href="#DejaVuSans-2e"/>
- <use x="95.410156" xlink:href="#DejaVuSans-31"/>
- <use x="159.033203" xlink:href="#DejaVuSans-30"/>
- </g>
- </g>
- </g>
- <g id="xtick_125">
- <g id="text_143">
- <!-- 0.15 -->
- <g style="fill:#ff0000;" transform="translate(524.434575 433.842962)scale(0.06 -0.06)">
- <use xlink:href="#DejaVuSans-30"/>
- <use x="63.623047" xlink:href="#DejaVuSans-2e"/>
- <use x="95.410156" xlink:href="#DejaVuSans-31"/>
- <use x="159.033203" xlink:href="#DejaVuSans-35"/>
- </g>
- </g>
- </g>
- <g id="xtick_126">
- <g id="text_144">
- <!-- 0.20 -->
- <g style="fill:#ff0000;" transform="translate(557.815312 433.842962)scale(0.06 -0.06)">
- <use xlink:href="#DejaVuSans-30"/>
- <use x="63.623047" xlink:href="#DejaVuSans-2e"/>
- <use x="95.410156" xlink:href="#DejaVuSans-32"/>
- <use x="159.033203" xlink:href="#DejaVuSans-30"/>
- </g>
- </g>
- </g>
- </g>
- <g id="line2d_36">
- <path clip-path="url(#p4c8c58f161)" d="M 432.524642 423.9647
- L 434.077235 424.399277
- L 435.629827 423.89646
- L 437.182419 424.63704
- L 438.735012 425.026438
- L 440.287604 424.900931
- L 441.840197 425.062712
- L 443.392789 424.392247
- L 444.945382 424.288839
- L 446.497974 424.960396
- L 448.050567 424.828362
- L 449.603159 425.069066
- L 451.155751 424.851982
- L 452.708344 424.46819
- L 454.260936 425.04065
- L 455.813529 425.012174
- L 457.366121 425.091969
- L 458.918714 424.859147
- L 460.471306 424.505995
- L 462.023899 424.922515
- L 463.576491 421.301838
- L 465.129083 423.577772
- L 466.681676 424.667849
- L 468.234268 424.906813
- L 469.786861 424.612471
- L 471.339453 424.375832
- L 472.892046 423.540835
- L 474.444638 422.720901
- L 475.997231 420.005147
- L 477.549823 423.612933
- L 479.102415 424.970107
- L 480.655008 424.132064
- L 482.2076 425.00144
- L 483.760193 425.046419
- L 485.312785 423.537041
- L 486.865378 423.208863
- L 488.41797 425.097544
- L 489.970563 423.661004
- L 491.523155 425.020514
- L 493.075747 424.934828
- L 494.62834 424.377924
- L 496.180932 422.36561
- L 497.733525 420.439576
- L 499.286117 421.884888
- L 500.83871 424.296022
- L 502.391302 422.248354
- L 503.943895 424.704462
- L 505.496487 424.791721
- L 507.049079 423.907628
- L 508.601672 422.324999
- L 510.154264 423.965776
- L 511.706857 422.906405
- L 513.259449 424.365394
- L 514.812042 424.65831
- L 516.364634 424.60041
- L 517.917227 423.698448
- L 519.469819 423.546769
- L 521.022412 424.049005
- L 522.575004 424.61198
- L 524.127596 420.656282
- L 525.680189 423.985402
- L 527.232781 424.019431
- L 528.785374 424.872138
- L 530.337966 420.04596
- L 531.890559 424.993167
- L 533.443151 416.951227
- L 534.995744 424.362269
- L 536.548336 420.626482
- L 538.100928 411.370441
- L 539.653521 421.827034
- L 541.206113 422.948049
- L 542.758706 424.334273
- L 544.311298 425.031936
- L 545.863891 417.29111
- L 547.416483 418.011411
- L 548.969076 422.512368
- L 550.521668 415.070739
- L 552.07426 423.673712
- L 553.626853 423.280214
- L 555.179445 424.11964
- L 556.732038 424.384147
- L 558.28463 425.002811
- L 559.837223 419.7323
- L 561.389815 424.894316
- L 562.942408 424.528966
- L 564.495 425.084208
- " style="fill:none;stroke:#ff0000;stroke-linecap:round;"/>
- </g>
- </g>
- <g id="axes_91">
- <g clip-path="url(#p80049c4932)">
- <image height="27.6" id="imagecc6c6cf1c1" transform="scale(1 -1)translate(0 -27.6)" width="33.12" x="20.445" xlink:href="data:image/png;base64,
- 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" y="-439.701942"/>
- </g>
- <g id="LineCollection_55">
- <path clip-path="url(#p80049c4932)" d="M 35.427873 441.87646
- L 36.033242 441.87646
- L 36.335926 442.179144
- L 40.270822 442.179144
- L 40.422164 442.330486
- L 40.422164 442.633171
- L 41.481559 443.692566
- L 41.784244 443.692566
- L 42.086928 443.99525
- L 42.389612 443.99525
- L 42.692297 444.297934
- L 42.994981 444.297934
- L 43.600349 444.903303
- L 43.903034 444.903303
- L 44.508402 445.508672
- L 45.113771 445.508672
- L 45.416455 445.811356
- L 45.71914 445.811356
- L 46.021824 446.11404
- L 46.324508 446.11404
- L 46.929877 446.719409
- L 47.232561 446.719409
- L 47.83793 447.324778
- L 48.140614 447.324778
- L 48.897325 448.081488
- L 48.897325 448.384173
- L 49.502693 448.989541
- L 49.502693 449.292226
- L 50.713431 450.502963
- L 50.713431 450.805647
- L 51.016115 451.108331
- L 51.016115 451.411016
- L 51.318799 451.7137
- L 51.318799 452.016384
- L 51.621484 452.319069
- L 51.621484 452.924437
- L 51.924168 453.227122
- L 51.924168 455.043227
- L 51.621484 455.345912
- L 51.621484 455.648596
- L 51.318799 455.95128
- L 51.318799 456.253965
- L 51.016115 456.556649
- L 51.016115 457.464702
- L 50.713431 457.767386
- L 50.713431 458.372755
- L 49.95672 459.129466
- L 49.654036 459.129466
- L 49.351351 459.43215
- L 49.048667 459.129466
- L 46.627193 459.129466
- L 46.324508 459.43215
- L 45.71914 459.43215
- L 45.416455 459.734834
- L 45.113771 459.734834
- L 44.35706 460.491545
- L 44.35706 461.096914
- L 44.054376 461.399598
- L 44.054376 461.702282
- L 43.751692 462.004966
- L 43.751692 462.307651
- L 43.600349 462.458993
- L 43.297665 462.458993
- L 42.994981 462.761677
- L 42.692297 462.761677
- L 41.784244 463.66973
- L 41.481559 463.66973
- L 41.178875 463.972414
- L 39.362769 463.972414
- L 38.757401 463.367046
- L 38.152032 463.367046
- L 37.698006 463.821072
- L 37.698006 464.426441
- L 37.546663 464.577783
- L 36.033242 464.577783
- L 35.730558 464.275099
- L 32.40103 464.275099
- L 32.098346 463.972414
- L 31.190293 463.972414
- L 30.887609 463.66973
- L 28.16345 463.66973
- L 27.860766 463.367046
- L 26.04466 463.367046
- L 25.893318 463.215704
- L 25.893318 462.610335
- L 25.590633 462.307651
- L 25.590633 460.794229
- L 25.287949 460.491545
- L 25.287949 459.886176
- L 24.833922 459.43215
- L 24.531238 459.43215
- L 24.228554 459.129466
- L 23.92587 459.129466
- L 23.774527 458.978123
- L 23.774527 458.675439
- L 23.169159 458.07007
- L 23.169159 456.859333
- L 22.866474 456.556649
- L 22.866474 455.648596
- L 23.169159 455.345912
- L 23.169159 454.740543
- L 23.471843 454.437859
- L 23.471843 453.529806
- L 23.774527 453.227122
- L 23.774527 452.621753
- L 24.077212 452.319069
- L 24.077212 452.016384
- L 24.379896 451.7137
- L 24.379896 451.411016
- L 24.68258 451.108331
- L 24.68258 450.805647
- L 24.985265 450.502963
- L 24.985265 450.200278
- L 25.287949 449.897594
- L 25.287949 449.292226
- L 25.590633 448.989541
- L 25.590633 448.686857
- L 25.893318 448.384173
- L 25.893318 448.081488
- L 26.80137 447.173435
- L 26.80137 446.870751
- L 27.406739 446.265382
- L 27.406739 445.962698
- L 28.768818 444.600619
- L 29.071503 444.600619
- L 29.676871 443.99525
- L 29.979556 443.99525
- L 30.28224 443.692566
- L 30.584924 443.692566
- L 30.887609 443.389882
- L 31.190293 443.389882
- L 31.492977 443.087197
- L 32.40103 443.087197
- L 32.703714 442.784513
- L 33.309083 442.784513
- L 33.611767 442.481829
- L 34.822505 442.481829
- L 35.427873 441.87646
- L 35.427873 441.87646
- " style="fill:none;stroke:#000000;stroke-width:0.5;"/>
- </g>
- <g id="text_145">
- <!-- C19 [noise]: Tot. var. expl. 1.9% -->
- <g style="fill:#ff0000;" transform="translate(20.445 434.118607)scale(0.07 -0.07)">
- <use xlink:href="#DejaVuSans-43"/>
- <use x="69.824219" xlink:href="#DejaVuSans-31"/>
- <use x="133.447266" xlink:href="#DejaVuSans-39"/>
- <use x="197.070312" xlink:href="#DejaVuSans-20"/>
- <use x="228.857422" xlink:href="#DejaVuSans-5b"/>
- <use x="267.871094" xlink:href="#DejaVuSans-6e"/>
- <use x="331.25" xlink:href="#DejaVuSans-6f"/>
- <use x="392.431641" xlink:href="#DejaVuSans-69"/>
- <use x="420.214844" xlink:href="#DejaVuSans-73"/>
- <use x="472.314453" xlink:href="#DejaVuSans-65"/>
- <use x="533.837891" xlink:href="#DejaVuSans-5d"/>
- <use x="572.851562" xlink:href="#DejaVuSans-3a"/>
- <use x="606.542969" xlink:href="#DejaVuSans-20"/>
- <use x="638.330078" xlink:href="#DejaVuSans-54"/>
- <use x="699.148438" xlink:href="#DejaVuSans-6f"/>
- <use x="760.330078" xlink:href="#DejaVuSans-74"/>
- <use x="799.539062" xlink:href="#DejaVuSans-2e"/>
- <use x="831.326172" xlink:href="#DejaVuSans-20"/>
- <use x="863.113281" xlink:href="#DejaVuSans-76"/>
- <use x="922.292969" xlink:href="#DejaVuSans-61"/>
- <use x="983.572266" xlink:href="#DejaVuSans-72"/>
- <use x="1024.544922" xlink:href="#DejaVuSans-2e"/>
- <use x="1056.332031" xlink:href="#DejaVuSans-20"/>
- <use x="1088.119141" xlink:href="#DejaVuSans-65"/>
- <use x="1149.626953" xlink:href="#DejaVuSans-78"/>
- <use x="1208.806641" xlink:href="#DejaVuSans-70"/>
- <use x="1272.283203" xlink:href="#DejaVuSans-6c"/>
- <use x="1300.066406" xlink:href="#DejaVuSans-2e"/>
- <use x="1331.853516" xlink:href="#DejaVuSans-20"/>
- <use x="1363.640625" xlink:href="#DejaVuSans-31"/>
- <use x="1427.263672" xlink:href="#DejaVuSans-2e"/>
- <use x="1459.050781" xlink:href="#DejaVuSans-39"/>
- <use x="1522.673828" xlink:href="#DejaVuSans-25"/>
- </g>
- </g>
- </g>
- <g id="axes_92">
- <g clip-path="url(#pd124b7f7e1)">
- <image height="33.12" id="imageaec872ad0d" transform="scale(1 -1)translate(0 -33.12)" width="33.12" x="63.702684" xlink:href="data:image/png;base64,
- 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" y="-436.906101"/>
- </g>
- <g id="LineCollection_56">
- <path clip-path="url(#pd124b7f7e1)" d="M 76.210863 439.571403
- L 78.023643 439.571403
- L 78.386199 439.933959
- L 78.748755 439.571403
- L 79.111311 439.571403
- L 79.473867 439.933959
- L 79.836423 439.933959
- L 80.198979 440.296514
- L 83.099426 440.296514
- L 83.461982 440.65907
- L 83.824538 440.65907
- L 84.187094 441.021626
- L 84.54965 441.021626
- L 84.912206 441.384182
- L 85.274762 441.384182
- L 85.637317 441.746738
- L 85.999873 441.746738
- L 86.362429 442.109294
- L 86.724985 442.109294
- L 88.537765 443.922074
- L 88.900321 443.922074
- L 91.256934 446.278687
- L 91.256934 446.641243
- L 91.982046 447.366355
- L 91.982046 447.728911
- L 92.707158 448.454023
- L 92.707158 449.179135
- L 93.069714 449.541691
- L 93.069714 452.079582
- L 93.43227 452.442138
- L 93.43227 452.804694
- L 93.794826 453.16725
- L 93.794826 456.792809
- L 93.43227 457.155365
- L 93.43227 457.517921
- L 93.069714 457.880477
- L 93.069714 458.605589
- L 92.707158 458.968145
- L 92.707158 459.330701
- L 92.344602 459.693257
- L 92.344602 460.055813
- L 91.61949 460.780924
- L 91.61949 461.506036
- L 91.256934 461.868592
- L 91.256934 462.95626
- L 90.894378 463.318816
- L 90.894378 463.681372
- L 90.350545 464.225206
- L 89.987989 464.225206
- L 89.806711 464.406484
- L 89.806711 465.131596
- L 89.625433 465.312874
- L 88.537765 465.312874
- L 88.175209 465.675429
- L 87.812653 465.675429
- L 87.450097 466.037985
- L 84.187094 466.037985
- L 83.824538 466.400541
- L 82.374314 466.400541
- L 82.011758 466.763097
- L 77.661087 466.763097
- L 77.298531 466.400541
- L 74.035528 466.400541
- L 73.310416 465.675429
- L 71.860192 465.675429
- L 71.13508 464.950318
- L 70.772524 464.950318
- L 68.778467 462.95626
- L 68.778467 461.868592
- L 68.415911 461.506036
- L 68.415911 459.693257
- L 67.328243 458.605589
- L 67.328243 458.243033
- L 66.965687 457.880477
- L 66.965687 457.155365
- L 66.603131 456.792809
- L 66.603131 452.804694
- L 66.965687 452.442138
- L 66.965687 451.35447
- L 67.328243 450.991914
- L 67.328243 449.179135
- L 67.690799 448.816579
- L 67.690799 448.454023
- L 68.415911 447.728911
- L 68.415911 447.366355
- L 69.141023 446.641243
- L 69.141023 446.278687
- L 69.503579 445.916131
- L 69.503579 445.553575
- L 70.047413 445.009742
- L 70.409968 445.009742
- L 74.035528 441.384182
- L 74.398084 441.384182
- L 74.76064 441.021626
- L 75.123196 441.021626
- L 75.667029 440.477792
- L 75.667029 440.115237
- L 76.210863 439.571403
- L 76.210863 439.571403
- " style="fill:none;stroke:#000000;stroke-width:0.5;"/>
- </g>
- </g>
- <g id="axes_93">
- <g clip-path="url(#pe852a66ad5)">
- <image height="39.6" id="image63824b9d9c" transform="scale(1 -1)translate(0 -39.6)" width="33.12" x="106.960368" xlink:href="data:image/png;base64,
- 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" y="-433.689104"/>
- </g>
- <g id="LineCollection_57">
- <path clip-path="url(#pe852a66ad5)" d="M 123.094106 435.583287
- L 125.269442 435.583287
- L 125.631998 435.945843
- L 126.35711 435.945843
- L 126.719666 436.308399
- L 128.169889 436.308399
- L 128.532445 436.670955
- L 129.257557 436.670955
- L 129.620113 437.033511
- L 129.982669 437.033511
- L 132.339283 439.390125
- L 132.339283 439.752681
- L 133.064394 440.477792
- L 133.064394 440.840348
- L 133.789506 441.56546
- L 133.789506 441.928016
- L 134.152062 442.290572
- L 134.152062 442.653128
- L 134.514618 443.015684
- L 134.514618 443.740796
- L 134.877174 444.103352
- L 134.877174 444.828464
- L 135.23973 445.19102
- L 135.23973 445.916131
- L 135.602286 446.278687
- L 135.602286 447.003799
- L 135.964842 447.366355
- L 135.964842 448.091467
- L 136.327398 448.454023
- L 136.327398 449.541691
- L 136.689954 449.904247
- L 136.689954 450.991914
- L 137.05251 451.35447
- L 137.05251 457.517921
- L 136.689954 457.880477
- L 136.689954 458.968145
- L 136.327398 459.330701
- L 136.327398 460.055813
- L 135.964842 460.418368
- L 135.964842 461.14348
- L 135.602286 461.506036
- L 135.602286 461.868592
- L 134.877174 462.593704
- L 134.877174 462.95626
- L 134.514618 463.318816
- L 134.514618 463.681372
- L 133.064394 465.131596
- L 133.064394 465.494151
- L 131.976727 466.581819
- L 131.976727 466.944375
- L 131.070337 467.850765
- L 130.707781 467.850765
- L 130.345225 468.213321
- L 129.982669 468.213321
- L 129.620113 468.575877
- L 129.257557 468.575877
- L 128.895001 468.938433
- L 128.532445 468.938433
- L 128.169889 469.300989
- L 127.807334 469.300989
- L 127.444778 469.663545
- L 123.819218 469.663545
- L 123.456662 470.026101
- L 121.643883 470.026101
- L 121.281327 470.388657
- L 120.193659 470.388657
- L 119.831103 470.026101
- L 119.105991 470.026101
- L 118.743435 469.663545
- L 118.380879 469.663545
- L 117.655768 468.938433
- L 117.293212 468.938433
- L 115.842988 467.488209
- L 115.480432 467.488209
- L 112.398707 464.406484
- L 112.398707 464.043928
- L 112.036151 463.681372
- L 112.036151 463.318816
- L 111.673595 462.95626
- L 111.673595 462.593704
- L 110.948483 461.868592
- L 110.948483 461.14348
- L 110.585927 460.780924
- L 110.585927 459.693257
- L 110.223371 459.330701
- L 110.223371 458.243033
- L 109.860815 457.880477
- L 109.860815 457.155365
- L 110.223371 456.792809
- L 110.223371 456.430253
- L 109.860815 456.067697
- L 109.860815 452.442138
- L 110.223371 452.079582
- L 110.223371 451.35447
- L 110.585927 450.991914
- L 110.585927 450.629358
- L 110.948483 450.266803
- L 110.948483 448.454023
- L 111.311039 448.091467
- L 111.311039 447.003799
- L 111.673595 446.641243
- L 111.673595 445.916131
- L 112.036151 445.553575
- L 112.036151 445.19102
- L 112.398707 444.828464
- L 112.398707 443.37824
- L 112.761262 443.015684
- L 112.761262 442.653128
- L 113.486374 441.928016
- L 113.486374 441.56546
- L 113.84893 441.202904
- L 113.84893 440.840348
- L 117.293212 437.396067
- L 117.655768 437.396067
- L 118.018323 437.033511
- L 118.380879 437.033511
- L 118.743435 436.670955
- L 119.468547 436.670955
- L 119.831103 436.308399
- L 122.006439 436.308399
- L 122.368995 435.945843
- L 122.731551 435.945843
- L 123.094106 435.583287
- L 123.094106 435.583287
- " style="fill:none;stroke:#000000;stroke-width:0.5;"/>
- </g>
- </g>
- <g id="axes_94">
- <g id="patch_38">
- <path d="M 150.218051 450.321096
- L 282.188409 450.321096
- L 282.188409 433.711301
- L 150.218051 433.711301
- z
- " style="fill:none;"/>
- </g>
- <g id="matplotlib.axis_37">
- <g id="xtick_127">
- <g id="text_146">
- <!-- 0 -->
- <g style="fill:#ff0000;" transform="translate(148.309301 458.380158)scale(0.06 -0.06)">
- <use xlink:href="#DejaVuSans-30"/>
- </g>
- </g>
- </g>
- <g id="xtick_128">
- <g id="text_147">
- <!-- 200 -->
- <g style="fill:#ff0000;" transform="translate(205.873363 458.380158)scale(0.06 -0.06)">
- <use xlink:href="#DejaVuSans-32"/>
- <use x="63.623047" xlink:href="#DejaVuSans-30"/>
- <use x="127.246094" xlink:href="#DejaVuSans-30"/>
- </g>
- </g>
- </g>
- <g id="xtick_129">
- <g id="text_148">
- <!-- 400 -->
- <g style="fill:#ff0000;" transform="translate(267.254925 458.380158)scale(0.06 -0.06)">
- <use xlink:href="#DejaVuSans-34"/>
- <use x="63.623047" xlink:href="#DejaVuSans-30"/>
- <use x="127.246094" xlink:href="#DejaVuSans-30"/>
- </g>
- </g>
- </g>
- </g>
- <g id="line2d_37">
- <path clip-path="url(#p45e5ee80bd)" d="M 150.218051 438.326918
- L 150.985321 439.118979
- L 151.75259 446.93979
- L 152.51986 439.516643
- L 153.28713 442.962784
- L 154.054399 436.37477
- L 154.821669 437.295669
- L 155.588938 438.994342
- L 156.356208 437.430401
- L 157.123477 435.155689
- L 157.890747 435.776352
- L 158.658016 438.064259
- L 159.425286 434.617016
- L 160.192555 437.754341
- L 160.959825 438.2011
- L 161.727094 437.67856
- L 162.494364 437.815001
- L 163.261633 439.849109
- L 164.028903 443.150482
- L 164.796172 438.766927
- L 165.563442 447.081578
- L 166.330711 438.364903
- L 167.097981 444.281633
- L 167.86525 436.646403
- L 168.63252 446.301766
- L 169.39979 436.579635
- L 170.167059 441.558136
- L 170.934329 441.096785
- L 171.701598 438.60751
- L 172.468868 440.548683
- L 173.236137 435.360237
- L 174.003407 437.03788
- L 174.770676 436.71654
- L 175.537946 439.382627
- L 176.305215 438.884292
- L 177.072485 439.501817
- L 177.839754 439.616945
- L 179.374293 437.684044
- L 180.141563 440.717819
- L 180.908832 438.099296
- L 181.676102 440.66723
- L 182.443371 438.11821
- L 183.210641 444.613159
- L 183.97791 441.687086
- L 184.74518 439.636791
- L 185.512449 448.385626
- L 186.279719 438.325268
- L 187.046989 438.219421
- L 187.814258 443.119169
- L 188.581528 434.466292
- L 189.348797 442.967194
- L 190.116067 440.479672
- L 190.883336 439.924022
- L 191.650606 438.145437
- L 192.417875 437.216353
- L 193.185145 439.003142
- L 193.952414 439.481114
- L 194.719684 442.053117
- L 195.486953 440.282546
- L 196.254223 436.98058
- L 197.021492 438.444371
- L 197.788762 440.201209
- L 198.556031 439.466111
- L 199.323301 441.726961
- L 200.09057 438.83087
- L 200.85784 444.584805
- L 201.625109 445.992106
- L 202.392379 440.643116
- L 203.159649 449.566105
- L 203.926918 441.149184
- L 204.694188 441.448011
- L 205.461457 443.87337
- L 206.228727 438.277551
- L 206.995996 449.011344
- L 207.763266 438.131953
- L 208.530535 440.897669
- L 209.297805 442.92886
- L 210.065074 443.178201
- L 210.832344 439.347181
- L 211.599613 442.583926
- L 212.366883 438.671899
- L 213.134152 442.936025
- L 213.901422 437.591388
- L 214.668691 442.576714
- L 215.435961 438.938648
- L 216.20323 443.413362
- L 216.9705 439.738162
- L 217.737769 439.673039
- L 218.505039 437.192427
- L 219.272309 439.633785
- L 220.039578 441.3308
- L 220.806848 443.82482
- L 221.574117 439.007428
- L 222.341387 445.270624
- L 223.108656 439.671392
- L 223.875926 447.668416
- L 224.643195 436.695484
- L 225.410465 441.791707
- L 226.177734 438.695156
- L 226.945004 438.656439
- L 227.712273 439.113367
- L 228.479543 437.519017
- L 229.246812 442.053684
- L 230.014082 440.184263
- L 230.781351 437.426169
- L 231.548621 439.901952
- L 232.31589 442.992926
- L 233.08316 439.233975
- L 233.850429 439.217952
- L 234.617699 436.914294
- L 235.384968 442.367897
- L 236.152238 442.611105
- L 236.919508 438.424992
- L 237.686777 438.565863
- L 238.454047 440.266631
- L 239.221316 440.182561
- L 239.988586 442.207397
- L 240.755855 443.788508
- L 241.523125 442.972266
- L 242.290394 439.098792
- L 243.057664 439.511453
- L 243.824933 438.153945
- L 244.592203 440.842879
- L 245.359472 441.999614
- L 246.126742 438.02943
- L 246.894011 440.865271
- L 247.661281 439.922629
- L 248.42855 437.827472
- L 249.19582 441.740149
- L 249.963089 442.445457
- L 250.730359 441.733747
- L 251.497628 440.708903
- L 252.264898 438.012209
- L 253.032168 439.122311
- L 253.799437 438.360163
- L 254.566707 441.619801
- L 255.333976 436.472003
- L 256.101246 444.984468
- L 256.868515 440.288794
- L 257.635785 438.20805
- L 258.403054 445.657917
- L 259.170324 435.122473
- L 259.937593 444.778851
- L 260.704863 441.201253
- L 261.472132 441.279489
- L 262.239402 445.947207
- L 263.006671 439.219839
- L 263.773941 444.527335
- L 264.54121 439.950233
- L 265.30848 444.082691
- L 266.075749 438.762275
- L 266.843019 440.945602
- L 267.610288 440.783155
- L 268.377558 440.032574
- L 269.144827 443.492624
- L 269.912097 440.023004
- L 270.679367 440.550083
- L 271.446636 439.734069
- L 272.213906 439.696802
- L 272.981175 435.886211
- L 273.748445 443.872072
- L 274.515714 440.116134
- L 275.282984 441.48266
- L 276.050253 441.996267
- L 276.817523 436.962741
- L 277.584792 447.447135
- L 278.352062 435.920572
- L 279.119331 440.361611
- L 279.886601 442.715097
- L 280.65387 439.743383
- L 281.42114 446.938304
- L 281.42114 446.938304
- " style="fill:none;stroke:#ff0000;stroke-linecap:round;"/>
- </g>
- </g>
- <g id="axes_95">
- <g id="patch_39">
- <path d="M 150.218051 473.348311
- L 282.188409 473.348311
- L 282.188409 458.248497
- L 150.218051 458.248497
- z
- " style="fill:none;"/>
- </g>
- <g id="matplotlib.axis_38">
- <g id="xtick_130">
- <g id="text_149">
- <!-- 0.05 -->
- <g style="fill:#ff0000;" transform="translate(175.366509 481.407373)scale(0.06 -0.06)">
- <use xlink:href="#DejaVuSans-30"/>
- <use x="63.623047" xlink:href="#DejaVuSans-2e"/>
- <use x="95.410156" xlink:href="#DejaVuSans-30"/>
- <use x="159.033203" xlink:href="#DejaVuSans-35"/>
- </g>
- </g>
- </g>
- <g id="xtick_131">
- <g id="text_150">
- <!-- 0.10 -->
- <g style="fill:#ff0000;" transform="translate(208.747247 481.407373)scale(0.06 -0.06)">
- <use xlink:href="#DejaVuSans-30"/>
- <use x="63.623047" xlink:href="#DejaVuSans-2e"/>
- <use x="95.410156" xlink:href="#DejaVuSans-31"/>
- <use x="159.033203" xlink:href="#DejaVuSans-30"/>
- </g>
- </g>
- </g>
- <g id="xtick_132">
- <g id="text_151">
- <!-- 0.15 -->
- <g style="fill:#ff0000;" transform="translate(242.127984 481.407373)scale(0.06 -0.06)">
- <use xlink:href="#DejaVuSans-30"/>
- <use x="63.623047" xlink:href="#DejaVuSans-2e"/>
- <use x="95.410156" xlink:href="#DejaVuSans-31"/>
- <use x="159.033203" xlink:href="#DejaVuSans-35"/>
- </g>
- </g>
- </g>
- <g id="xtick_133">
- <g id="text_152">
- <!-- 0.20 -->
- <g style="fill:#ff0000;" transform="translate(275.508722 481.407373)scale(0.06 -0.06)">
- <use xlink:href="#DejaVuSans-30"/>
- <use x="63.623047" xlink:href="#DejaVuSans-2e"/>
- <use x="95.410156" xlink:href="#DejaVuSans-32"/>
- <use x="159.033203" xlink:href="#DejaVuSans-30"/>
- </g>
- </g>
- </g>
- </g>
- <g id="line2d_38">
- <path clip-path="url(#pa2a1ffae91)" d="M 150.218051 470.654876
- L 151.770644 467.934336
- L 153.323236 472.387727
- L 154.875829 471.151887
- L 156.428421 472.503414
- L 157.981014 472.397516
- L 159.533606 460.022061
- L 161.086199 469.377219
- L 162.638791 471.895802
- L 164.191383 472.508809
- L 165.743976 471.834782
- L 167.296568 472.600854
- L 168.849161 471.980274
- L 170.401753 471.280667
- L 171.954346 471.942272
- L 173.506938 472.255858
- L 175.059531 472.040046
- L 176.612123 472.486653
- L 178.164715 472.297511
- L 179.717308 470.786547
- L 181.2699 472.245567
- L 182.822493 472.290335
- L 184.375085 471.816625
- L 185.927678 472.499485
- L 187.48027 472.661955
- L 189.032863 471.803566
- L 190.585455 471.987753
- L 192.138047 471.63355
- L 193.69064 472.550074
- L 195.243232 472.400819
- L 196.795825 471.033662
- L 198.348417 472.221151
- L 199.90101 472.376458
- L 201.453602 472.463525
- L 203.006195 471.395189
- L 204.558787 472.655749
- L 206.11138 472.607356
- L 207.663972 472.514426
- L 209.216564 471.659551
- L 210.769157 472.651666
- L 212.321749 470.586645
- L 213.874342 472.590238
- L 215.426934 471.346651
- L 216.979527 472.248274
- L 218.532119 471.800988
- L 220.084712 471.636902
- L 221.637304 472.64961
- L 223.189896 472.529608
- L 224.742489 472.223712
- L 226.295081 472.415029
- L 227.847674 472.587997
- L 229.400266 472.538508
- L 230.952859 472.245075
- L 232.505451 471.767915
- L 234.058044 471.571509
- L 235.610636 472.505795
- L 237.163228 472.597146
- L 238.715821 471.99818
- L 240.268413 472.271765
- L 241.821006 469.000237
- L 243.373598 472.586067
- L 244.926191 468.513622
- L 246.478783 472.154563
- L 248.031376 471.387424
- L 249.583968 472.166345
- L 251.13656 468.574252
- L 252.689153 468.611416
- L 254.241745 471.992344
- L 255.794338 458.934853
- L 257.34693 472.553197
- L 258.899523 472.490533
- L 260.452115 471.866245
- L 262.004708 467.683633
- L 263.5573 467.803085
- L 265.109892 471.422284
- L 266.662485 470.113896
- L 268.215077 468.866233
- L 269.76767 471.648739
- L 271.320262 470.417691
- L 272.872855 472.272638
- L 274.425447 471.395094
- L 275.97804 472.534947
- L 277.530632 469.291769
- L 279.083224 469.165501
- L 280.635817 472.421482
- L 282.188409 468.319616
- " style="fill:none;stroke:#ff0000;stroke-linecap:round;"/>
- </g>
- </g>
- <g id="axes_96">
- <g clip-path="url(#pf5a07e1af8)">
- <image height="27.6" id="image26b8521d8f" transform="scale(1 -1)translate(0 -27.6)" width="33.12" x="302.751591" xlink:href="data:image/png;base64,
- 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" y="-439.701942"/>
- </g>
- <g id="LineCollection_58">
- <path clip-path="url(#pf5a07e1af8)" d="M 317.734464 441.87646
- L 318.339832 441.87646
- L 318.642517 442.179144
- L 322.577413 442.179144
- L 322.728755 442.330486
- L 322.728755 442.633171
- L 323.78815 443.692566
- L 324.090834 443.692566
- L 324.393519 443.99525
- L 324.696203 443.99525
- L 324.998887 444.297934
- L 325.301572 444.297934
- L 325.90694 444.903303
- L 326.209624 444.903303
- L 326.814993 445.508672
- L 327.420362 445.508672
- L 327.723046 445.811356
- L 328.02573 445.811356
- L 328.328415 446.11404
- L 328.631099 446.11404
- L 329.236468 446.719409
- L 329.539152 446.719409
- L 330.14452 447.324778
- L 330.447205 447.324778
- L 331.203916 448.081488
- L 331.203916 448.384173
- L 331.809284 448.989541
- L 331.809284 449.292226
- L 333.020021 450.502963
- L 333.020021 450.805647
- L 333.322706 451.108331
- L 333.322706 451.411016
- L 333.62539 451.7137
- L 333.62539 452.016384
- L 333.928074 452.319069
- L 333.928074 452.924437
- L 334.230759 453.227122
- L 334.230759 455.043227
- L 333.928074 455.345912
- L 333.928074 455.648596
- L 333.62539 455.95128
- L 333.62539 456.253965
- L 333.322706 456.556649
- L 333.322706 457.464702
- L 333.020021 457.767386
- L 333.020021 458.372755
- L 332.263311 459.129466
- L 331.960626 459.129466
- L 331.657942 459.43215
- L 331.355258 459.129466
- L 328.933783 459.129466
- L 328.631099 459.43215
- L 328.02573 459.43215
- L 327.723046 459.734834
- L 327.420362 459.734834
- L 326.663651 460.491545
- L 326.663651 461.096914
- L 326.360967 461.399598
- L 326.360967 461.702282
- L 326.058282 462.004966
- L 326.058282 462.307651
- L 325.90694 462.458993
- L 325.604256 462.458993
- L 325.301572 462.761677
- L 324.998887 462.761677
- L 324.090834 463.66973
- L 323.78815 463.66973
- L 323.485466 463.972414
- L 321.66936 463.972414
- L 321.063991 463.367046
- L 320.458623 463.367046
- L 320.004596 463.821072
- L 320.004596 464.426441
- L 319.853254 464.577783
- L 318.339832 464.577783
- L 318.037148 464.275099
- L 314.707621 464.275099
- L 314.404936 463.972414
- L 313.496884 463.972414
- L 313.194199 463.66973
- L 310.47004 463.66973
- L 310.167356 463.367046
- L 308.35125 463.367046
- L 308.199908 463.215704
- L 308.199908 462.610335
- L 307.897224 462.307651
- L 307.897224 460.794229
- L 307.59454 460.491545
- L 307.59454 459.886176
- L 307.140513 459.43215
- L 306.837829 459.43215
- L 306.535144 459.129466
- L 306.23246 459.129466
- L 306.081118 458.978123
- L 306.081118 458.675439
- L 305.475749 458.07007
- L 305.475749 456.859333
- L 305.173065 456.556649
- L 305.173065 455.648596
- L 305.475749 455.345912
- L 305.475749 454.740543
- L 305.778434 454.437859
- L 305.778434 453.529806
- L 306.081118 453.227122
- L 306.081118 452.621753
- L 306.383802 452.319069
- L 306.383802 452.016384
- L 306.686487 451.7137
- L 306.686487 451.411016
- L 306.989171 451.108331
- L 306.989171 450.805647
- L 307.291855 450.502963
- L 307.291855 450.200278
- L 307.59454 449.897594
- L 307.59454 449.292226
- L 307.897224 448.989541
- L 307.897224 448.686857
- L 308.199908 448.384173
- L 308.199908 448.081488
- L 309.107961 447.173435
- L 309.107961 446.870751
- L 309.71333 446.265382
- L 309.71333 445.962698
- L 311.075409 444.600619
- L 311.378093 444.600619
- L 311.983462 443.99525
- L 312.286146 443.99525
- L 312.588831 443.692566
- L 312.891515 443.692566
- L 313.194199 443.389882
- L 313.496884 443.389882
- L 313.799568 443.087197
- L 314.707621 443.087197
- L 315.010305 442.784513
- L 315.615674 442.784513
- L 315.918358 442.481829
- L 317.129095 442.481829
- L 317.734464 441.87646
- L 317.734464 441.87646
- " style="fill:none;stroke:#000000;stroke-width:0.5;"/>
- </g>
- <g id="text_153">
- <!-- C20 [noise]: Tot. var. expl. 1.9% -->
- <g style="fill:#ff0000;" transform="translate(302.751591 434.118607)scale(0.07 -0.07)">
- <use xlink:href="#DejaVuSans-43"/>
- <use x="69.824219" xlink:href="#DejaVuSans-32"/>
- <use x="133.447266" xlink:href="#DejaVuSans-30"/>
- <use x="197.070312" xlink:href="#DejaVuSans-20"/>
- <use x="228.857422" xlink:href="#DejaVuSans-5b"/>
- <use x="267.871094" xlink:href="#DejaVuSans-6e"/>
- <use x="331.25" xlink:href="#DejaVuSans-6f"/>
- <use x="392.431641" xlink:href="#DejaVuSans-69"/>
- <use x="420.214844" xlink:href="#DejaVuSans-73"/>
- <use x="472.314453" xlink:href="#DejaVuSans-65"/>
- <use x="533.837891" xlink:href="#DejaVuSans-5d"/>
- <use x="572.851562" xlink:href="#DejaVuSans-3a"/>
- <use x="606.542969" xlink:href="#DejaVuSans-20"/>
- <use x="638.330078" xlink:href="#DejaVuSans-54"/>
- <use x="699.148438" xlink:href="#DejaVuSans-6f"/>
- <use x="760.330078" xlink:href="#DejaVuSans-74"/>
- <use x="799.539062" xlink:href="#DejaVuSans-2e"/>
- <use x="831.326172" xlink:href="#DejaVuSans-20"/>
- <use x="863.113281" xlink:href="#DejaVuSans-76"/>
- <use x="922.292969" xlink:href="#DejaVuSans-61"/>
- <use x="983.572266" xlink:href="#DejaVuSans-72"/>
- <use x="1024.544922" xlink:href="#DejaVuSans-2e"/>
- <use x="1056.332031" xlink:href="#DejaVuSans-20"/>
- <use x="1088.119141" xlink:href="#DejaVuSans-65"/>
- <use x="1149.626953" xlink:href="#DejaVuSans-78"/>
- <use x="1208.806641" xlink:href="#DejaVuSans-70"/>
- <use x="1272.283203" xlink:href="#DejaVuSans-6c"/>
- <use x="1300.066406" xlink:href="#DejaVuSans-2e"/>
- <use x="1331.853516" xlink:href="#DejaVuSans-20"/>
- <use x="1363.640625" xlink:href="#DejaVuSans-31"/>
- <use x="1427.263672" xlink:href="#DejaVuSans-2e"/>
- <use x="1459.050781" xlink:href="#DejaVuSans-39"/>
- <use x="1522.673828" xlink:href="#DejaVuSans-25"/>
- </g>
- </g>
- </g>
- <g id="axes_97">
- <g clip-path="url(#p294adc82fe)">
- <image height="33.12" id="imagea6feafb1d5" transform="scale(1 -1)translate(0 -33.12)" width="33.12" x="346.009274" xlink:href="data:image/png;base64,
- 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" y="-436.906101"/>
- </g>
- <g id="LineCollection_59">
- <path clip-path="url(#p294adc82fe)" d="M 358.517454 439.571403
- L 360.330234 439.571403
- L 360.69279 439.933959
- L 361.055345 439.571403
- L 361.417901 439.571403
- L 361.780457 439.933959
- L 362.143013 439.933959
- L 362.505569 440.296514
- L 365.406017 440.296514
- L 365.768573 440.65907
- L 366.131128 440.65907
- L 366.493684 441.021626
- L 366.85624 441.021626
- L 367.218796 441.384182
- L 367.581352 441.384182
- L 367.943908 441.746738
- L 368.306464 441.746738
- L 368.66902 442.109294
- L 369.031576 442.109294
- L 370.844356 443.922074
- L 371.206911 443.922074
- L 373.563525 446.278687
- L 373.563525 446.641243
- L 374.288637 447.366355
- L 374.288637 447.728911
- L 375.013749 448.454023
- L 375.013749 449.179135
- L 375.376305 449.541691
- L 375.376305 452.079582
- L 375.738861 452.442138
- L 375.738861 452.804694
- L 376.101417 453.16725
- L 376.101417 456.792809
- L 375.738861 457.155365
- L 375.738861 457.517921
- L 375.376305 457.880477
- L 375.376305 458.605589
- L 375.013749 458.968145
- L 375.013749 459.330701
- L 374.651193 459.693257
- L 374.651193 460.055813
- L 373.926081 460.780924
- L 373.926081 461.506036
- L 373.563525 461.868592
- L 373.563525 462.95626
- L 373.200969 463.318816
- L 373.200969 463.681372
- L 372.657135 464.225206
- L 372.294579 464.225206
- L 372.113301 464.406484
- L 372.113301 465.131596
- L 371.932023 465.312874
- L 370.844356 465.312874
- L 370.4818 465.675429
- L 370.119244 465.675429
- L 369.756688 466.037985
- L 366.493684 466.037985
- L 366.131128 466.400541
- L 364.680905 466.400541
- L 364.318349 466.763097
- L 359.967678 466.763097
- L 359.605122 466.400541
- L 356.342118 466.400541
- L 355.617007 465.675429
- L 354.166783 465.675429
- L 353.441671 464.950318
- L 353.079115 464.950318
- L 351.085057 462.95626
- L 351.085057 461.868592
- L 350.722502 461.506036
- L 350.722502 459.693257
- L 349.634834 458.605589
- L 349.634834 458.243033
- L 349.272278 457.880477
- L 349.272278 457.155365
- L 348.909722 456.792809
- L 348.909722 452.804694
- L 349.272278 452.442138
- L 349.272278 451.35447
- L 349.634834 450.991914
- L 349.634834 449.179135
- L 349.99739 448.816579
- L 349.99739 448.454023
- L 350.722502 447.728911
- L 350.722502 447.366355
- L 351.447613 446.641243
- L 351.447613 446.278687
- L 351.810169 445.916131
- L 351.810169 445.553575
- L 352.354003 445.009742
- L 352.716559 445.009742
- L 356.342118 441.384182
- L 356.704674 441.384182
- L 357.06723 441.021626
- L 357.429786 441.021626
- L 357.97362 440.477792
- L 357.97362 440.115237
- L 358.517454 439.571403
- L 358.517454 439.571403
- " style="fill:none;stroke:#000000;stroke-width:0.5;"/>
- </g>
- </g>
- <g id="axes_98">
- <g clip-path="url(#p63c042fb9d)">
- <image height="39.6" id="imagef40796d405" transform="scale(1 -1)translate(0 -39.6)" width="33.12" x="389.266958" xlink:href="data:image/png;base64,
- 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" y="-433.689104"/>
- </g>
- <g id="LineCollection_60">
- <path clip-path="url(#p63c042fb9d)" d="M 405.400697 435.583287
- L 407.576033 435.583287
- L 407.938589 435.945843
- L 408.6637 435.945843
- L 409.026256 436.308399
- L 410.47648 436.308399
- L 410.839036 436.670955
- L 411.564148 436.670955
- L 411.926704 437.033511
- L 412.28926 437.033511
- L 414.645873 439.390125
- L 414.645873 439.752681
- L 415.370985 440.477792
- L 415.370985 440.840348
- L 416.096097 441.56546
- L 416.096097 441.928016
- L 416.458653 442.290572
- L 416.458653 442.653128
- L 416.821209 443.015684
- L 416.821209 443.740796
- L 417.183765 444.103352
- L 417.183765 444.828464
- L 417.546321 445.19102
- L 417.546321 445.916131
- L 417.908877 446.278687
- L 417.908877 447.003799
- L 418.271433 447.366355
- L 418.271433 448.091467
- L 418.633988 448.454023
- L 418.633988 449.541691
- L 418.996544 449.904247
- L 418.996544 450.991914
- L 419.3591 451.35447
- L 419.3591 457.517921
- L 418.996544 457.880477
- L 418.996544 458.968145
- L 418.633988 459.330701
- L 418.633988 460.055813
- L 418.271433 460.418368
- L 418.271433 461.14348
- L 417.908877 461.506036
- L 417.908877 461.868592
- L 417.183765 462.593704
- L 417.183765 462.95626
- L 416.821209 463.318816
- L 416.821209 463.681372
- L 415.370985 465.131596
- L 415.370985 465.494151
- L 414.283317 466.581819
- L 414.283317 466.944375
- L 413.376928 467.850765
- L 413.014372 467.850765
- L 412.651816 468.213321
- L 412.28926 468.213321
- L 411.926704 468.575877
- L 411.564148 468.575877
- L 411.201592 468.938433
- L 410.839036 468.938433
- L 410.47648 469.300989
- L 410.113924 469.300989
- L 409.751368 469.663545
- L 406.125809 469.663545
- L 405.763253 470.026101
- L 403.950473 470.026101
- L 403.587917 470.388657
- L 402.50025 470.388657
- L 402.137694 470.026101
- L 401.412582 470.026101
- L 401.050026 469.663545
- L 400.68747 469.663545
- L 399.962358 468.938433
- L 399.599802 468.938433
- L 398.149579 467.488209
- L 397.787023 467.488209
- L 394.705297 464.406484
- L 394.705297 464.043928
- L 394.342741 463.681372
- L 394.342741 463.318816
- L 393.980185 462.95626
- L 393.980185 462.593704
- L 393.255073 461.868592
- L 393.255073 461.14348
- L 392.892518 460.780924
- L 392.892518 459.693257
- L 392.529962 459.330701
- L 392.529962 458.243033
- L 392.167406 457.880477
- L 392.167406 457.155365
- L 392.529962 456.792809
- L 392.529962 456.430253
- L 392.167406 456.067697
- L 392.167406 452.442138
- L 392.529962 452.079582
- L 392.529962 451.35447
- L 392.892518 450.991914
- L 392.892518 450.629358
- L 393.255073 450.266803
- L 393.255073 448.454023
- L 393.617629 448.091467
- L 393.617629 447.003799
- L 393.980185 446.641243
- L 393.980185 445.916131
- L 394.342741 445.553575
- L 394.342741 445.19102
- L 394.705297 444.828464
- L 394.705297 443.37824
- L 395.067853 443.015684
- L 395.067853 442.653128
- L 395.792965 441.928016
- L 395.792965 441.56546
- L 396.155521 441.202904
- L 396.155521 440.840348
- L 399.599802 437.396067
- L 399.962358 437.396067
- L 400.324914 437.033511
- L 400.68747 437.033511
- L 401.050026 436.670955
- L 401.775138 436.670955
- L 402.137694 436.308399
- L 404.313029 436.308399
- L 404.675585 435.945843
- L 405.038141 435.945843
- L 405.400697 435.583287
- L 405.400697 435.583287
- " style="fill:none;stroke:#000000;stroke-width:0.5;"/>
- </g>
- </g>
- <g id="axes_99">
- <g id="patch_40">
- <path d="M 432.524642 450.321096
- L 564.495 450.321096
- L 564.495 433.711301
- L 432.524642 433.711301
- z
- " style="fill:none;"/>
- </g>
- <g id="matplotlib.axis_39">
- <g id="xtick_134">
- <g id="text_154">
- <!-- 0 -->
- <g style="fill:#ff0000;" transform="translate(430.615892 458.380158)scale(0.06 -0.06)">
- <use xlink:href="#DejaVuSans-30"/>
- </g>
- </g>
- </g>
- <g id="xtick_135">
- <g id="text_155">
- <!-- 200 -->
- <g style="fill:#ff0000;" transform="translate(488.179954 458.380158)scale(0.06 -0.06)">
- <use xlink:href="#DejaVuSans-32"/>
- <use x="63.623047" xlink:href="#DejaVuSans-30"/>
- <use x="127.246094" xlink:href="#DejaVuSans-30"/>
- </g>
- </g>
- </g>
- <g id="xtick_136">
- <g id="text_156">
- <!-- 400 -->
- <g style="fill:#ff0000;" transform="translate(549.561516 458.380158)scale(0.06 -0.06)">
- <use xlink:href="#DejaVuSans-34"/>
- <use x="63.623047" xlink:href="#DejaVuSans-30"/>
- <use x="127.246094" xlink:href="#DejaVuSans-30"/>
- </g>
- </g>
- </g>
- </g>
- <g id="line2d_39">
- <path clip-path="url(#pfb2a01af66)" d="M 432.524642 445.942381
- L 433.291912 442.306562
- L 434.059181 441.447237
- L 434.826451 444.011298
- L 435.59372 443.273954
- L 436.36099 443.500889
- L 437.128259 443.998214
- L 437.895529 441.469936
- L 438.662798 440.518318
- L 439.430068 441.41361
- L 440.197337 446.593525
- L 440.964607 446.130635
- L 441.731876 442.102195
- L 442.499146 441.207327
- L 443.266415 438.04224
- L 444.033685 443.063213
- L 444.800954 440.536721
- L 445.568224 445.859137
- L 446.335493 444.20633
- L 447.102763 445.012958
- L 447.870033 443.200726
- L 448.637302 444.405373
- L 449.404572 444.969613
- L 450.171841 442.627803
- L 450.939111 444.968055
- L 451.70638 444.06914
- L 452.47365 443.911311
- L 453.240919 443.228792
- L 454.008189 447.210346
- L 454.775458 444.948664
- L 455.542728 444.74655
- L 456.309997 442.268276
- L 457.077267 442.130396
- L 457.844536 444.66797
- L 458.611806 448.777852
- L 459.379075 445.787758
- L 460.146345 446.737722
- L 460.913614 440.280136
- L 463.215423 445.184017
- L 463.982693 445.624179
- L 464.749962 442.23032
- L 465.517232 445.681431
- L 466.284501 443.248048
- L 467.051771 446.771162
- L 467.81904 444.513956
- L 468.58631 445.011409
- L 469.353579 447.74129
- L 470.120849 441.498812
- L 471.655388 447.197031
- L 472.422657 445.63117
- L 473.189927 446.352959
- L 473.957196 445.353938
- L 474.724466 447.155008
- L 475.491735 442.377234
- L 476.259005 447.673572
- L 477.026274 443.790571
- L 477.793544 449.566105
- L 478.560813 446.279387
- L 479.328083 442.053185
- L 480.095352 443.829127
- L 480.862622 443.412777
- L 481.629892 445.285364
- L 482.397161 442.389272
- L 483.164431 445.079918
- L 483.9317 447.085963
- L 484.69897 441.994099
- L 485.466239 445.259394
- L 486.233509 445.009268
- L 487.000778 445.168821
- L 487.768048 442.534292
- L 488.535317 444.593174
- L 489.302587 442.429233
- L 490.069856 445.960947
- L 490.837126 448.320629
- L 491.604395 443.982021
- L 492.371665 445.558692
- L 493.138934 442.073238
- L 493.906204 440.545294
- L 494.673473 441.353152
- L 495.440743 445.80199
- L 496.208012 447.65213
- L 496.975282 446.810556
- L 497.742552 447.944074
- L 498.509821 438.936938
- L 500.04436 442.053638
- L 500.81163 443.230759
- L 501.578899 440.334102
- L 502.346169 444.562492
- L 503.113438 444.488333
- L 503.880708 442.545556
- L 504.647977 445.132526
- L 505.415247 440.729621
- L 506.949786 444.099053
- L 507.717055 443.518814
- L 508.484325 442.783303
- L 509.251594 448.964818
- L 510.018864 443.76532
- L 510.786133 447.582051
- L 511.553403 436.158946
- L 512.320672 440.339285
- L 513.087942 441.986939
- L 513.855211 444.196276
- L 514.622481 447.47266
- L 515.389751 442.599765
- L 516.15702 442.183971
- L 516.92429 442.655433
- L 517.691559 436.831815
- L 518.458829 443.397956
- L 519.226098 441.288643
- L 519.993368 440.978784
- L 520.760637 440.824208
- L 521.527907 440.849995
- L 522.295176 445.344349
- L 523.062446 440.029672
- L 523.829715 440.375665
- L 524.596985 438.264984
- L 525.364254 443.313743
- L 526.131524 440.727454
- L 526.898793 438.776199
- L 527.666063 444.491682
- L 528.433332 441.899402
- L 529.200602 441.474859
- L 529.967871 439.166162
- L 530.735141 440.885496
- L 531.502411 437.898327
- L 532.26968 446.5595
- L 533.03695 443.946778
- L 533.804219 446.905765
- L 534.571489 438.347495
- L 535.338758 437.959092
- L 536.106028 437.080838
- L 536.873297 434.466292
- L 537.640567 440.047818
- L 538.407836 443.687599
- L 539.175106 437.500159
- L 539.942375 443.075659
- L 540.709645 435.999167
- L 541.476914 440.212762
- L 542.244184 443.405426
- L 543.011453 436.322632
- L 543.778723 440.50202
- L 544.545992 439.658614
- L 545.313262 437.890892
- L 546.080531 442.87378
- L 546.847801 440.390896
- L 547.61507 441.158317
- L 548.38234 442.31387
- L 549.14961 437.016312
- L 549.916879 439.557648
- L 550.684149 439.574815
- L 551.451418 444.004366
- L 552.218688 446.350326
- L 552.985957 438.337095
- L 553.753227 441.188802
- L 554.520496 438.446205
- L 555.287766 437.959128
- L 556.055035 443.144616
- L 556.822305 438.820086
- L 557.589574 441.796315
- L 558.356844 439.690661
- L 559.124113 440.623716
- L 559.891383 438.053913
- L 560.658652 442.107434
- L 561.425922 441.913838
- L 562.193191 436.677909
- L 562.960461 441.445111
- L 563.72773 441.463198
- L 563.72773 441.463198
- " style="fill:none;stroke:#ff0000;stroke-linecap:round;"/>
- </g>
- </g>
- <g id="axes_100">
- <g id="patch_41">
- <path d="M 432.524642 473.348311
- L 564.495 473.348311
- L 564.495 458.248497
- L 432.524642 458.248497
- z
- " style="fill:none;"/>
- </g>
- <g id="matplotlib.axis_40">
- <g id="xtick_137">
- <g id="text_157">
- <!-- 0.05 -->
- <g style="fill:#ff0000;" transform="translate(457.6731 481.407373)scale(0.06 -0.06)">
- <use xlink:href="#DejaVuSans-30"/>
- <use x="63.623047" xlink:href="#DejaVuSans-2e"/>
- <use x="95.410156" xlink:href="#DejaVuSans-30"/>
- <use x="159.033203" xlink:href="#DejaVuSans-35"/>
- </g>
- </g>
- </g>
- <g id="xtick_138">
- <g id="text_158">
- <!-- 0.10 -->
- <g style="fill:#ff0000;" transform="translate(491.053837 481.407373)scale(0.06 -0.06)">
- <use xlink:href="#DejaVuSans-30"/>
- <use x="63.623047" xlink:href="#DejaVuSans-2e"/>
- <use x="95.410156" xlink:href="#DejaVuSans-31"/>
- <use x="159.033203" xlink:href="#DejaVuSans-30"/>
- </g>
- </g>
- </g>
- <g id="xtick_139">
- <g id="text_159">
- <!-- 0.15 -->
- <g style="fill:#ff0000;" transform="translate(524.434575 481.407373)scale(0.06 -0.06)">
- <use xlink:href="#DejaVuSans-30"/>
- <use x="63.623047" xlink:href="#DejaVuSans-2e"/>
- <use x="95.410156" xlink:href="#DejaVuSans-31"/>
- <use x="159.033203" xlink:href="#DejaVuSans-35"/>
- </g>
- </g>
- </g>
- <g id="xtick_140">
- <g id="text_160">
- <!-- 0.20 -->
- <g style="fill:#ff0000;" transform="translate(557.815312 481.407373)scale(0.06 -0.06)">
- <use xlink:href="#DejaVuSans-30"/>
- <use x="63.623047" xlink:href="#DejaVuSans-2e"/>
- <use x="95.410156" xlink:href="#DejaVuSans-32"/>
- <use x="159.033203" xlink:href="#DejaVuSans-30"/>
- </g>
- </g>
- </g>
- </g>
- <g id="line2d_40">
- <path clip-path="url(#p7b2f68e6ec)" d="M 432.524642 458.934853
- L 434.077235 472.401158
- L 435.629827 472.616942
- L 437.182419 472.623943
- L 438.735012 472.640617
- L 440.287604 472.643237
- L 441.840197 471.468379
- L 443.392789 472.625272
- L 444.945382 472.613609
- L 446.497974 472.648036
- L 448.050567 472.450831
- L 449.603159 472.555341
- L 451.155751 472.636675
- L 452.708344 472.329493
- L 454.260936 472.59488
- L 455.813529 472.374957
- L 457.366121 472.645721
- L 458.918714 472.614887
- L 460.471306 472.36865
- L 462.023899 472.584451
- L 463.576491 469.282984
- L 465.129083 471.137419
- L 466.681676 472.176516
- L 468.234268 472.485591
- L 469.786861 472.657489
- L 471.339453 472.47672
- L 472.892046 472.314827
- L 474.444638 471.112599
- L 475.997231 470.81224
- L 477.549823 472.202198
- L 479.102415 471.947482
- L 480.655008 472.626097
- L 482.2076 472.661955
- L 483.760193 472.281654
- L 485.312785 472.419691
- L 486.865378 472.459905
- L 488.41797 472.636178
- L 489.970563 472.577371
- L 491.523155 472.627028
- L 493.075747 472.635997
- L 494.62834 472.115704
- L 496.180932 472.396749
- L 497.733525 472.602526
- L 499.286117 472.540149
- L 500.83871 472.362109
- L 502.391302 472.532626
- L 503.943895 472.292035
- L 505.496487 472.523993
- L 507.049079 472.640671
- L 508.601672 472.582193
- L 510.154264 472.572042
- L 511.706857 472.621934
- L 513.259449 472.647091
- L 514.812042 472.409284
- L 516.364634 472.623932
- L 517.917227 472.014328
- L 519.469819 472.283408
- L 521.022412 472.569255
- L 522.575004 472.577904
- L 524.127596 472.613363
- L 525.680189 472.590679
- L 527.232781 472.553139
- L 528.785374 472.156065
- L 530.337966 471.725074
- L 531.890559 472.606373
- L 533.443151 472.086978
- L 534.995744 471.885057
- L 536.548336 471.853386
- L 538.100928 472.334131
- L 539.653521 472.399328
- L 541.206113 472.406056
- L 542.758706 472.363084
- L 544.311298 471.296107
- L 545.863891 472.458671
- L 547.416483 471.929405
- L 548.969076 472.540816
- L 550.521668 472.600501
- L 552.07426 472.608245
- L 553.626853 472.028164
- L 555.179445 472.603559
- L 556.732038 471.617555
- L 558.28463 472.630367
- L 559.837223 472.565933
- L 561.389815 472.415016
- L 562.942408 472.310712
- L 564.495 472.567996
- " style="fill:none;stroke:#ff0000;stroke-linecap:round;"/>
- </g>
- </g>
- <g id="axes_101">
- <g clip-path="url(#pc843f12cef)">
- <image height="27.6" id="imageece86a0783" transform="scale(1 -1)translate(0 -27.6)" width="33.12" x="20.445" xlink:href="data:image/png;base64,
- 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" y="-487.266353"/>
- </g>
- <g id="LineCollection_61">
- <path clip-path="url(#pc843f12cef)" d="M 35.427873 489.440871
- L 36.033242 489.440871
- L 36.335926 489.743556
- L 40.270822 489.743556
- L 40.422164 489.894898
- L 40.422164 490.197582
- L 41.481559 491.256977
- L 41.784244 491.256977
- L 42.086928 491.559661
- L 42.389612 491.559661
- L 42.692297 491.862346
- L 42.994981 491.862346
- L 43.600349 492.467714
- L 43.903034 492.467714
- L 44.508402 493.073083
- L 45.113771 493.073083
- L 45.416455 493.375767
- L 45.71914 493.375767
- L 46.021824 493.678452
- L 46.324508 493.678452
- L 46.929877 494.28382
- L 47.232561 494.28382
- L 47.83793 494.889189
- L 48.140614 494.889189
- L 48.897325 495.6459
- L 48.897325 495.948584
- L 49.502693 496.553952
- L 49.502693 496.856637
- L 50.713431 498.067374
- L 50.713431 498.370058
- L 51.016115 498.672743
- L 51.016115 498.975427
- L 51.318799 499.278111
- L 51.318799 499.580796
- L 51.621484 499.88348
- L 51.621484 500.488848
- L 51.924168 500.791533
- L 51.924168 502.607639
- L 51.621484 502.910323
- L 51.621484 503.213007
- L 51.318799 503.515692
- L 51.318799 503.818376
- L 51.016115 504.12106
- L 51.016115 505.029113
- L 50.713431 505.331797
- L 50.713431 505.937166
- L 49.95672 506.693877
- L 49.654036 506.693877
- L 49.351351 506.996561
- L 49.048667 506.693877
- L 46.627193 506.693877
- L 46.324508 506.996561
- L 45.71914 506.996561
- L 45.416455 507.299245
- L 45.113771 507.299245
- L 44.35706 508.055956
- L 44.35706 508.661325
- L 44.054376 508.964009
- L 44.054376 509.266693
- L 43.751692 509.569378
- L 43.751692 509.872062
- L 43.600349 510.023404
- L 43.297665 510.023404
- L 42.994981 510.326088
- L 42.692297 510.326088
- L 41.784244 511.234141
- L 41.481559 511.234141
- L 41.178875 511.536826
- L 39.362769 511.536826
- L 38.757401 510.931457
- L 38.152032 510.931457
- L 37.698006 511.385484
- L 37.698006 511.990852
- L 37.546663 512.142194
- L 36.033242 512.142194
- L 35.730558 511.83951
- L 32.40103 511.83951
- L 32.098346 511.536826
- L 31.190293 511.536826
- L 30.887609 511.234141
- L 28.16345 511.234141
- L 27.860766 510.931457
- L 26.04466 510.931457
- L 25.893318 510.780115
- L 25.893318 510.174746
- L 25.590633 509.872062
- L 25.590633 508.35864
- L 25.287949 508.055956
- L 25.287949 507.450588
- L 24.833922 506.996561
- L 24.531238 506.996561
- L 24.228554 506.693877
- L 23.92587 506.693877
- L 23.774527 506.542535
- L 23.774527 506.23985
- L 23.169159 505.634482
- L 23.169159 504.423744
- L 22.866474 504.12106
- L 22.866474 503.213007
- L 23.169159 502.910323
- L 23.169159 502.304954
- L 23.471843 502.00227
- L 23.471843 501.094217
- L 23.774527 500.791533
- L 23.774527 500.186164
- L 24.077212 499.88348
- L 24.077212 499.580796
- L 24.379896 499.278111
- L 24.379896 498.975427
- L 24.68258 498.672743
- L 24.68258 498.370058
- L 24.985265 498.067374
- L 24.985265 497.76469
- L 25.287949 497.462005
- L 25.287949 496.856637
- L 25.590633 496.553952
- L 25.590633 496.251268
- L 25.893318 495.948584
- L 25.893318 495.6459
- L 26.80137 494.737847
- L 26.80137 494.435162
- L 27.406739 493.829794
- L 27.406739 493.527109
- L 28.768818 492.16503
- L 29.071503 492.16503
- L 29.676871 491.559661
- L 29.979556 491.559661
- L 30.28224 491.256977
- L 30.584924 491.256977
- L 30.887609 490.954293
- L 31.190293 490.954293
- L 31.492977 490.651608
- L 32.40103 490.651608
- L 32.703714 490.348924
- L 33.309083 490.348924
- L 33.611767 490.04624
- L 34.822505 490.04624
- L 35.427873 489.440871
- L 35.427873 489.440871
- " style="fill:none;stroke:#000000;stroke-width:0.5;"/>
- </g>
- <g id="text_161">
- <!-- C21: Tot. var. expl. 1.9% -->
- <g style="fill:#008000;" transform="translate(20.445 481.683018)scale(0.07 -0.07)">
- <use xlink:href="#DejaVuSans-43"/>
- <use x="69.824219" xlink:href="#DejaVuSans-32"/>
- <use x="133.447266" xlink:href="#DejaVuSans-31"/>
- <use x="197.070312" xlink:href="#DejaVuSans-3a"/>
- <use x="230.761719" xlink:href="#DejaVuSans-20"/>
- <use x="262.548828" xlink:href="#DejaVuSans-54"/>
- <use x="323.367188" xlink:href="#DejaVuSans-6f"/>
- <use x="384.548828" xlink:href="#DejaVuSans-74"/>
- <use x="423.757812" xlink:href="#DejaVuSans-2e"/>
- <use x="455.544922" xlink:href="#DejaVuSans-20"/>
- <use x="487.332031" xlink:href="#DejaVuSans-76"/>
- <use x="546.511719" xlink:href="#DejaVuSans-61"/>
- <use x="607.791016" xlink:href="#DejaVuSans-72"/>
- <use x="648.763672" xlink:href="#DejaVuSans-2e"/>
- <use x="680.550781" xlink:href="#DejaVuSans-20"/>
- <use x="712.337891" xlink:href="#DejaVuSans-65"/>
- <use x="773.845703" xlink:href="#DejaVuSans-78"/>
- <use x="833.025391" xlink:href="#DejaVuSans-70"/>
- <use x="896.501953" xlink:href="#DejaVuSans-6c"/>
- <use x="924.285156" xlink:href="#DejaVuSans-2e"/>
- <use x="956.072266" xlink:href="#DejaVuSans-20"/>
- <use x="987.859375" xlink:href="#DejaVuSans-31"/>
- <use x="1051.482422" xlink:href="#DejaVuSans-2e"/>
- <use x="1083.269531" xlink:href="#DejaVuSans-39"/>
- <use x="1146.892578" xlink:href="#DejaVuSans-25"/>
- </g>
- </g>
- </g>
- <g id="axes_102">
- <g clip-path="url(#pe6f813a952)">
- <image height="33.12" id="image57158726f2" transform="scale(1 -1)translate(0 -33.12)" width="33.12" x="63.702684" xlink:href="data:image/png;base64,
- 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" y="-484.470512"/>
- </g>
- <g id="LineCollection_62">
- <path clip-path="url(#pe6f813a952)" d="M 76.210863 487.135814
- L 78.023643 487.135814
- L 78.386199 487.49837
- L 78.748755 487.135814
- L 79.111311 487.135814
- L 79.473867 487.49837
- L 79.836423 487.49837
- L 80.198979 487.860926
- L 83.099426 487.860926
- L 83.461982 488.223482
- L 83.824538 488.223482
- L 84.187094 488.586038
- L 84.54965 488.586038
- L 84.912206 488.948593
- L 85.274762 488.948593
- L 85.637317 489.311149
- L 85.999873 489.311149
- L 86.362429 489.673705
- L 86.724985 489.673705
- L 88.537765 491.486485
- L 88.900321 491.486485
- L 91.256934 493.843099
- L 91.256934 494.205654
- L 91.982046 494.930766
- L 91.982046 495.293322
- L 92.707158 496.018434
- L 92.707158 496.743546
- L 93.069714 497.106102
- L 93.069714 499.643993
- L 93.43227 500.006549
- L 93.43227 500.369105
- L 93.794826 500.731661
- L 93.794826 504.35722
- L 93.43227 504.719776
- L 93.43227 505.082332
- L 93.069714 505.444888
- L 93.069714 506.17
- L 92.707158 506.532556
- L 92.707158 506.895112
- L 92.344602 507.257668
- L 92.344602 507.620224
- L 91.61949 508.345336
- L 91.61949 509.070447
- L 91.256934 509.433003
- L 91.256934 510.520671
- L 90.894378 510.883227
- L 90.894378 511.245783
- L 90.350545 511.789617
- L 89.987989 511.789617
- L 89.806711 511.970895
- L 89.806711 512.696007
- L 89.625433 512.877285
- L 88.537765 512.877285
- L 88.175209 513.239841
- L 87.812653 513.239841
- L 87.450097 513.602397
- L 84.187094 513.602397
- L 83.824538 513.964953
- L 82.374314 513.964953
- L 82.011758 514.327508
- L 77.661087 514.327508
- L 77.298531 513.964953
- L 74.035528 513.964953
- L 73.310416 513.239841
- L 71.860192 513.239841
- L 71.13508 512.514729
- L 70.772524 512.514729
- L 68.778467 510.520671
- L 68.778467 509.433003
- L 68.415911 509.070447
- L 68.415911 507.257668
- L 67.328243 506.17
- L 67.328243 505.807444
- L 66.965687 505.444888
- L 66.965687 504.719776
- L 66.603131 504.35722
- L 66.603131 500.369105
- L 66.965687 500.006549
- L 66.965687 498.918882
- L 67.328243 498.556326
- L 67.328243 496.743546
- L 67.690799 496.38099
- L 67.690799 496.018434
- L 68.415911 495.293322
- L 68.415911 494.930766
- L 69.141023 494.205654
- L 69.141023 493.843099
- L 69.503579 493.480543
- L 69.503579 493.117987
- L 70.047413 492.574153
- L 70.409968 492.574153
- L 74.035528 488.948593
- L 74.398084 488.948593
- L 74.76064 488.586038
- L 75.123196 488.586038
- L 75.667029 488.042204
- L 75.667029 487.679648
- L 76.210863 487.135814
- L 76.210863 487.135814
- " style="fill:none;stroke:#000000;stroke-width:0.5;"/>
- </g>
- </g>
- <g id="axes_103">
- <g clip-path="url(#p3c907d1254)">
- <image height="39.6" id="image307ec7d910" transform="scale(1 -1)translate(0 -39.6)" width="33.12" x="106.960368" xlink:href="data:image/png;base64,
- 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" y="-481.253515"/>
- </g>
- <g id="LineCollection_63">
- <path clip-path="url(#p3c907d1254)" d="M 123.094106 483.147699
- L 125.269442 483.147699
- L 125.631998 483.510255
- L 126.35711 483.510255
- L 126.719666 483.87281
- L 128.169889 483.87281
- L 128.532445 484.235366
- L 129.257557 484.235366
- L 129.620113 484.597922
- L 129.982669 484.597922
- L 132.339283 486.954536
- L 132.339283 487.317092
- L 133.064394 488.042204
- L 133.064394 488.40476
- L 133.789506 489.129871
- L 133.789506 489.492427
- L 134.152062 489.854983
- L 134.152062 490.217539
- L 134.514618 490.580095
- L 134.514618 491.305207
- L 134.877174 491.667763
- L 134.877174 492.392875
- L 135.23973 492.755431
- L 135.23973 493.480543
- L 135.602286 493.843099
- L 135.602286 494.56821
- L 135.964842 494.930766
- L 135.964842 495.655878
- L 136.327398 496.018434
- L 136.327398 497.106102
- L 136.689954 497.468658
- L 136.689954 498.556326
- L 137.05251 498.918882
- L 137.05251 505.082332
- L 136.689954 505.444888
- L 136.689954 506.532556
- L 136.327398 506.895112
- L 136.327398 507.620224
- L 135.964842 507.98278
- L 135.964842 508.707892
- L 135.602286 509.070447
- L 135.602286 509.433003
- L 134.877174 510.158115
- L 134.877174 510.520671
- L 134.514618 510.883227
- L 134.514618 511.245783
- L 133.064394 512.696007
- L 133.064394 513.058563
- L 131.976727 514.14623
- L 131.976727 514.508786
- L 131.070337 515.415176
- L 130.707781 515.415176
- L 130.345225 515.777732
- L 129.982669 515.777732
- L 129.620113 516.140288
- L 129.257557 516.140288
- L 128.895001 516.502844
- L 128.532445 516.502844
- L 128.169889 516.8654
- L 127.807334 516.8654
- L 127.444778 517.227956
- L 123.819218 517.227956
- L 123.456662 517.590512
- L 121.643883 517.590512
- L 121.281327 517.953068
- L 120.193659 517.953068
- L 119.831103 517.590512
- L 119.105991 517.590512
- L 118.743435 517.227956
- L 118.380879 517.227956
- L 117.655768 516.502844
- L 117.293212 516.502844
- L 115.842988 515.05262
- L 115.480432 515.05262
- L 112.398707 511.970895
- L 112.398707 511.608339
- L 112.036151 511.245783
- L 112.036151 510.883227
- L 111.673595 510.520671
- L 111.673595 510.158115
- L 110.948483 509.433003
- L 110.948483 508.707892
- L 110.585927 508.345336
- L 110.585927 507.257668
- L 110.223371 506.895112
- L 110.223371 505.807444
- L 109.860815 505.444888
- L 109.860815 504.719776
- L 110.223371 504.35722
- L 110.223371 503.994665
- L 109.860815 503.632109
- L 109.860815 500.006549
- L 110.223371 499.643993
- L 110.223371 498.918882
- L 110.585927 498.556326
- L 110.585927 498.19377
- L 110.948483 497.831214
- L 110.948483 496.018434
- L 111.311039 495.655878
- L 111.311039 494.56821
- L 111.673595 494.205654
- L 111.673595 493.480543
- L 112.036151 493.117987
- L 112.036151 492.755431
- L 112.398707 492.392875
- L 112.398707 490.942651
- L 112.761262 490.580095
- L 112.761262 490.217539
- L 113.486374 489.492427
- L 113.486374 489.129871
- L 113.84893 488.767316
- L 113.84893 488.40476
- L 117.293212 484.960478
- L 117.655768 484.960478
- L 118.018323 484.597922
- L 118.380879 484.597922
- L 118.743435 484.235366
- L 119.468547 484.235366
- L 119.831103 483.87281
- L 122.006439 483.87281
- L 122.368995 483.510255
- L 122.731551 483.510255
- L 123.094106 483.147699
- L 123.094106 483.147699
- " style="fill:none;stroke:#000000;stroke-width:0.5;"/>
- </g>
- </g>
- <g id="axes_104">
- <g id="patch_42">
- <path d="M 150.218051 497.885507
- L 282.188409 497.885507
- L 282.188409 481.275712
- L 150.218051 481.275712
- z
- " style="fill:none;"/>
- </g>
- <g id="matplotlib.axis_41">
- <g id="xtick_141">
- <g id="text_162">
- <!-- 0 -->
- <g style="fill:#008000;" transform="translate(148.309301 505.944569)scale(0.06 -0.06)">
- <use xlink:href="#DejaVuSans-30"/>
- </g>
- </g>
- </g>
- <g id="xtick_142">
- <g id="text_163">
- <!-- 200 -->
- <g style="fill:#008000;" transform="translate(205.873363 505.944569)scale(0.06 -0.06)">
- <use xlink:href="#DejaVuSans-32"/>
- <use x="63.623047" xlink:href="#DejaVuSans-30"/>
- <use x="127.246094" xlink:href="#DejaVuSans-30"/>
- </g>
- </g>
- </g>
- <g id="xtick_143">
- <g id="text_164">
- <!-- 400 -->
- <g style="fill:#008000;" transform="translate(267.254925 505.944569)scale(0.06 -0.06)">
- <use xlink:href="#DejaVuSans-34"/>
- <use x="63.623047" xlink:href="#DejaVuSans-30"/>
- <use x="127.246094" xlink:href="#DejaVuSans-30"/>
- </g>
- </g>
- </g>
- </g>
- <g id="line2d_41">
- <path clip-path="url(#p25ccfd2a2a)" d="M 150.218051 489.289264
- L 150.985321 489.150239
- L 151.75259 486.34549
- L 152.51986 486.125359
- L 153.28713 488.760647
- L 154.054399 490.154749
- L 154.821669 490.27954
- L 155.588938 489.787502
- L 156.356208 489.514645
- L 157.123477 491.229348
- L 157.890747 490.693555
- L 158.658016 491.442482
- L 159.425286 493.645386
- L 160.192555 492.44324
- L 160.959825 493.338016
- L 161.727094 492.115575
- L 162.494364 491.995585
- L 163.261633 492.025638
- L 164.028903 490.482039
- L 165.563442 488.421436
- L 166.330711 488.630388
- L 167.097981 489.041583
- L 167.86525 487.16689
- L 168.63252 483.951044
- L 169.39979 484.802127
- L 170.167059 486.321741
- L 170.934329 488.962155
- L 171.701598 490.534093
- L 172.468868 491.142826
- L 173.236137 491.230325
- L 174.003407 488.896838
- L 174.770676 491.871468
- L 175.537946 491.690444
- L 176.305215 488.840483
- L 177.072485 491.530182
- L 177.839754 490.916922
- L 178.607024 489.6148
- L 180.141563 490.566759
- L 180.908832 493.06492
- L 181.676102 491.453851
- L 182.443371 491.920055
- L 183.210641 491.639903
- L 183.97791 491.019004
- L 184.74518 489.539939
- L 185.512449 488.53214
- L 187.046989 485.15854
- L 187.814258 485.023013
- L 188.581528 485.01077
- L 189.348797 484.206921
- L 190.116067 485.159453
- L 190.883336 489.468431
- L 191.650606 491.179807
- L 192.417875 490.303662
- L 193.185145 491.182671
- L 193.952414 492.690941
- L 194.719684 488.637095
- L 196.254223 490.184943
- L 197.021492 491.900779
- L 197.788762 491.891882
- L 198.556031 492.678648
- L 199.323301 495.561016
- L 200.09057 492.768325
- L 200.85784 490.967758
- L 201.625109 488.636073
- L 202.392379 487.175857
- L 203.159649 487.407358
- L 203.926918 489.010016
- L 204.694188 485.69529
- L 205.461457 485.068137
- L 206.228727 486.512971
- L 206.995996 488.2538
- L 207.763266 488.505299
- L 208.530535 489.888496
- L 209.297805 487.982256
- L 210.065074 491.370758
- L 210.832344 491.739382
- L 211.599613 491.591304
- L 212.366883 492.180839
- L 213.134152 490.945869
- L 214.668691 490.588472
- L 215.435961 489.221644
- L 216.20323 489.144747
- L 216.9705 490.366546
- L 217.737769 489.52054
- L 218.505039 490.938164
- L 219.272309 491.44921
- L 220.039578 490.403002
- L 220.806848 489.545622
- L 221.574117 491.307449
- L 222.341387 490.964946
- L 223.108656 489.115252
- L 223.875926 486.119415
- L 224.643195 484.931254
- L 225.410465 483.31345
- L 226.945004 487.296652
- L 227.712273 489.807224
- L 228.479543 491.103094
- L 229.246812 493.505242
- L 230.014082 490.829455
- L 230.781351 490.123037
- L 231.548621 488.825555
- L 232.31589 488.639324
- L 233.08316 487.727506
- L 233.850429 489.696788
- L 234.617699 489.444676
- L 235.384968 491.202407
- L 236.152238 492.477942
- L 236.919508 493.310004
- L 237.686777 492.683946
- L 239.221316 488.444889
- L 240.755855 489.535334
- L 241.523125 492.0764
- L 242.290394 491.700094
- L 243.057664 489.918601
- L 243.824933 487.849671
- L 244.592203 488.205583
- L 245.359472 488.262247
- L 246.126742 491.216669
- L 246.894011 497.130516
- L 247.661281 491.067088
- L 248.42855 493.257971
- L 249.19582 491.753855
- L 249.963089 491.326993
- L 250.730359 488.331949
- L 251.497628 491.846618
- L 252.264898 491.397769
- L 253.032168 491.169879
- L 253.799437 489.495958
- L 254.566707 491.660924
- L 255.333976 492.351228
- L 256.101246 492.789553
- L 256.868515 490.848553
- L 257.635785 491.184478
- L 258.403054 488.561307
- L 259.170324 488.180407
- L 259.937593 488.585689
- L 260.704863 486.27595
- L 261.472132 484.415529
- L 262.239402 487.044119
- L 263.006671 487.878181
- L 263.773941 488.439939
- L 264.54121 489.537686
- L 265.30848 491.3122
- L 266.075749 489.678261
- L 266.843019 489.321716
- L 267.610288 490.497712
- L 268.377558 490.346256
- L 269.144827 487.962932
- L 269.912097 488.113945
- L 270.679367 487.389504
- L 272.213906 491.952192
- L 272.981175 491.450209
- L 273.748445 490.707945
- L 274.515714 488.092195
- L 275.282984 486.68222
- L 276.050253 486.768314
- L 276.817523 487.774276
- L 277.584792 485.987982
- L 278.352062 484.812499
- L 279.119331 483.087475
- L 279.886601 482.350429
- L 280.65387 482.130484
- L 281.42114 482.030703
- L 281.42114 482.030703
- " style="fill:none;stroke:#008000;stroke-linecap:round;"/>
- </g>
- </g>
- <g id="axes_105">
- <g id="patch_43">
- <path d="M 150.218051 520.912722
- L 282.188409 520.912722
- L 282.188409 505.812909
- L 150.218051 505.812909
- z
- " style="fill:none;"/>
- </g>
- <g id="matplotlib.axis_42">
- <g id="xtick_144">
- <g id="text_165">
- <!-- 0.05 -->
- <g style="fill:#008000;" transform="translate(175.366509 528.971784)scale(0.06 -0.06)">
- <use xlink:href="#DejaVuSans-30"/>
- <use x="63.623047" xlink:href="#DejaVuSans-2e"/>
- <use x="95.410156" xlink:href="#DejaVuSans-30"/>
- <use x="159.033203" xlink:href="#DejaVuSans-35"/>
- </g>
- </g>
- </g>
- <g id="xtick_145">
- <g id="text_166">
- <!-- 0.10 -->
- <g style="fill:#008000;" transform="translate(208.747247 528.971784)scale(0.06 -0.06)">
- <use xlink:href="#DejaVuSans-30"/>
- <use x="63.623047" xlink:href="#DejaVuSans-2e"/>
- <use x="95.410156" xlink:href="#DejaVuSans-31"/>
- <use x="159.033203" xlink:href="#DejaVuSans-30"/>
- </g>
- </g>
- </g>
- <g id="xtick_146">
- <g id="text_167">
- <!-- 0.15 -->
- <g style="fill:#008000;" transform="translate(242.127984 528.971784)scale(0.06 -0.06)">
- <use xlink:href="#DejaVuSans-30"/>
- <use x="63.623047" xlink:href="#DejaVuSans-2e"/>
- <use x="95.410156" xlink:href="#DejaVuSans-31"/>
- <use x="159.033203" xlink:href="#DejaVuSans-35"/>
- </g>
- </g>
- </g>
- <g id="xtick_147">
- <g id="text_168">
- <!-- 0.20 -->
- <g style="fill:#008000;" transform="translate(275.508722 528.971784)scale(0.06 -0.06)">
- <use xlink:href="#DejaVuSans-30"/>
- <use x="63.623047" xlink:href="#DejaVuSans-2e"/>
- <use x="95.410156" xlink:href="#DejaVuSans-32"/>
- <use x="159.033203" xlink:href="#DejaVuSans-30"/>
- </g>
- </g>
- </g>
- </g>
- <g id="line2d_42">
- <path clip-path="url(#pb6a58130db)" d="M 150.218051 519.323316
- L 151.770644 517.901586
- L 153.323236 517.893376
- L 154.875829 520.183986
- L 156.428421 519.344342
- L 157.981014 517.948007
- L 159.533606 506.499264
- L 161.086199 519.935043
- L 162.638791 519.787319
- L 164.191383 520.003989
- L 165.743976 519.647981
- L 167.296568 519.879879
- L 168.849161 519.795491
- L 170.401753 514.877242
- L 171.954346 518.767561
- L 173.506938 519.842652
- L 175.059531 519.835054
- L 176.612123 519.360313
- L 178.164715 519.464727
- L 179.717308 520.216288
- L 181.2699 519.229497
- L 182.822493 519.559773
- L 184.375085 520.114129
- L 185.927678 520.17115
- L 187.48027 519.818665
- L 189.032863 519.308141
- L 190.585455 519.873933
- L 192.138047 520.127793
- L 193.69064 519.799269
- L 195.243232 519.45882
- L 196.795825 520.059632
- L 198.348417 520.165668
- L 199.90101 520.078514
- L 201.453602 520.196071
- L 203.006195 519.980636
- L 204.558787 520.191468
- L 206.11138 520.154207
- L 207.663972 520.212976
- L 209.216564 520.020788
- L 210.769157 519.898549
- L 212.321749 520.218862
- L 213.874342 520.164346
- L 215.426934 520.052401
- L 216.979527 520.115541
- L 218.532119 520.215647
- L 220.084712 520.173099
- L 221.637304 520.194084
- L 223.189896 519.813579
- L 224.742489 520.162254
- L 226.295081 519.955284
- L 227.847674 520.160962
- L 229.400266 519.892296
- L 230.952859 520.174402
- L 232.505451 520.205752
- L 234.058044 520.160155
- L 235.610636 520.209688
- L 237.163228 520.171867
- L 238.715821 520.175769
- L 240.268413 520.047988
- L 241.821006 520.182538
- L 243.373598 520.205779
- L 244.926191 520.064919
- L 246.478783 520.209032
- L 248.031376 520.080901
- L 249.583968 520.171317
- L 251.13656 520.214591
- L 252.689153 520.193924
- L 254.241745 520.189256
- L 255.794338 520.226367
- L 257.34693 520.145126
- L 258.899523 520.220469
- L 260.452115 520.137771
- L 262.004708 520.197083
- L 263.5573 520.155533
- L 265.109892 520.1538
- L 266.662485 520.218373
- L 268.215077 520.195808
- L 269.76767 520.170055
- L 271.320262 520.216234
- L 272.872855 520.143249
- L 274.425447 520.204178
- L 275.97804 520.139377
- L 277.530632 520.035989
- L 279.083224 520.097142
- L 280.635817 520.177443
- L 282.188409 520.155873
- " style="fill:none;stroke:#008000;stroke-linecap:round;"/>
- </g>
- </g>
- <g id="axes_106">
- <g clip-path="url(#pd42fcf9812)">
- <image height="27.6" id="image8e1ad4e8c1" transform="scale(1 -1)translate(0 -27.6)" width="33.12" x="302.751591" xlink:href="data:image/png;base64,
- 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" y="-487.266353"/>
- </g>
- <g id="LineCollection_64">
- <path clip-path="url(#pd42fcf9812)" d="M 317.734464 489.440871
- L 318.339832 489.440871
- L 318.642517 489.743556
- L 322.577413 489.743556
- L 322.728755 489.894898
- L 322.728755 490.197582
- L 323.78815 491.256977
- L 324.090834 491.256977
- L 324.393519 491.559661
- L 324.696203 491.559661
- L 324.998887 491.862346
- L 325.301572 491.862346
- L 325.90694 492.467714
- L 326.209624 492.467714
- L 326.814993 493.073083
- L 327.420362 493.073083
- L 327.723046 493.375767
- L 328.02573 493.375767
- L 328.328415 493.678452
- L 328.631099 493.678452
- L 329.236468 494.28382
- L 329.539152 494.28382
- L 330.14452 494.889189
- L 330.447205 494.889189
- L 331.203916 495.6459
- L 331.203916 495.948584
- L 331.809284 496.553952
- L 331.809284 496.856637
- L 333.020021 498.067374
- L 333.020021 498.370058
- L 333.322706 498.672743
- L 333.322706 498.975427
- L 333.62539 499.278111
- L 333.62539 499.580796
- L 333.928074 499.88348
- L 333.928074 500.488848
- L 334.230759 500.791533
- L 334.230759 502.607639
- L 333.928074 502.910323
- L 333.928074 503.213007
- L 333.62539 503.515692
- L 333.62539 503.818376
- L 333.322706 504.12106
- L 333.322706 505.029113
- L 333.020021 505.331797
- L 333.020021 505.937166
- L 332.263311 506.693877
- L 331.960626 506.693877
- L 331.657942 506.996561
- L 331.355258 506.693877
- L 328.933783 506.693877
- L 328.631099 506.996561
- L 328.02573 506.996561
- L 327.723046 507.299245
- L 327.420362 507.299245
- L 326.663651 508.055956
- L 326.663651 508.661325
- L 326.360967 508.964009
- L 326.360967 509.266693
- L 326.058282 509.569378
- L 326.058282 509.872062
- L 325.90694 510.023404
- L 325.604256 510.023404
- L 325.301572 510.326088
- L 324.998887 510.326088
- L 324.090834 511.234141
- L 323.78815 511.234141
- L 323.485466 511.536826
- L 321.66936 511.536826
- L 321.063991 510.931457
- L 320.458623 510.931457
- L 320.004596 511.385484
- L 320.004596 511.990852
- L 319.853254 512.142194
- L 318.339832 512.142194
- L 318.037148 511.83951
- L 314.707621 511.83951
- L 314.404936 511.536826
- L 313.496884 511.536826
- L 313.194199 511.234141
- L 310.47004 511.234141
- L 310.167356 510.931457
- L 308.35125 510.931457
- L 308.199908 510.780115
- L 308.199908 510.174746
- L 307.897224 509.872062
- L 307.897224 508.35864
- L 307.59454 508.055956
- L 307.59454 507.450588
- L 307.140513 506.996561
- L 306.837829 506.996561
- L 306.535144 506.693877
- L 306.23246 506.693877
- L 306.081118 506.542535
- L 306.081118 506.23985
- L 305.475749 505.634482
- L 305.475749 504.423744
- L 305.173065 504.12106
- L 305.173065 503.213007
- L 305.475749 502.910323
- L 305.475749 502.304954
- L 305.778434 502.00227
- L 305.778434 501.094217
- L 306.081118 500.791533
- L 306.081118 500.186164
- L 306.383802 499.88348
- L 306.383802 499.580796
- L 306.686487 499.278111
- L 306.686487 498.975427
- L 306.989171 498.672743
- L 306.989171 498.370058
- L 307.291855 498.067374
- L 307.291855 497.76469
- L 307.59454 497.462005
- L 307.59454 496.856637
- L 307.897224 496.553952
- L 307.897224 496.251268
- L 308.199908 495.948584
- L 308.199908 495.6459
- L 309.107961 494.737847
- L 309.107961 494.435162
- L 309.71333 493.829794
- L 309.71333 493.527109
- L 311.075409 492.16503
- L 311.378093 492.16503
- L 311.983462 491.559661
- L 312.286146 491.559661
- L 312.588831 491.256977
- L 312.891515 491.256977
- L 313.194199 490.954293
- L 313.496884 490.954293
- L 313.799568 490.651608
- L 314.707621 490.651608
- L 315.010305 490.348924
- L 315.615674 490.348924
- L 315.918358 490.04624
- L 317.129095 490.04624
- L 317.734464 489.440871
- L 317.734464 489.440871
- " style="fill:none;stroke:#000000;stroke-width:0.5;"/>
- </g>
- <g id="text_169">
- <!-- C22 [noise]: Tot. var. expl. 1.9% -->
- <g style="fill:#ff0000;" transform="translate(302.751591 481.683018)scale(0.07 -0.07)">
- <use xlink:href="#DejaVuSans-43"/>
- <use x="69.824219" xlink:href="#DejaVuSans-32"/>
- <use x="133.447266" xlink:href="#DejaVuSans-32"/>
- <use x="197.070312" xlink:href="#DejaVuSans-20"/>
- <use x="228.857422" xlink:href="#DejaVuSans-5b"/>
- <use x="267.871094" xlink:href="#DejaVuSans-6e"/>
- <use x="331.25" xlink:href="#DejaVuSans-6f"/>
- <use x="392.431641" xlink:href="#DejaVuSans-69"/>
- <use x="420.214844" xlink:href="#DejaVuSans-73"/>
- <use x="472.314453" xlink:href="#DejaVuSans-65"/>
- <use x="533.837891" xlink:href="#DejaVuSans-5d"/>
- <use x="572.851562" xlink:href="#DejaVuSans-3a"/>
- <use x="606.542969" xlink:href="#DejaVuSans-20"/>
- <use x="638.330078" xlink:href="#DejaVuSans-54"/>
- <use x="699.148438" xlink:href="#DejaVuSans-6f"/>
- <use x="760.330078" xlink:href="#DejaVuSans-74"/>
- <use x="799.539062" xlink:href="#DejaVuSans-2e"/>
- <use x="831.326172" xlink:href="#DejaVuSans-20"/>
- <use x="863.113281" xlink:href="#DejaVuSans-76"/>
- <use x="922.292969" xlink:href="#DejaVuSans-61"/>
- <use x="983.572266" xlink:href="#DejaVuSans-72"/>
- <use x="1024.544922" xlink:href="#DejaVuSans-2e"/>
- <use x="1056.332031" xlink:href="#DejaVuSans-20"/>
- <use x="1088.119141" xlink:href="#DejaVuSans-65"/>
- <use x="1149.626953" xlink:href="#DejaVuSans-78"/>
- <use x="1208.806641" xlink:href="#DejaVuSans-70"/>
- <use x="1272.283203" xlink:href="#DejaVuSans-6c"/>
- <use x="1300.066406" xlink:href="#DejaVuSans-2e"/>
- <use x="1331.853516" xlink:href="#DejaVuSans-20"/>
- <use x="1363.640625" xlink:href="#DejaVuSans-31"/>
- <use x="1427.263672" xlink:href="#DejaVuSans-2e"/>
- <use x="1459.050781" xlink:href="#DejaVuSans-39"/>
- <use x="1522.673828" xlink:href="#DejaVuSans-25"/>
- </g>
- </g>
- </g>
- <g id="axes_107">
- <g clip-path="url(#pd418bdf239)">
- <image height="33.12" id="image174cfcc1f2" transform="scale(1 -1)translate(0 -33.12)" width="33.12" x="346.009274" xlink:href="data:image/png;base64,
- 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" y="-484.470512"/>
- </g>
- <g id="LineCollection_65">
- <path clip-path="url(#pd418bdf239)" d="M 358.517454 487.135814
- L 360.330234 487.135814
- L 360.69279 487.49837
- L 361.055345 487.135814
- L 361.417901 487.135814
- L 361.780457 487.49837
- L 362.143013 487.49837
- L 362.505569 487.860926
- L 365.406017 487.860926
- L 365.768573 488.223482
- L 366.131128 488.223482
- L 366.493684 488.586038
- L 366.85624 488.586038
- L 367.218796 488.948593
- L 367.581352 488.948593
- L 367.943908 489.311149
- L 368.306464 489.311149
- L 368.66902 489.673705
- L 369.031576 489.673705
- L 370.844356 491.486485
- L 371.206911 491.486485
- L 373.563525 493.843099
- L 373.563525 494.205654
- L 374.288637 494.930766
- L 374.288637 495.293322
- L 375.013749 496.018434
- L 375.013749 496.743546
- L 375.376305 497.106102
- L 375.376305 499.643993
- L 375.738861 500.006549
- L 375.738861 500.369105
- L 376.101417 500.731661
- L 376.101417 504.35722
- L 375.738861 504.719776
- L 375.738861 505.082332
- L 375.376305 505.444888
- L 375.376305 506.17
- L 375.013749 506.532556
- L 375.013749 506.895112
- L 374.651193 507.257668
- L 374.651193 507.620224
- L 373.926081 508.345336
- L 373.926081 509.070447
- L 373.563525 509.433003
- L 373.563525 510.520671
- L 373.200969 510.883227
- L 373.200969 511.245783
- L 372.657135 511.789617
- L 372.294579 511.789617
- L 372.113301 511.970895
- L 372.113301 512.696007
- L 371.932023 512.877285
- L 370.844356 512.877285
- L 370.4818 513.239841
- L 370.119244 513.239841
- L 369.756688 513.602397
- L 366.493684 513.602397
- L 366.131128 513.964953
- L 364.680905 513.964953
- L 364.318349 514.327508
- L 359.967678 514.327508
- L 359.605122 513.964953
- L 356.342118 513.964953
- L 355.617007 513.239841
- L 354.166783 513.239841
- L 353.441671 512.514729
- L 353.079115 512.514729
- L 351.085057 510.520671
- L 351.085057 509.433003
- L 350.722502 509.070447
- L 350.722502 507.257668
- L 349.634834 506.17
- L 349.634834 505.807444
- L 349.272278 505.444888
- L 349.272278 504.719776
- L 348.909722 504.35722
- L 348.909722 500.369105
- L 349.272278 500.006549
- L 349.272278 498.918882
- L 349.634834 498.556326
- L 349.634834 496.743546
- L 349.99739 496.38099
- L 349.99739 496.018434
- L 350.722502 495.293322
- L 350.722502 494.930766
- L 351.447613 494.205654
- L 351.447613 493.843099
- L 351.810169 493.480543
- L 351.810169 493.117987
- L 352.354003 492.574153
- L 352.716559 492.574153
- L 356.342118 488.948593
- L 356.704674 488.948593
- L 357.06723 488.586038
- L 357.429786 488.586038
- L 357.97362 488.042204
- L 357.97362 487.679648
- L 358.517454 487.135814
- L 358.517454 487.135814
- " style="fill:none;stroke:#000000;stroke-width:0.5;"/>
- </g>
- </g>
- <g id="axes_108">
- <g clip-path="url(#p4fcb8477d1)">
- <image height="39.6" id="image8af6d05eef" transform="scale(1 -1)translate(0 -39.6)" width="33.12" x="389.266958" xlink:href="data:image/png;base64,
- 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" y="-481.253515"/>
- </g>
- <g id="LineCollection_66">
- <path clip-path="url(#p4fcb8477d1)" d="M 405.400697 483.147699
- L 407.576033 483.147699
- L 407.938589 483.510255
- L 408.6637 483.510255
- L 409.026256 483.87281
- L 410.47648 483.87281
- L 410.839036 484.235366
- L 411.564148 484.235366
- L 411.926704 484.597922
- L 412.28926 484.597922
- L 414.645873 486.954536
- L 414.645873 487.317092
- L 415.370985 488.042204
- L 415.370985 488.40476
- L 416.096097 489.129871
- L 416.096097 489.492427
- L 416.458653 489.854983
- L 416.458653 490.217539
- L 416.821209 490.580095
- L 416.821209 491.305207
- L 417.183765 491.667763
- L 417.183765 492.392875
- L 417.546321 492.755431
- L 417.546321 493.480543
- L 417.908877 493.843099
- L 417.908877 494.56821
- L 418.271433 494.930766
- L 418.271433 495.655878
- L 418.633988 496.018434
- L 418.633988 497.106102
- L 418.996544 497.468658
- L 418.996544 498.556326
- L 419.3591 498.918882
- L 419.3591 505.082332
- L 418.996544 505.444888
- L 418.996544 506.532556
- L 418.633988 506.895112
- L 418.633988 507.620224
- L 418.271433 507.98278
- L 418.271433 508.707892
- L 417.908877 509.070447
- L 417.908877 509.433003
- L 417.183765 510.158115
- L 417.183765 510.520671
- L 416.821209 510.883227
- L 416.821209 511.245783
- L 415.370985 512.696007
- L 415.370985 513.058563
- L 414.283317 514.14623
- L 414.283317 514.508786
- L 413.376928 515.415176
- L 413.014372 515.415176
- L 412.651816 515.777732
- L 412.28926 515.777732
- L 411.926704 516.140288
- L 411.564148 516.140288
- L 411.201592 516.502844
- L 410.839036 516.502844
- L 410.47648 516.8654
- L 410.113924 516.8654
- L 409.751368 517.227956
- L 406.125809 517.227956
- L 405.763253 517.590512
- L 403.950473 517.590512
- L 403.587917 517.953068
- L 402.50025 517.953068
- L 402.137694 517.590512
- L 401.412582 517.590512
- L 401.050026 517.227956
- L 400.68747 517.227956
- L 399.962358 516.502844
- L 399.599802 516.502844
- L 398.149579 515.05262
- L 397.787023 515.05262
- L 394.705297 511.970895
- L 394.705297 511.608339
- L 394.342741 511.245783
- L 394.342741 510.883227
- L 393.980185 510.520671
- L 393.980185 510.158115
- L 393.255073 509.433003
- L 393.255073 508.707892
- L 392.892518 508.345336
- L 392.892518 507.257668
- L 392.529962 506.895112
- L 392.529962 505.807444
- L 392.167406 505.444888
- L 392.167406 504.719776
- L 392.529962 504.35722
- L 392.529962 503.994665
- L 392.167406 503.632109
- L 392.167406 500.006549
- L 392.529962 499.643993
- L 392.529962 498.918882
- L 392.892518 498.556326
- L 392.892518 498.19377
- L 393.255073 497.831214
- L 393.255073 496.018434
- L 393.617629 495.655878
- L 393.617629 494.56821
- L 393.980185 494.205654
- L 393.980185 493.480543
- L 394.342741 493.117987
- L 394.342741 492.755431
- L 394.705297 492.392875
- L 394.705297 490.942651
- L 395.067853 490.580095
- L 395.067853 490.217539
- L 395.792965 489.492427
- L 395.792965 489.129871
- L 396.155521 488.767316
- L 396.155521 488.40476
- L 399.599802 484.960478
- L 399.962358 484.960478
- L 400.324914 484.597922
- L 400.68747 484.597922
- L 401.050026 484.235366
- L 401.775138 484.235366
- L 402.137694 483.87281
- L 404.313029 483.87281
- L 404.675585 483.510255
- L 405.038141 483.510255
- L 405.400697 483.147699
- L 405.400697 483.147699
- " style="fill:none;stroke:#000000;stroke-width:0.5;"/>
- </g>
- </g>
- <g id="axes_109">
- <g id="patch_44">
- <path d="M 432.524642 497.885507
- L 564.495 497.885507
- L 564.495 481.275712
- L 432.524642 481.275712
- z
- " style="fill:none;"/>
- </g>
- <g id="matplotlib.axis_43">
- <g id="xtick_148">
- <g id="text_170">
- <!-- 0 -->
- <g style="fill:#ff0000;" transform="translate(430.615892 505.944569)scale(0.06 -0.06)">
- <use xlink:href="#DejaVuSans-30"/>
- </g>
- </g>
- </g>
- <g id="xtick_149">
- <g id="text_171">
- <!-- 200 -->
- <g style="fill:#ff0000;" transform="translate(488.179954 505.944569)scale(0.06 -0.06)">
- <use xlink:href="#DejaVuSans-32"/>
- <use x="63.623047" xlink:href="#DejaVuSans-30"/>
- <use x="127.246094" xlink:href="#DejaVuSans-30"/>
- </g>
- </g>
- </g>
- <g id="xtick_150">
- <g id="text_172">
- <!-- 400 -->
- <g style="fill:#ff0000;" transform="translate(549.561516 505.944569)scale(0.06 -0.06)">
- <use xlink:href="#DejaVuSans-34"/>
- <use x="63.623047" xlink:href="#DejaVuSans-30"/>
- <use x="127.246094" xlink:href="#DejaVuSans-30"/>
- </g>
- </g>
- </g>
- </g>
- <g id="line2d_43">
- <path clip-path="url(#p928beb6bdb)" d="M 432.524642 485.23291
- L 433.291912 486.940803
- L 434.059181 487.085086
- L 434.826451 488.277921
- L 435.59372 486.502827
- L 436.36099 489.07935
- L 437.128259 486.817551
- L 437.895529 488.988911
- L 438.662798 490.057205
- L 439.430068 492.938898
- L 440.197337 490.243895
- L 440.964607 489.471662
- L 441.731876 491.617776
- L 442.499146 490.961422
- L 443.266415 492.330209
- L 444.033685 491.776278
- L 444.800954 490.44096
- L 445.568224 490.984776
- L 446.335493 493.652268
- L 447.102763 494.348436
- L 447.870033 492.031193
- L 449.404572 490.330906
- L 450.171841 491.798553
- L 450.939111 492.308133
- L 451.70638 490.96525
- L 452.47365 491.05311
- L 453.240919 491.578065
- L 454.008189 486.934346
- L 454.775458 484.899333
- L 455.542728 489.451646
- L 456.309997 490.119053
- L 457.077267 491.703844
- L 457.844536 490.479182
- L 458.611806 492.899832
- L 459.379075 491.075511
- L 460.146345 490.669938
- L 460.913614 491.315526
- L 461.680884 494.120379
- L 462.448153 490.075426
- L 463.215423 490.998686
- L 463.982693 497.130516
- L 464.749962 490.353481
- L 465.517232 489.836695
- L 466.284501 489.95607
- L 467.051771 489.20198
- L 467.81904 486.978775
- L 468.58631 490.573105
- L 469.353579 489.825409
- L 470.120849 488.336651
- L 470.888118 491.470499
- L 471.655388 489.79064
- L 472.422657 488.754068
- L 473.957196 490.818815
- L 474.724466 492.25509
- L 475.491735 493.988684
- L 476.259005 492.346991
- L 477.026274 491.597566
- L 477.793544 491.188405
- L 478.560813 489.593143
- L 479.328083 493.437119
- L 480.095352 489.465907
- L 480.862622 490.719687
- L 481.629892 490.363249
- L 482.397161 493.043781
- L 483.164431 493.919889
- L 483.9317 491.628239
- L 484.69897 494.776505
- L 485.466239 493.437001
- L 486.233509 490.579176
- L 487.768048 492.563786
- L 489.302587 489.259969
- L 490.069856 489.24899
- L 490.837126 488.612202
- L 491.604395 486.74858
- L 492.371665 491.882537
- L 493.138934 492.376605
- L 493.906204 492.407478
- L 494.673473 492.803866
- L 495.440743 492.71249
- L 496.208012 491.358956
- L 496.975282 492.683655
- L 497.742552 494.393378
- L 498.509821 492.633063
- L 499.277091 493.180106
- L 500.04436 491.352974
- L 500.81163 491.077773
- L 501.578899 491.611144
- L 502.346169 489.538221
- L 503.113438 488.228601
- L 503.880708 490.828077
- L 504.647977 491.319838
- L 505.415247 491.585569
- L 506.182516 490.870201
- L 506.949786 491.348323
- L 507.717055 490.99971
- L 508.484325 489.67655
- L 509.251594 487.405758
- L 510.018864 488.258509
- L 510.786133 487.173017
- L 511.553403 486.80295
- L 512.320672 485.802424
- L 513.087942 488.037128
- L 513.855211 487.309691
- L 514.622481 489.36261
- L 515.389751 485.228492
- L 516.15702 487.3153
- L 516.92429 489.0548
- L 517.691559 486.242118
- L 518.458829 487.493243
- L 519.226098 486.248655
- L 519.993368 486.973115
- L 520.760637 488.12634
- L 521.527907 487.723462
- L 522.295176 486.966206
- L 523.062446 485.041694
- L 523.829715 482.030703
- L 524.596985 484.053556
- L 525.364254 486.626608
- L 526.131524 486.907547
- L 526.898793 484.997852
- L 527.666063 483.966396
- L 528.433332 483.598647
- L 529.200602 484.535401
- L 529.967871 484.266703
- L 530.735141 488.368916
- L 531.502411 486.22025
- L 532.26968 485.750551
- L 533.03695 484.588862
- L 533.804219 485.783128
- L 534.571489 483.764222
- L 535.338758 486.875022
- L 536.106028 486.292889
- L 537.640567 489.41688
- L 538.407836 486.572961
- L 539.175106 490.71349
- L 540.709645 484.864615
- L 541.476914 489.764132
- L 542.244184 486.233886
- L 543.011453 487.046603
- L 543.778723 488.897473
- L 544.545992 485.686389
- L 545.313262 486.095276
- L 546.080531 488.055343
- L 546.847801 484.4617
- L 547.61507 487.036767
- L 548.38234 485.957284
- L 549.14961 485.775592
- L 549.916879 487.290728
- L 550.684149 488.059185
- L 551.451418 487.223687
- L 552.218688 482.940469
- L 552.985957 485.429283
- L 553.753227 490.304645
- L 554.520496 487.562972
- L 555.287766 488.756719
- L 556.055035 488.896911
- L 556.822305 484.880546
- L 557.589574 486.300926
- L 558.356844 486.833837
- L 559.124113 485.322601
- L 559.891383 487.072823
- L 560.658652 487.435447
- L 561.425922 486.11421
- L 562.193191 488.566149
- L 562.960461 487.329978
- L 563.72773 483.549866
- L 563.72773 483.549866
- " style="fill:none;stroke:#ff0000;stroke-linecap:round;"/>
- </g>
- </g>
- <g id="axes_110">
- <g id="patch_45">
- <path d="M 432.524642 520.912722
- L 564.495 520.912722
- L 564.495 505.812909
- L 432.524642 505.812909
- z
- " style="fill:none;"/>
- </g>
- <g id="matplotlib.axis_44">
- <g id="xtick_151">
- <g id="text_173">
- <!-- 0.05 -->
- <g style="fill:#ff0000;" transform="translate(457.6731 528.971784)scale(0.06 -0.06)">
- <use xlink:href="#DejaVuSans-30"/>
- <use x="63.623047" xlink:href="#DejaVuSans-2e"/>
- <use x="95.410156" xlink:href="#DejaVuSans-30"/>
- <use x="159.033203" xlink:href="#DejaVuSans-35"/>
- </g>
- </g>
- </g>
- <g id="xtick_152">
- <g id="text_174">
- <!-- 0.10 -->
- <g style="fill:#ff0000;" transform="translate(491.053837 528.971784)scale(0.06 -0.06)">
- <use xlink:href="#DejaVuSans-30"/>
- <use x="63.623047" xlink:href="#DejaVuSans-2e"/>
- <use x="95.410156" xlink:href="#DejaVuSans-31"/>
- <use x="159.033203" xlink:href="#DejaVuSans-30"/>
- </g>
- </g>
- </g>
- <g id="xtick_153">
- <g id="text_175">
- <!-- 0.15 -->
- <g style="fill:#ff0000;" transform="translate(524.434575 528.971784)scale(0.06 -0.06)">
- <use xlink:href="#DejaVuSans-30"/>
- <use x="63.623047" xlink:href="#DejaVuSans-2e"/>
- <use x="95.410156" xlink:href="#DejaVuSans-31"/>
- <use x="159.033203" xlink:href="#DejaVuSans-35"/>
- </g>
- </g>
- </g>
- <g id="xtick_154">
- <g id="text_176">
- <!-- 0.20 -->
- <g style="fill:#ff0000;" transform="translate(557.815312 528.971784)scale(0.06 -0.06)">
- <use xlink:href="#DejaVuSans-30"/>
- <use x="63.623047" xlink:href="#DejaVuSans-2e"/>
- <use x="95.410156" xlink:href="#DejaVuSans-32"/>
- <use x="159.033203" xlink:href="#DejaVuSans-30"/>
- </g>
- </g>
- </g>
- </g>
- <g id="line2d_44">
- <path clip-path="url(#p92558d3e7c)" d="M 432.524642 506.499264
- L 434.077235 519.441879
- L 435.629827 518.57294
- L 437.182419 519.555279
- L 438.735012 520.15709
- L 440.287604 520.201558
- L 441.840197 518.555183
- L 443.392789 520.158862
- L 444.945382 520.175795
- L 446.497974 520.131105
- L 448.050567 519.703934
- L 449.603159 519.522635
- L 451.155751 520.122661
- L 452.708344 520.129958
- L 454.260936 520.155034
- L 455.813529 520.184531
- L 457.366121 520.09879
- L 458.918714 520.2041
- L 460.471306 520.102949
- L 462.023899 520.219098
- L 463.576491 520.072093
- L 465.129083 519.803812
- L 466.681676 519.629851
- L 468.234268 520.182392
- L 469.786861 520.152569
- L 471.339453 520.178422
- L 472.892046 520.147611
- L 474.444638 519.997531
- L 475.997231 520.063397
- L 477.549823 520.125329
- L 479.102415 520.224327
- L 480.655008 519.81382
- L 482.2076 520.142382
- L 483.760193 520.22438
- L 485.312785 520.156769
- L 486.865378 520.214123
- L 488.41797 520.073858
- L 489.970563 520.193871
- L 491.523155 520.186725
- L 493.075747 520.223004
- L 494.62834 520.157344
- L 496.180932 520.213164
- L 497.733525 520.114878
- L 499.286117 520.226341
- L 500.83871 520.217736
- L 502.391302 519.908929
- L 503.943895 520.148723
- L 505.496487 520.209861
- L 507.049079 520.013096
- L 508.601672 520.087881
- L 510.154264 520.123433
- L 511.706857 520.133596
- L 513.259449 520.119736
- L 514.812042 520.058536
- L 516.364634 520.139952
- L 517.917227 519.997625
- L 519.469819 520.199376
- L 521.022412 520.001947
- L 522.575004 520.067724
- L 524.127596 520.104804
- L 525.680189 520.216208
- L 527.232781 520.199429
- L 528.785374 519.857524
- L 530.337966 520.047515
- L 531.890559 520.150925
- L 533.443151 520.159068
- L 534.995744 520.166374
- L 536.548336 520.182255
- L 538.100928 520.182981
- L 539.653521 520.128014
- L 541.206113 520.187568
- L 542.758706 520.223319
- L 544.311298 520.184598
- L 545.863891 520.215212
- L 547.416483 520.133336
- L 548.969076 520.194423
- L 550.521668 520.006039
- L 552.07426 520.184256
- L 553.626853 520.208827
- L 555.179445 520.226154
- L 556.732038 520.219865
- L 558.28463 520.16037
- L 559.837223 520.150981
- L 561.389815 520.177466
- L 562.942408 520.202215
- L 564.495 520.226367
- " style="fill:none;stroke:#ff0000;stroke-linecap:round;"/>
- </g>
- </g>
- <g id="axes_111">
- <g clip-path="url(#p5a9c487f0e)">
- <image height="27.6" id="imagebde3d88883" transform="scale(1 -1)translate(0 -27.6)" width="33.12" x="20.445" xlink:href="data:image/png;base64,
- 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" y="-534.830764"/>
- </g>
- <g id="LineCollection_67">
- <path clip-path="url(#p5a9c487f0e)" d="M 35.427873 537.005282
- L 36.033242 537.005282
- L 36.335926 537.307967
- L 40.270822 537.307967
- L 40.422164 537.459309
- L 40.422164 537.761993
- L 41.481559 538.821388
- L 41.784244 538.821388
- L 42.086928 539.124073
- L 42.389612 539.124073
- L 42.692297 539.426757
- L 42.994981 539.426757
- L 43.600349 540.032126
- L 43.903034 540.032126
- L 44.508402 540.637494
- L 45.113771 540.637494
- L 45.416455 540.940178
- L 45.71914 540.940178
- L 46.021824 541.242863
- L 46.324508 541.242863
- L 46.929877 541.848231
- L 47.232561 541.848231
- L 47.83793 542.4536
- L 48.140614 542.4536
- L 48.897325 543.210311
- L 48.897325 543.512995
- L 49.502693 544.118364
- L 49.502693 544.421048
- L 50.713431 545.631785
- L 50.713431 545.93447
- L 51.016115 546.237154
- L 51.016115 546.539838
- L 51.318799 546.842522
- L 51.318799 547.145207
- L 51.621484 547.447891
- L 51.621484 548.05326
- L 51.924168 548.355944
- L 51.924168 550.17205
- L 51.621484 550.474734
- L 51.621484 550.777418
- L 51.318799 551.080103
- L 51.318799 551.382787
- L 51.016115 551.685471
- L 51.016115 552.593524
- L 50.713431 552.896209
- L 50.713431 553.501577
- L 49.95672 554.258288
- L 49.654036 554.258288
- L 49.351351 554.560972
- L 49.048667 554.258288
- L 46.627193 554.258288
- L 46.324508 554.560972
- L 45.71914 554.560972
- L 45.416455 554.863657
- L 45.113771 554.863657
- L 44.35706 555.620367
- L 44.35706 556.225736
- L 44.054376 556.52842
- L 44.054376 556.831105
- L 43.751692 557.133789
- L 43.751692 557.436473
- L 43.600349 557.587815
- L 43.297665 557.587815
- L 42.994981 557.8905
- L 42.692297 557.8905
- L 41.784244 558.798553
- L 41.481559 558.798553
- L 41.178875 559.101237
- L 39.362769 559.101237
- L 38.757401 558.495868
- L 38.152032 558.495868
- L 37.698006 558.949895
- L 37.698006 559.555263
- L 37.546663 559.706606
- L 36.033242 559.706606
- L 35.730558 559.403921
- L 32.40103 559.403921
- L 32.098346 559.101237
- L 31.190293 559.101237
- L 30.887609 558.798553
- L 28.16345 558.798553
- L 27.860766 558.495868
- L 26.04466 558.495868
- L 25.893318 558.344526
- L 25.893318 557.739158
- L 25.590633 557.436473
- L 25.590633 555.923052
- L 25.287949 555.620367
- L 25.287949 555.014999
- L 24.833922 554.560972
- L 24.531238 554.560972
- L 24.228554 554.258288
- L 23.92587 554.258288
- L 23.774527 554.106946
- L 23.774527 553.804262
- L 23.169159 553.198893
- L 23.169159 551.988156
- L 22.866474 551.685471
- L 22.866474 550.777418
- L 23.169159 550.474734
- L 23.169159 549.869366
- L 23.471843 549.566681
- L 23.471843 548.658628
- L 23.774527 548.355944
- L 23.774527 547.750575
- L 24.077212 547.447891
- L 24.077212 547.145207
- L 24.379896 546.842522
- L 24.379896 546.539838
- L 24.68258 546.237154
- L 24.68258 545.93447
- L 24.985265 545.631785
- L 24.985265 545.329101
- L 25.287949 545.026417
- L 25.287949 544.421048
- L 25.590633 544.118364
- L 25.590633 543.815679
- L 25.893318 543.512995
- L 25.893318 543.210311
- L 26.80137 542.302258
- L 26.80137 541.999574
- L 27.406739 541.394205
- L 27.406739 541.091521
- L 28.768818 539.729441
- L 29.071503 539.729441
- L 29.676871 539.124073
- L 29.979556 539.124073
- L 30.28224 538.821388
- L 30.584924 538.821388
- L 30.887609 538.518704
- L 31.190293 538.518704
- L 31.492977 538.21602
- L 32.40103 538.21602
- L 32.703714 537.913335
- L 33.309083 537.913335
- L 33.611767 537.610651
- L 34.822505 537.610651
- L 35.427873 537.005282
- L 35.427873 537.005282
- " style="fill:none;stroke:#000000;stroke-width:0.5;"/>
- </g>
- <g id="text_177">
- <!-- C23 [noise]: Tot. var. expl. 1.9% -->
- <g style="fill:#ff0000;" transform="translate(20.445 529.24743)scale(0.07 -0.07)">
- <use xlink:href="#DejaVuSans-43"/>
- <use x="69.824219" xlink:href="#DejaVuSans-32"/>
- <use x="133.447266" xlink:href="#DejaVuSans-33"/>
- <use x="197.070312" xlink:href="#DejaVuSans-20"/>
- <use x="228.857422" xlink:href="#DejaVuSans-5b"/>
- <use x="267.871094" xlink:href="#DejaVuSans-6e"/>
- <use x="331.25" xlink:href="#DejaVuSans-6f"/>
- <use x="392.431641" xlink:href="#DejaVuSans-69"/>
- <use x="420.214844" xlink:href="#DejaVuSans-73"/>
- <use x="472.314453" xlink:href="#DejaVuSans-65"/>
- <use x="533.837891" xlink:href="#DejaVuSans-5d"/>
- <use x="572.851562" xlink:href="#DejaVuSans-3a"/>
- <use x="606.542969" xlink:href="#DejaVuSans-20"/>
- <use x="638.330078" xlink:href="#DejaVuSans-54"/>
- <use x="699.148438" xlink:href="#DejaVuSans-6f"/>
- <use x="760.330078" xlink:href="#DejaVuSans-74"/>
- <use x="799.539062" xlink:href="#DejaVuSans-2e"/>
- <use x="831.326172" xlink:href="#DejaVuSans-20"/>
- <use x="863.113281" xlink:href="#DejaVuSans-76"/>
- <use x="922.292969" xlink:href="#DejaVuSans-61"/>
- <use x="983.572266" xlink:href="#DejaVuSans-72"/>
- <use x="1024.544922" xlink:href="#DejaVuSans-2e"/>
- <use x="1056.332031" xlink:href="#DejaVuSans-20"/>
- <use x="1088.119141" xlink:href="#DejaVuSans-65"/>
- <use x="1149.626953" xlink:href="#DejaVuSans-78"/>
- <use x="1208.806641" xlink:href="#DejaVuSans-70"/>
- <use x="1272.283203" xlink:href="#DejaVuSans-6c"/>
- <use x="1300.066406" xlink:href="#DejaVuSans-2e"/>
- <use x="1331.853516" xlink:href="#DejaVuSans-20"/>
- <use x="1363.640625" xlink:href="#DejaVuSans-31"/>
- <use x="1427.263672" xlink:href="#DejaVuSans-2e"/>
- <use x="1459.050781" xlink:href="#DejaVuSans-39"/>
- <use x="1522.673828" xlink:href="#DejaVuSans-25"/>
- </g>
- </g>
- </g>
- <g id="axes_112">
- <g clip-path="url(#pd5f23b3865)">
- <image height="33.12" id="imagef413fcea4d" transform="scale(1 -1)translate(0 -33.12)" width="33.12" x="63.702684" xlink:href="data:image/png;base64,
- 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" y="-532.034923"/>
- </g>
- <g id="LineCollection_68">
- <path clip-path="url(#pd5f23b3865)" d="M 76.210863 534.700225
- L 78.023643 534.700225
- L 78.386199 535.062781
- L 78.748755 534.700225
- L 79.111311 534.700225
- L 79.473867 535.062781
- L 79.836423 535.062781
- L 80.198979 535.425337
- L 83.099426 535.425337
- L 83.461982 535.787893
- L 83.824538 535.787893
- L 84.187094 536.150449
- L 84.54965 536.150449
- L 84.912206 536.513005
- L 85.274762 536.513005
- L 85.637317 536.875561
- L 85.999873 536.875561
- L 86.362429 537.238117
- L 86.724985 537.238117
- L 88.537765 539.050896
- L 88.900321 539.050896
- L 91.256934 541.40751
- L 91.256934 541.770066
- L 91.982046 542.495178
- L 91.982046 542.857733
- L 92.707158 543.582845
- L 92.707158 544.307957
- L 93.069714 544.670513
- L 93.069714 547.208405
- L 93.43227 547.570961
- L 93.43227 547.933516
- L 93.794826 548.296072
- L 93.794826 551.921632
- L 93.43227 552.284188
- L 93.43227 552.646744
- L 93.069714 553.009299
- L 93.069714 553.734411
- L 92.707158 554.096967
- L 92.707158 554.459523
- L 92.344602 554.822079
- L 92.344602 555.184635
- L 91.61949 555.909747
- L 91.61949 556.634859
- L 91.256934 556.997415
- L 91.256934 558.085082
- L 90.894378 558.447638
- L 90.894378 558.810194
- L 90.350545 559.354028
- L 89.987989 559.354028
- L 89.806711 559.535306
- L 89.806711 560.260418
- L 89.625433 560.441696
- L 88.537765 560.441696
- L 88.175209 560.804252
- L 87.812653 560.804252
- L 87.450097 561.166808
- L 84.187094 561.166808
- L 83.824538 561.529364
- L 82.374314 561.529364
- L 82.011758 561.89192
- L 77.661087 561.89192
- L 77.298531 561.529364
- L 74.035528 561.529364
- L 73.310416 560.804252
- L 71.860192 560.804252
- L 71.13508 560.07914
- L 70.772524 560.07914
- L 68.778467 558.085082
- L 68.778467 556.997415
- L 68.415911 556.634859
- L 68.415911 554.822079
- L 67.328243 553.734411
- L 67.328243 553.371855
- L 66.965687 553.009299
- L 66.965687 552.284188
- L 66.603131 551.921632
- L 66.603131 547.933516
- L 66.965687 547.570961
- L 66.965687 546.483293
- L 67.328243 546.120737
- L 67.328243 544.307957
- L 67.690799 543.945401
- L 67.690799 543.582845
- L 68.415911 542.857733
- L 68.415911 542.495178
- L 69.141023 541.770066
- L 69.141023 541.40751
- L 69.503579 541.044954
- L 69.503579 540.682398
- L 70.047413 540.138564
- L 70.409968 540.138564
- L 74.035528 536.513005
- L 74.398084 536.513005
- L 74.76064 536.150449
- L 75.123196 536.150449
- L 75.667029 535.606615
- L 75.667029 535.244059
- L 76.210863 534.700225
- L 76.210863 534.700225
- " style="fill:none;stroke:#000000;stroke-width:0.5;"/>
- </g>
- </g>
- <g id="axes_113">
- <g clip-path="url(#p89c839ea17)">
- <image height="39.6" id="image9305561c49" transform="scale(1 -1)translate(0 -39.6)" width="33.12" x="106.960368" xlink:href="data:image/png;base64,
- 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" y="-528.817926"/>
- </g>
- <g id="LineCollection_69">
- <path clip-path="url(#p89c839ea17)" d="M 123.094106 530.71211
- L 125.269442 530.71211
- L 125.631998 531.074666
- L 126.35711 531.074666
- L 126.719666 531.437222
- L 128.169889 531.437222
- L 128.532445 531.799778
- L 129.257557 531.799778
- L 129.620113 532.162334
- L 129.982669 532.162334
- L 132.339283 534.518947
- L 132.339283 534.881503
- L 133.064394 535.606615
- L 133.064394 535.969171
- L 133.789506 536.694283
- L 133.789506 537.056839
- L 134.152062 537.419395
- L 134.152062 537.78195
- L 134.514618 538.144506
- L 134.514618 538.869618
- L 134.877174 539.232174
- L 134.877174 539.957286
- L 135.23973 540.319842
- L 135.23973 541.044954
- L 135.602286 541.40751
- L 135.602286 542.132622
- L 135.964842 542.495178
- L 135.964842 543.220289
- L 136.327398 543.582845
- L 136.327398 544.670513
- L 136.689954 545.033069
- L 136.689954 546.120737
- L 137.05251 546.483293
- L 137.05251 552.646744
- L 136.689954 553.009299
- L 136.689954 554.096967
- L 136.327398 554.459523
- L 136.327398 555.184635
- L 135.964842 555.547191
- L 135.964842 556.272303
- L 135.602286 556.634859
- L 135.602286 556.997415
- L 134.877174 557.722526
- L 134.877174 558.085082
- L 134.514618 558.447638
- L 134.514618 558.810194
- L 133.064394 560.260418
- L 133.064394 560.622974
- L 131.976727 561.710642
- L 131.976727 562.073198
- L 131.070337 562.979587
- L 130.707781 562.979587
- L 130.345225 563.342143
- L 129.982669 563.342143
- L 129.620113 563.704699
- L 129.257557 563.704699
- L 128.895001 564.067255
- L 128.532445 564.067255
- L 128.169889 564.429811
- L 127.807334 564.429811
- L 127.444778 564.792367
- L 123.819218 564.792367
- L 123.456662 565.154923
- L 121.643883 565.154923
- L 121.281327 565.517479
- L 120.193659 565.517479
- L 119.831103 565.154923
- L 119.105991 565.154923
- L 118.743435 564.792367
- L 118.380879 564.792367
- L 117.655768 564.067255
- L 117.293212 564.067255
- L 115.842988 562.617032
- L 115.480432 562.617032
- L 112.398707 559.535306
- L 112.398707 559.17275
- L 112.036151 558.810194
- L 112.036151 558.447638
- L 111.673595 558.085082
- L 111.673595 557.722526
- L 110.948483 556.997415
- L 110.948483 556.272303
- L 110.585927 555.909747
- L 110.585927 554.822079
- L 110.223371 554.459523
- L 110.223371 553.371855
- L 109.860815 553.009299
- L 109.860815 552.284188
- L 110.223371 551.921632
- L 110.223371 551.559076
- L 109.860815 551.19652
- L 109.860815 547.570961
- L 110.223371 547.208405
- L 110.223371 546.483293
- L 110.585927 546.120737
- L 110.585927 545.758181
- L 110.948483 545.395625
- L 110.948483 543.582845
- L 111.311039 543.220289
- L 111.311039 542.132622
- L 111.673595 541.770066
- L 111.673595 541.044954
- L 112.036151 540.682398
- L 112.036151 540.319842
- L 112.398707 539.957286
- L 112.398707 538.507062
- L 112.761262 538.144506
- L 112.761262 537.78195
- L 113.486374 537.056839
- L 113.486374 536.694283
- L 113.84893 536.331727
- L 113.84893 535.969171
- L 117.293212 532.524889
- L 117.655768 532.524889
- L 118.018323 532.162334
- L 118.380879 532.162334
- L 118.743435 531.799778
- L 119.468547 531.799778
- L 119.831103 531.437222
- L 122.006439 531.437222
- L 122.368995 531.074666
- L 122.731551 531.074666
- L 123.094106 530.71211
- L 123.094106 530.71211
- " style="fill:none;stroke:#000000;stroke-width:0.5;"/>
- </g>
- </g>
- <g id="axes_114">
- <g id="patch_46">
- <path d="M 150.218051 545.449918
- L 282.188409 545.449918
- L 282.188409 528.840124
- L 150.218051 528.840124
- z
- " style="fill:none;"/>
- </g>
- <g id="matplotlib.axis_45">
- <g id="xtick_155">
- <g id="text_178">
- <!-- 0 -->
- <g style="fill:#ff0000;" transform="translate(148.309301 553.508981)scale(0.06 -0.06)">
- <use xlink:href="#DejaVuSans-30"/>
- </g>
- </g>
- </g>
- <g id="xtick_156">
- <g id="text_179">
- <!-- 200 -->
- <g style="fill:#ff0000;" transform="translate(205.873363 553.508981)scale(0.06 -0.06)">
- <use xlink:href="#DejaVuSans-32"/>
- <use x="63.623047" xlink:href="#DejaVuSans-30"/>
- <use x="127.246094" xlink:href="#DejaVuSans-30"/>
- </g>
- </g>
- </g>
- <g id="xtick_157">
- <g id="text_180">
- <!-- 400 -->
- <g style="fill:#ff0000;" transform="translate(267.254925 553.508981)scale(0.06 -0.06)">
- <use xlink:href="#DejaVuSans-34"/>
- <use x="63.623047" xlink:href="#DejaVuSans-30"/>
- <use x="127.246094" xlink:href="#DejaVuSans-30"/>
- </g>
- </g>
- </g>
- </g>
- <g id="line2d_45">
- <path clip-path="url(#p5c726dbc20)" d="M 150.218051 542.076485
- L 150.985321 536.568219
- L 151.75259 536.864292
- L 152.51986 540.028809
- L 153.28713 535.211735
- L 154.054399 534.921465
- L 154.821669 534.927813
- L 155.588938 533.68723
- L 156.356208 532.724047
- L 157.123477 532.952055
- L 157.890747 536.147431
- L 158.658016 531.876086
- L 159.425286 536.372162
- L 160.192555 538.310231
- L 160.959825 537.91145
- L 161.727094 535.449894
- L 162.494364 539.968557
- L 163.261633 540.375879
- L 164.028903 538.360263
- L 164.796172 540.61471
- L 165.563442 541.697182
- L 166.330711 539.483231
- L 167.097981 533.589713
- L 167.86525 537.878426
- L 168.63252 533.690606
- L 169.39979 540.709281
- L 170.167059 533.529737
- L 170.934329 540.35975
- L 171.701598 536.394101
- L 172.468868 536.767391
- L 173.236137 533.969095
- L 174.003407 538.704131
- L 174.770676 534.114516
- L 175.537946 537.684089
- L 176.305215 534.317338
- L 177.072485 536.721173
- L 177.839754 534.991087
- L 178.607024 537.480022
- L 179.374293 536.957071
- L 180.141563 537.711333
- L 180.908832 539.909152
- L 181.676102 535.362803
- L 182.443371 537.180383
- L 183.210641 535.224273
- L 183.97791 544.694927
- L 184.74518 542.231976
- L 185.512449 537.120983
- L 186.279719 541.055564
- L 187.046989 534.199577
- L 187.814258 536.529139
- L 188.581528 535.72109
- L 189.348797 531.978478
- L 190.116067 540.81546
- L 190.883336 534.477286
- L 191.650606 537.490809
- L 192.417875 530.728827
- L 193.185145 537.510263
- L 193.952414 534.528563
- L 194.719684 537.474522
- L 195.486953 535.342291
- L 196.254223 535.410563
- L 197.021492 537.264105
- L 197.788762 536.519884
- L 198.556031 539.126555
- L 199.323301 538.925199
- L 200.09057 538.589315
- L 200.85784 543.707846
- L 201.625109 540.137977
- L 202.392379 539.461269
- L 203.159649 538.025388
- L 203.926918 542.482816
- L 204.694188 533.804034
- L 205.461457 540.310054
- L 206.995996 534.745957
- L 207.763266 539.196649
- L 208.530535 534.178085
- L 209.297805 535.816909
- L 210.065074 535.07855
- L 210.832344 534.970849
- L 211.599613 535.246842
- L 212.366883 537.844437
- L 213.134152 539.946215
- L 213.901422 537.113883
- L 214.668691 541.104394
- L 215.435961 536.905979
- L 216.20323 537.807783
- L 216.9705 537.765774
- L 217.737769 535.163287
- L 218.505039 538.296098
- L 219.272309 534.706712
- L 220.039578 542.189118
- L 220.806848 538.675188
- L 221.574117 536.605581
- L 222.341387 536.33473
- L 223.108656 538.897546
- L 223.875926 534.268585
- L 224.643195 538.686289
- L 225.410465 531.470763
- L 226.177734 537.969977
- L 226.945004 529.595114
- L 227.712273 535.765809
- L 228.479543 531.185721
- L 229.246812 535.965085
- L 230.014082 537.263144
- L 230.781351 532.023355
- L 231.548621 535.470911
- L 232.31589 535.616997
- L 233.08316 536.357299
- L 233.850429 537.259856
- L 234.617699 533.522967
- L 235.384968 536.921211
- L 236.919508 536.557785
- L 237.686777 537.715455
- L 238.454047 534.68692
- L 239.221316 538.390843
- L 239.988586 534.678266
- L 240.755855 538.495042
- L 241.523125 536.848276
- L 242.290394 536.181978
- L 243.057664 537.159734
- L 243.824933 533.084657
- L 244.592203 536.669455
- L 245.359472 533.656622
- L 246.126742 534.584517
- L 246.894011 531.781824
- L 247.661281 536.666463
- L 248.42855 533.0085
- L 249.19582 536.871507
- L 249.963089 534.744275
- L 250.730359 536.267441
- L 251.497628 533.504052
- L 252.264898 532.898727
- L 253.032168 535.373178
- L 253.799437 536.295527
- L 254.566707 539.047221
- L 255.333976 538.241884
- L 256.101246 531.594254
- L 256.868515 540.977924
- L 257.635785 536.65113
- L 258.403054 536.062471
- L 259.170324 538.132112
- L 259.937593 533.939126
- L 260.704863 541.991987
- L 261.472132 538.08955
- L 262.239402 540.41002
- L 263.006671 536.229309
- L 263.773941 534.290742
- L 264.54121 537.116774
- L 265.30848 538.274115
- L 266.075749 535.685539
- L 266.843019 534.046472
- L 267.610288 535.243334
- L 269.144827 542.322194
- L 269.912097 534.016328
- L 270.679367 535.796468
- L 271.446636 538.240193
- L 272.213906 532.894796
- L 272.981175 535.216622
- L 273.748445 535.286572
- L 274.515714 541.313101
- L 275.282984 535.392133
- L 276.050253 542.013851
- L 276.817523 537.527035
- L 277.584792 535.693795
- L 278.352062 539.73739
- L 279.119331 532.815909
- L 279.886601 541.233766
- L 280.65387 539.884198
- L 281.42114 536.926909
- L 281.42114 536.926909
- " style="fill:none;stroke:#ff0000;stroke-linecap:round;"/>
- </g>
- </g>
- <g id="axes_115">
- <g id="patch_47">
- <path d="M 150.218051 568.477133
- L 282.188409 568.477133
- L 282.188409 553.37732
- L 150.218051 553.37732
- z
- " style="fill:none;"/>
- </g>
- <g id="matplotlib.axis_46">
- <g id="xtick_158">
- <g id="text_181">
- <!-- 0.05 -->
- <g style="fill:#ff0000;" transform="translate(175.366509 576.536195)scale(0.06 -0.06)">
- <use xlink:href="#DejaVuSans-30"/>
- <use x="63.623047" xlink:href="#DejaVuSans-2e"/>
- <use x="95.410156" xlink:href="#DejaVuSans-30"/>
- <use x="159.033203" xlink:href="#DejaVuSans-35"/>
- </g>
- </g>
- </g>
- <g id="xtick_159">
- <g id="text_182">
- <!-- 0.10 -->
- <g style="fill:#ff0000;" transform="translate(208.747247 576.536195)scale(0.06 -0.06)">
- <use xlink:href="#DejaVuSans-30"/>
- <use x="63.623047" xlink:href="#DejaVuSans-2e"/>
- <use x="95.410156" xlink:href="#DejaVuSans-31"/>
- <use x="159.033203" xlink:href="#DejaVuSans-30"/>
- </g>
- </g>
- </g>
- <g id="xtick_160">
- <g id="text_183">
- <!-- 0.15 -->
- <g style="fill:#ff0000;" transform="translate(242.127984 576.536195)scale(0.06 -0.06)">
- <use xlink:href="#DejaVuSans-30"/>
- <use x="63.623047" xlink:href="#DejaVuSans-2e"/>
- <use x="95.410156" xlink:href="#DejaVuSans-31"/>
- <use x="159.033203" xlink:href="#DejaVuSans-35"/>
- </g>
- </g>
- </g>
- <g id="xtick_161">
- <g id="text_184">
- <!-- 0.20 -->
- <g style="fill:#ff0000;" transform="translate(275.508722 576.536195)scale(0.06 -0.06)">
- <use xlink:href="#DejaVuSans-30"/>
- <use x="63.623047" xlink:href="#DejaVuSans-2e"/>
- <use x="95.410156" xlink:href="#DejaVuSans-32"/>
- <use x="159.033203" xlink:href="#DejaVuSans-30"/>
- </g>
- </g>
- </g>
- </g>
- <g id="line2d_46">
- <path clip-path="url(#p3fdffe0651)" d="M 150.218051 564.990769
- L 151.770644 565.437066
- L 153.323236 567.350782
- L 154.875829 567.171593
- L 156.428421 567.731267
- L 157.981014 567.343695
- L 159.533606 554.063675
- L 161.086199 564.140005
- L 162.638791 567.78856
- L 164.191383 566.804479
- L 165.743976 566.788577
- L 167.296568 567.52996
- L 168.849161 566.400897
- L 170.401753 567.06772
- L 171.954346 567.531035
- L 173.506938 567.790778
- L 175.059531 567.234838
- L 176.612123 567.59442
- L 178.164715 564.941196
- L 179.717308 567.246821
- L 181.2699 567.731982
- L 182.822493 566.708006
- L 184.375085 567.483594
- L 185.927678 567.636755
- L 187.48027 566.895544
- L 189.032863 566.57611
- L 190.585455 567.278662
- L 192.138047 567.419684
- L 193.69064 567.535388
- L 195.243232 567.736937
- L 196.795825 567.613659
- L 198.348417 567.539329
- L 199.90101 566.823147
- L 201.453602 567.4578
- L 203.006195 567.464967
- L 204.558787 567.324574
- L 206.11138 566.95958
- L 207.663972 567.170738
- L 209.216564 567.097632
- L 210.769157 567.752034
- L 212.321749 566.312948
- L 213.874342 567.716915
- L 215.426934 567.637013
- L 216.979527 566.858255
- L 218.532119 566.98404
- L 220.084712 567.556328
- L 221.637304 567.604367
- L 223.189896 567.675002
- L 224.742489 566.734585
- L 226.295081 567.271952
- L 227.847674 567.300179
- L 229.400266 567.560502
- L 230.952859 567.578807
- L 232.505451 567.118711
- L 234.058044 567.345003
- L 235.610636 567.073128
- L 237.163228 566.701297
- L 238.715821 567.627181
- L 240.268413 567.752591
- L 241.821006 566.52942
- L 243.373598 567.640659
- L 244.926191 564.863508
- L 246.478783 567.319368
- L 248.031376 567.680085
- L 249.583968 567.560745
- L 251.13656 567.501424
- L 252.689153 566.127576
- L 254.241745 565.571233
- L 255.794338 564.420322
- L 257.34693 566.344476
- L 258.899523 567.495167
- L 260.452115 566.712593
- L 262.004708 562.240986
- L 263.5573 566.854318
- L 265.109892 564.57048
- L 266.662485 567.278604
- L 268.215077 567.196496
- L 269.76767 567.486073
- L 271.320262 565.776432
- L 272.872855 567.653929
- L 274.425447 564.369806
- L 275.97804 567.672898
- L 277.530632 565.258142
- L 279.083224 564.028518
- L 280.635817 567.492485
- L 282.188409 567.294982
- " style="fill:none;stroke:#ff0000;stroke-linecap:round;"/>
- </g>
- </g>
- <g id="axes_116">
- <g clip-path="url(#pb9e10910d5)">
- <image height="27.6" id="image31c04b3bda" transform="scale(1 -1)translate(0 -27.6)" width="33.12" x="302.751591" xlink:href="data:image/png;base64,
- 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" y="-534.830764"/>
- </g>
- <g id="LineCollection_70">
- <path clip-path="url(#pb9e10910d5)" d="M 317.734464 537.005282
- L 318.339832 537.005282
- L 318.642517 537.307967
- L 322.577413 537.307967
- L 322.728755 537.459309
- L 322.728755 537.761993
- L 323.78815 538.821388
- L 324.090834 538.821388
- L 324.393519 539.124073
- L 324.696203 539.124073
- L 324.998887 539.426757
- L 325.301572 539.426757
- L 325.90694 540.032126
- L 326.209624 540.032126
- L 326.814993 540.637494
- L 327.420362 540.637494
- L 327.723046 540.940178
- L 328.02573 540.940178
- L 328.328415 541.242863
- L 328.631099 541.242863
- L 329.236468 541.848231
- L 329.539152 541.848231
- L 330.14452 542.4536
- L 330.447205 542.4536
- L 331.203916 543.210311
- L 331.203916 543.512995
- L 331.809284 544.118364
- L 331.809284 544.421048
- L 333.020021 545.631785
- L 333.020021 545.93447
- L 333.322706 546.237154
- L 333.322706 546.539838
- L 333.62539 546.842522
- L 333.62539 547.145207
- L 333.928074 547.447891
- L 333.928074 548.05326
- L 334.230759 548.355944
- L 334.230759 550.17205
- L 333.928074 550.474734
- L 333.928074 550.777418
- L 333.62539 551.080103
- L 333.62539 551.382787
- L 333.322706 551.685471
- L 333.322706 552.593524
- L 333.020021 552.896209
- L 333.020021 553.501577
- L 332.263311 554.258288
- L 331.960626 554.258288
- L 331.657942 554.560972
- L 331.355258 554.258288
- L 328.933783 554.258288
- L 328.631099 554.560972
- L 328.02573 554.560972
- L 327.723046 554.863657
- L 327.420362 554.863657
- L 326.663651 555.620367
- L 326.663651 556.225736
- L 326.360967 556.52842
- L 326.360967 556.831105
- L 326.058282 557.133789
- L 326.058282 557.436473
- L 325.90694 557.587815
- L 325.604256 557.587815
- L 325.301572 557.8905
- L 324.998887 557.8905
- L 324.090834 558.798553
- L 323.78815 558.798553
- L 323.485466 559.101237
- L 321.66936 559.101237
- L 321.063991 558.495868
- L 320.458623 558.495868
- L 320.004596 558.949895
- L 320.004596 559.555263
- L 319.853254 559.706606
- L 318.339832 559.706606
- L 318.037148 559.403921
- L 314.707621 559.403921
- L 314.404936 559.101237
- L 313.496884 559.101237
- L 313.194199 558.798553
- L 310.47004 558.798553
- L 310.167356 558.495868
- L 308.35125 558.495868
- L 308.199908 558.344526
- L 308.199908 557.739158
- L 307.897224 557.436473
- L 307.897224 555.923052
- L 307.59454 555.620367
- L 307.59454 555.014999
- L 307.140513 554.560972
- L 306.837829 554.560972
- L 306.535144 554.258288
- L 306.23246 554.258288
- L 306.081118 554.106946
- L 306.081118 553.804262
- L 305.475749 553.198893
- L 305.475749 551.988156
- L 305.173065 551.685471
- L 305.173065 550.777418
- L 305.475749 550.474734
- L 305.475749 549.869366
- L 305.778434 549.566681
- L 305.778434 548.658628
- L 306.081118 548.355944
- L 306.081118 547.750575
- L 306.383802 547.447891
- L 306.383802 547.145207
- L 306.686487 546.842522
- L 306.686487 546.539838
- L 306.989171 546.237154
- L 306.989171 545.93447
- L 307.291855 545.631785
- L 307.291855 545.329101
- L 307.59454 545.026417
- L 307.59454 544.421048
- L 307.897224 544.118364
- L 307.897224 543.815679
- L 308.199908 543.512995
- L 308.199908 543.210311
- L 309.107961 542.302258
- L 309.107961 541.999574
- L 309.71333 541.394205
- L 309.71333 541.091521
- L 311.075409 539.729441
- L 311.378093 539.729441
- L 311.983462 539.124073
- L 312.286146 539.124073
- L 312.588831 538.821388
- L 312.891515 538.821388
- L 313.194199 538.518704
- L 313.496884 538.518704
- L 313.799568 538.21602
- L 314.707621 538.21602
- L 315.010305 537.913335
- L 315.615674 537.913335
- L 315.918358 537.610651
- L 317.129095 537.610651
- L 317.734464 537.005282
- L 317.734464 537.005282
- " style="fill:none;stroke:#000000;stroke-width:0.5;"/>
- </g>
- <g id="text_185">
- <!-- C24 [noise]: Tot. var. expl. 1.9% -->
- <g style="fill:#ff0000;" transform="translate(302.751591 529.24743)scale(0.07 -0.07)">
- <use xlink:href="#DejaVuSans-43"/>
- <use x="69.824219" xlink:href="#DejaVuSans-32"/>
- <use x="133.447266" xlink:href="#DejaVuSans-34"/>
- <use x="197.070312" xlink:href="#DejaVuSans-20"/>
- <use x="228.857422" xlink:href="#DejaVuSans-5b"/>
- <use x="267.871094" xlink:href="#DejaVuSans-6e"/>
- <use x="331.25" xlink:href="#DejaVuSans-6f"/>
- <use x="392.431641" xlink:href="#DejaVuSans-69"/>
- <use x="420.214844" xlink:href="#DejaVuSans-73"/>
- <use x="472.314453" xlink:href="#DejaVuSans-65"/>
- <use x="533.837891" xlink:href="#DejaVuSans-5d"/>
- <use x="572.851562" xlink:href="#DejaVuSans-3a"/>
- <use x="606.542969" xlink:href="#DejaVuSans-20"/>
- <use x="638.330078" xlink:href="#DejaVuSans-54"/>
- <use x="699.148438" xlink:href="#DejaVuSans-6f"/>
- <use x="760.330078" xlink:href="#DejaVuSans-74"/>
- <use x="799.539062" xlink:href="#DejaVuSans-2e"/>
- <use x="831.326172" xlink:href="#DejaVuSans-20"/>
- <use x="863.113281" xlink:href="#DejaVuSans-76"/>
- <use x="922.292969" xlink:href="#DejaVuSans-61"/>
- <use x="983.572266" xlink:href="#DejaVuSans-72"/>
- <use x="1024.544922" xlink:href="#DejaVuSans-2e"/>
- <use x="1056.332031" xlink:href="#DejaVuSans-20"/>
- <use x="1088.119141" xlink:href="#DejaVuSans-65"/>
- <use x="1149.626953" xlink:href="#DejaVuSans-78"/>
- <use x="1208.806641" xlink:href="#DejaVuSans-70"/>
- <use x="1272.283203" xlink:href="#DejaVuSans-6c"/>
- <use x="1300.066406" xlink:href="#DejaVuSans-2e"/>
- <use x="1331.853516" xlink:href="#DejaVuSans-20"/>
- <use x="1363.640625" xlink:href="#DejaVuSans-31"/>
- <use x="1427.263672" xlink:href="#DejaVuSans-2e"/>
- <use x="1459.050781" xlink:href="#DejaVuSans-39"/>
- <use x="1522.673828" xlink:href="#DejaVuSans-25"/>
- </g>
- </g>
- </g>
- <g id="axes_117">
- <g clip-path="url(#pf0da54144a)">
- <image height="33.12" id="image504a2d7a0f" transform="scale(1 -1)translate(0 -33.12)" width="33.12" x="346.009274" xlink:href="data:image/png;base64,
- 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" y="-532.034923"/>
- </g>
- <g id="LineCollection_71">
- <path clip-path="url(#pf0da54144a)" d="M 358.517454 534.700225
- L 360.330234 534.700225
- L 360.69279 535.062781
- L 361.055345 534.700225
- L 361.417901 534.700225
- L 361.780457 535.062781
- L 362.143013 535.062781
- L 362.505569 535.425337
- L 365.406017 535.425337
- L 365.768573 535.787893
- L 366.131128 535.787893
- L 366.493684 536.150449
- L 366.85624 536.150449
- L 367.218796 536.513005
- L 367.581352 536.513005
- L 367.943908 536.875561
- L 368.306464 536.875561
- L 368.66902 537.238117
- L 369.031576 537.238117
- L 370.844356 539.050896
- L 371.206911 539.050896
- L 373.563525 541.40751
- L 373.563525 541.770066
- L 374.288637 542.495178
- L 374.288637 542.857733
- L 375.013749 543.582845
- L 375.013749 544.307957
- L 375.376305 544.670513
- L 375.376305 547.208405
- L 375.738861 547.570961
- L 375.738861 547.933516
- L 376.101417 548.296072
- L 376.101417 551.921632
- L 375.738861 552.284188
- L 375.738861 552.646744
- L 375.376305 553.009299
- L 375.376305 553.734411
- L 375.013749 554.096967
- L 375.013749 554.459523
- L 374.651193 554.822079
- L 374.651193 555.184635
- L 373.926081 555.909747
- L 373.926081 556.634859
- L 373.563525 556.997415
- L 373.563525 558.085082
- L 373.200969 558.447638
- L 373.200969 558.810194
- L 372.657135 559.354028
- L 372.294579 559.354028
- L 372.113301 559.535306
- L 372.113301 560.260418
- L 371.932023 560.441696
- L 370.844356 560.441696
- L 370.4818 560.804252
- L 370.119244 560.804252
- L 369.756688 561.166808
- L 366.493684 561.166808
- L 366.131128 561.529364
- L 364.680905 561.529364
- L 364.318349 561.89192
- L 359.967678 561.89192
- L 359.605122 561.529364
- L 356.342118 561.529364
- L 355.617007 560.804252
- L 354.166783 560.804252
- L 353.441671 560.07914
- L 353.079115 560.07914
- L 351.085057 558.085082
- L 351.085057 556.997415
- L 350.722502 556.634859
- L 350.722502 554.822079
- L 349.634834 553.734411
- L 349.634834 553.371855
- L 349.272278 553.009299
- L 349.272278 552.284188
- L 348.909722 551.921632
- L 348.909722 547.933516
- L 349.272278 547.570961
- L 349.272278 546.483293
- L 349.634834 546.120737
- L 349.634834 544.307957
- L 349.99739 543.945401
- L 349.99739 543.582845
- L 350.722502 542.857733
- L 350.722502 542.495178
- L 351.447613 541.770066
- L 351.447613 541.40751
- L 351.810169 541.044954
- L 351.810169 540.682398
- L 352.354003 540.138564
- L 352.716559 540.138564
- L 356.342118 536.513005
- L 356.704674 536.513005
- L 357.06723 536.150449
- L 357.429786 536.150449
- L 357.97362 535.606615
- L 357.97362 535.244059
- L 358.517454 534.700225
- L 358.517454 534.700225
- " style="fill:none;stroke:#000000;stroke-width:0.5;"/>
- </g>
- </g>
- <g id="axes_118">
- <g clip-path="url(#pcba9dcd4c1)">
- <image height="39.6" id="image1d193c84ac" transform="scale(1 -1)translate(0 -39.6)" width="33.12" x="389.266958" xlink:href="data:image/png;base64,
- 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" y="-528.817926"/>
- </g>
- <g id="LineCollection_72">
- <path clip-path="url(#pcba9dcd4c1)" d="M 405.400697 530.71211
- L 407.576033 530.71211
- L 407.938589 531.074666
- L 408.6637 531.074666
- L 409.026256 531.437222
- L 410.47648 531.437222
- L 410.839036 531.799778
- L 411.564148 531.799778
- L 411.926704 532.162334
- L 412.28926 532.162334
- L 414.645873 534.518947
- L 414.645873 534.881503
- L 415.370985 535.606615
- L 415.370985 535.969171
- L 416.096097 536.694283
- L 416.096097 537.056839
- L 416.458653 537.419395
- L 416.458653 537.78195
- L 416.821209 538.144506
- L 416.821209 538.869618
- L 417.183765 539.232174
- L 417.183765 539.957286
- L 417.546321 540.319842
- L 417.546321 541.044954
- L 417.908877 541.40751
- L 417.908877 542.132622
- L 418.271433 542.495178
- L 418.271433 543.220289
- L 418.633988 543.582845
- L 418.633988 544.670513
- L 418.996544 545.033069
- L 418.996544 546.120737
- L 419.3591 546.483293
- L 419.3591 552.646744
- L 418.996544 553.009299
- L 418.996544 554.096967
- L 418.633988 554.459523
- L 418.633988 555.184635
- L 418.271433 555.547191
- L 418.271433 556.272303
- L 417.908877 556.634859
- L 417.908877 556.997415
- L 417.183765 557.722526
- L 417.183765 558.085082
- L 416.821209 558.447638
- L 416.821209 558.810194
- L 415.370985 560.260418
- L 415.370985 560.622974
- L 414.283317 561.710642
- L 414.283317 562.073198
- L 413.376928 562.979587
- L 413.014372 562.979587
- L 412.651816 563.342143
- L 412.28926 563.342143
- L 411.926704 563.704699
- L 411.564148 563.704699
- L 411.201592 564.067255
- L 410.839036 564.067255
- L 410.47648 564.429811
- L 410.113924 564.429811
- L 409.751368 564.792367
- L 406.125809 564.792367
- L 405.763253 565.154923
- L 403.950473 565.154923
- L 403.587917 565.517479
- L 402.50025 565.517479
- L 402.137694 565.154923
- L 401.412582 565.154923
- L 401.050026 564.792367
- L 400.68747 564.792367
- L 399.962358 564.067255
- L 399.599802 564.067255
- L 398.149579 562.617032
- L 397.787023 562.617032
- L 394.705297 559.535306
- L 394.705297 559.17275
- L 394.342741 558.810194
- L 394.342741 558.447638
- L 393.980185 558.085082
- L 393.980185 557.722526
- L 393.255073 556.997415
- L 393.255073 556.272303
- L 392.892518 555.909747
- L 392.892518 554.822079
- L 392.529962 554.459523
- L 392.529962 553.371855
- L 392.167406 553.009299
- L 392.167406 552.284188
- L 392.529962 551.921632
- L 392.529962 551.559076
- L 392.167406 551.19652
- L 392.167406 547.570961
- L 392.529962 547.208405
- L 392.529962 546.483293
- L 392.892518 546.120737
- L 392.892518 545.758181
- L 393.255073 545.395625
- L 393.255073 543.582845
- L 393.617629 543.220289
- L 393.617629 542.132622
- L 393.980185 541.770066
- L 393.980185 541.044954
- L 394.342741 540.682398
- L 394.342741 540.319842
- L 394.705297 539.957286
- L 394.705297 538.507062
- L 395.067853 538.144506
- L 395.067853 537.78195
- L 395.792965 537.056839
- L 395.792965 536.694283
- L 396.155521 536.331727
- L 396.155521 535.969171
- L 399.599802 532.524889
- L 399.962358 532.524889
- L 400.324914 532.162334
- L 400.68747 532.162334
- L 401.050026 531.799778
- L 401.775138 531.799778
- L 402.137694 531.437222
- L 404.313029 531.437222
- L 404.675585 531.074666
- L 405.038141 531.074666
- L 405.400697 530.71211
- L 405.400697 530.71211
- " style="fill:none;stroke:#000000;stroke-width:0.5;"/>
- </g>
- </g>
- <g id="axes_119">
- <g id="patch_48">
- <path d="M 432.524642 545.449918
- L 564.495 545.449918
- L 564.495 528.840124
- L 432.524642 528.840124
- z
- " style="fill:none;"/>
- </g>
- <g id="matplotlib.axis_47">
- <g id="xtick_162">
- <g id="text_186">
- <!-- 0 -->
- <g style="fill:#ff0000;" transform="translate(430.615892 553.508981)scale(0.06 -0.06)">
- <use xlink:href="#DejaVuSans-30"/>
- </g>
- </g>
- </g>
- <g id="xtick_163">
- <g id="text_187">
- <!-- 200 -->
- <g style="fill:#ff0000;" transform="translate(488.179954 553.508981)scale(0.06 -0.06)">
- <use xlink:href="#DejaVuSans-32"/>
- <use x="63.623047" xlink:href="#DejaVuSans-30"/>
- <use x="127.246094" xlink:href="#DejaVuSans-30"/>
- </g>
- </g>
- </g>
- <g id="xtick_164">
- <g id="text_188">
- <!-- 400 -->
- <g style="fill:#ff0000;" transform="translate(549.561516 553.508981)scale(0.06 -0.06)">
- <use xlink:href="#DejaVuSans-34"/>
- <use x="63.623047" xlink:href="#DejaVuSans-30"/>
- <use x="127.246094" xlink:href="#DejaVuSans-30"/>
- </g>
- </g>
- </g>
- </g>
- <g id="line2d_47">
- <path clip-path="url(#p08cdc4c2ee)" d="M 432.524642 543.097306
- L 433.291912 540.134616
- L 434.059181 538.34613
- L 435.59372 542.090518
- L 436.36099 534.265808
- L 437.128259 534.138398
- L 437.895529 543.637367
- L 438.662798 535.744056
- L 439.430068 530.33978
- L 440.964607 540.732284
- L 441.731876 534.487131
- L 442.499146 535.534577
- L 443.266415 542.228885
- L 444.033685 539.571683
- L 444.800954 535.874114
- L 445.568224 539.920466
- L 446.335493 541.728695
- L 447.102763 542.159254
- L 447.870033 541.664869
- L 448.637302 544.010721
- L 449.404572 537.039134
- L 450.171841 541.83154
- L 450.939111 536.151402
- L 451.70638 542.439758
- L 452.47365 537.099991
- L 453.240919 538.410731
- L 454.775458 537.450654
- L 455.542728 535.402903
- L 456.309997 534.581922
- L 457.077267 538.512069
- L 457.844536 530.452024
- L 458.611806 540.259776
- L 459.379075 531.818909
- L 460.146345 544.635542
- L 460.913614 534.255663
- L 461.680884 540.821914
- L 462.448153 534.022001
- L 463.215423 537.010294
- L 463.982693 539.254164
- L 464.749962 537.812818
- L 465.517232 538.358085
- L 467.051771 542.562043
- L 467.81904 538.314448
- L 468.58631 537.962302
- L 469.353579 537.246198
- L 470.120849 532.353138
- L 470.888118 541.006161
- L 471.655388 530.693407
- L 472.422657 538.495647
- L 473.189927 532.045363
- L 473.957196 534.337208
- L 474.724466 533.484795
- L 475.491735 530.238989
- L 476.259005 539.478865
- L 477.026274 529.595114
- L 477.793544 539.101831
- L 478.560813 531.684536
- L 479.328083 533.63675
- L 480.095352 543.15692
- L 480.862622 530.398887
- L 481.629892 538.933162
- L 483.164431 534.120271
- L 483.9317 542.664868
- L 484.69897 538.583912
- L 485.466239 538.337654
- L 486.233509 538.722158
- L 487.000778 536.091577
- L 487.768048 532.047748
- L 488.535317 541.773953
- L 489.302587 534.350515
- L 490.069856 537.610249
- L 490.837126 535.757773
- L 491.604395 532.754058
- L 492.371665 540.740557
- L 493.138934 533.708927
- L 493.906204 537.964666
- L 494.673473 532.994855
- L 495.440743 533.973265
- L 496.208012 536.744743
- L 496.975282 531.38287
- L 497.742552 543.635973
- L 498.509821 531.390019
- L 499.277091 544.694927
- L 500.04436 531.355745
- L 500.81163 537.478998
- L 501.578899 536.370797
- L 502.346169 538.488499
- L 503.113438 543.071961
- L 503.880708 536.208982
- L 504.647977 537.634047
- L 505.415247 540.719161
- L 506.182516 535.085317
- L 506.949786 537.795062
- L 507.717055 535.612742
- L 508.484325 535.084983
- L 509.251594 532.523375
- L 510.018864 530.5107
- L 510.786133 538.514516
- L 511.553403 532.588468
- L 512.320672 539.82293
- L 513.087942 534.364122
- L 513.855211 531.549324
- L 514.622481 540.766925
- L 515.389751 532.289225
- L 516.92429 539.161595
- L 517.691559 532.327522
- L 518.458829 543.657783
- L 519.226098 531.68481
- L 519.993368 535.717979
- L 520.760637 538.838385
- L 521.527907 536.589358
- L 522.295176 539.62827
- L 523.062446 535.092527
- L 523.829715 544.313578
- L 524.596985 532.759984
- L 525.364254 536.214281
- L 526.131524 536.57253
- L 526.898793 533.219765
- L 527.666063 541.139731
- L 528.433332 530.612065
- L 529.200602 532.411298
- L 529.967871 540.166219
- L 531.502411 534.446117
- L 532.26968 538.948199
- L 533.03695 532.633149
- L 533.804219 540.34465
- L 534.571489 532.976628
- L 535.338758 540.45014
- L 536.106028 536.295856
- L 536.873297 537.593711
- L 537.640567 542.460588
- L 538.407836 537.244882
- L 539.175106 538.973547
- L 539.942375 539.569952
- L 540.709645 534.257949
- L 541.476914 541.816936
- L 542.244184 534.601756
- L 543.011453 540.382727
- L 543.778723 539.12783
- L 544.545992 538.733914
- L 545.313262 540.234041
- L 546.080531 537.154929
- L 546.847801 536.643277
- L 547.61507 539.81774
- L 548.38234 538.746511
- L 549.14961 533.168423
- L 549.916879 541.043797
- L 550.684149 532.584562
- L 551.451418 538.689922
- L 552.218688 537.911827
- L 552.985957 534.797183
- L 553.753227 542.101229
- L 554.520496 537.032338
- L 555.287766 536.284137
- L 556.055035 536.98655
- L 556.822305 540.094232
- L 557.589574 537.950692
- L 558.356844 534.866618
- L 559.124113 542.86598
- L 559.891383 535.39424
- L 560.658652 540.446704
- L 561.425922 534.358614
- L 562.193191 537.159374
- L 562.960461 540.70105
- L 563.72773 539.058708
- L 563.72773 539.058708
- " style="fill:none;stroke:#ff0000;stroke-linecap:round;"/>
- </g>
- </g>
- <g id="axes_120">
- <g id="patch_49">
- <path d="M 432.524642 568.477133
- L 564.495 568.477133
- L 564.495 553.37732
- L 432.524642 553.37732
- z
- " style="fill:none;"/>
- </g>
- <g id="matplotlib.axis_48">
- <g id="xtick_165">
- <g id="text_189">
- <!-- 0.05 -->
- <g style="fill:#ff0000;" transform="translate(457.6731 576.536195)scale(0.06 -0.06)">
- <use xlink:href="#DejaVuSans-30"/>
- <use x="63.623047" xlink:href="#DejaVuSans-2e"/>
- <use x="95.410156" xlink:href="#DejaVuSans-30"/>
- <use x="159.033203" xlink:href="#DejaVuSans-35"/>
- </g>
- </g>
- </g>
- <g id="xtick_166">
- <g id="text_190">
- <!-- 0.10 -->
- <g style="fill:#ff0000;" transform="translate(491.053837 576.536195)scale(0.06 -0.06)">
- <use xlink:href="#DejaVuSans-30"/>
- <use x="63.623047" xlink:href="#DejaVuSans-2e"/>
- <use x="95.410156" xlink:href="#DejaVuSans-31"/>
- <use x="159.033203" xlink:href="#DejaVuSans-30"/>
- </g>
- </g>
- </g>
- <g id="xtick_167">
- <g id="text_191">
- <!-- 0.15 -->
- <g style="fill:#ff0000;" transform="translate(524.434575 576.536195)scale(0.06 -0.06)">
- <use xlink:href="#DejaVuSans-30"/>
- <use x="63.623047" xlink:href="#DejaVuSans-2e"/>
- <use x="95.410156" xlink:href="#DejaVuSans-31"/>
- <use x="159.033203" xlink:href="#DejaVuSans-35"/>
- </g>
- </g>
- </g>
- <g id="xtick_168">
- <g id="text_192">
- <!-- 0.20 -->
- <g style="fill:#ff0000;" transform="translate(557.815312 576.536195)scale(0.06 -0.06)">
- <use xlink:href="#DejaVuSans-30"/>
- <use x="63.623047" xlink:href="#DejaVuSans-2e"/>
- <use x="95.410156" xlink:href="#DejaVuSans-32"/>
- <use x="159.033203" xlink:href="#DejaVuSans-30"/>
- </g>
- </g>
- </g>
- </g>
- <g id="line2d_48">
- <path clip-path="url(#p5dd4a0440c)" d="M 432.524642 561.970913
- L 434.077235 567.394131
- L 435.629827 566.468592
- L 437.182419 567.780933
- L 438.735012 567.696116
- L 440.287604 567.748447
- L 441.840197 558.476002
- L 443.392789 564.884429
- L 444.945382 567.095652
- L 446.497974 567.606376
- L 448.050567 567.517244
- L 449.603159 567.10367
- L 451.155751 567.335214
- L 452.708344 567.775036
- L 454.260936 567.30157
- L 455.813529 567.740722
- L 457.366121 567.365937
- L 458.918714 567.740712
- L 460.471306 567.53516
- L 462.023899 566.824375
- L 463.576491 566.978748
- L 465.129083 567.702899
- L 466.681676 567.491138
- L 468.234268 567.59764
- L 469.786861 567.550572
- L 471.339453 567.235291
- L 472.892046 567.789896
- L 474.444638 566.881672
- L 475.997231 567.080371
- L 477.549823 567.647511
- L 479.102415 567.24243
- L 480.655008 567.437976
- L 482.2076 567.615299
- L 483.760193 567.628445
- L 485.312785 567.633366
- L 486.865378 567.695823
- L 488.41797 567.528713
- L 489.970563 567.76887
- L 491.523155 567.790778
- L 493.075747 567.313128
- L 494.62834 565.398578
- L 496.180932 567.638715
- L 497.733525 566.71715
- L 499.286117 567.202597
- L 500.83871 567.691571
- L 502.391302 567.240182
- L 503.943895 566.940214
- L 505.496487 567.17163
- L 507.049079 565.731673
- L 508.601672 566.935315
- L 510.154264 566.540133
- L 511.706857 567.350216
- L 513.259449 567.150559
- L 514.812042 567.581981
- L 516.364634 567.755497
- L 517.917227 567.383243
- L 519.469819 566.35843
- L 521.022412 567.117989
- L 522.575004 567.46283
- L 524.127596 564.299328
- L 525.680189 566.563093
- L 527.232781 566.209816
- L 528.785374 567.716958
- L 530.337966 566.719285
- L 531.890559 566.723
- L 533.443151 565.919938
- L 534.995744 566.327391
- L 536.548336 563.697351
- L 538.100928 559.556465
- L 539.653521 564.561979
- L 541.206113 565.762983
- L 542.758706 565.443253
- L 544.311298 562.761378
- L 545.863891 566.442551
- L 547.416483 554.063675
- L 548.969076 567.73353
- L 550.521668 567.088997
- L 552.07426 566.76535
- L 553.626853 566.525524
- L 555.179445 567.153567
- L 556.732038 564.025595
- L 558.28463 567.467018
- L 559.837223 567.448951
- L 561.389815 563.286214
- L 562.942408 567.733212
- L 564.495 567.769973
- " style="fill:none;stroke:#ff0000;stroke-linecap:round;"/>
- </g>
- </g>
- <g id="axes_121">
- <g clip-path="url(#p60b4e100e7)">
- <image height="27.6" id="image3d59877c5a" transform="scale(1 -1)translate(0 -27.6)" width="33.12" x="20.445" xlink:href="data:image/png;base64,
- 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" y="-582.395175"/>
- </g>
- <g id="LineCollection_73">
- <path clip-path="url(#p60b4e100e7)" d="M 35.427873 584.569694
- L 36.033242 584.569694
- L 36.335926 584.872378
- L 40.270822 584.872378
- L 40.422164 585.02372
- L 40.422164 585.326404
- L 41.481559 586.3858
- L 41.784244 586.3858
- L 42.086928 586.688484
- L 42.389612 586.688484
- L 42.692297 586.991168
- L 42.994981 586.991168
- L 43.600349 587.596537
- L 43.903034 587.596537
- L 44.508402 588.201905
- L 45.113771 588.201905
- L 45.416455 588.50459
- L 45.71914 588.50459
- L 46.021824 588.807274
- L 46.324508 588.807274
- L 46.929877 589.412643
- L 47.232561 589.412643
- L 47.83793 590.018011
- L 48.140614 590.018011
- L 48.897325 590.774722
- L 48.897325 591.077406
- L 49.502693 591.682775
- L 49.502693 591.985459
- L 50.713431 593.196196
- L 50.713431 593.498881
- L 51.016115 593.801565
- L 51.016115 594.104249
- L 51.318799 594.406934
- L 51.318799 594.709618
- L 51.621484 595.012302
- L 51.621484 595.617671
- L 51.924168 595.920355
- L 51.924168 597.736461
- L 51.621484 598.039145
- L 51.621484 598.34183
- L 51.318799 598.644514
- L 51.318799 598.947198
- L 51.016115 599.249883
- L 51.016115 600.157935
- L 50.713431 600.46062
- L 50.713431 601.065988
- L 49.95672 601.822699
- L 49.654036 601.822699
- L 49.351351 602.125383
- L 49.048667 601.822699
- L 46.627193 601.822699
- L 46.324508 602.125383
- L 45.71914 602.125383
- L 45.416455 602.428068
- L 45.113771 602.428068
- L 44.35706 603.184779
- L 44.35706 603.790147
- L 44.054376 604.092831
- L 44.054376 604.395516
- L 43.751692 604.6982
- L 43.751692 605.000884
- L 43.600349 605.152227
- L 43.297665 605.152227
- L 42.994981 605.454911
- L 42.692297 605.454911
- L 41.784244 606.362964
- L 41.481559 606.362964
- L 41.178875 606.665648
- L 39.362769 606.665648
- L 38.757401 606.060279
- L 38.152032 606.060279
- L 37.698006 606.514306
- L 37.698006 607.119675
- L 37.546663 607.271017
- L 36.033242 607.271017
- L 35.730558 606.968332
- L 32.40103 606.968332
- L 32.098346 606.665648
- L 31.190293 606.665648
- L 30.887609 606.362964
- L 28.16345 606.362964
- L 27.860766 606.060279
- L 26.04466 606.060279
- L 25.893318 605.908937
- L 25.893318 605.303569
- L 25.590633 605.000884
- L 25.590633 603.487463
- L 25.287949 603.184779
- L 25.287949 602.57941
- L 24.833922 602.125383
- L 24.531238 602.125383
- L 24.228554 601.822699
- L 23.92587 601.822699
- L 23.774527 601.671357
- L 23.774527 601.368673
- L 23.169159 600.763304
- L 23.169159 599.552567
- L 22.866474 599.249883
- L 22.866474 598.34183
- L 23.169159 598.039145
- L 23.169159 597.433777
- L 23.471843 597.131092
- L 23.471843 596.22304
- L 23.774527 595.920355
- L 23.774527 595.314987
- L 24.077212 595.012302
- L 24.077212 594.709618
- L 24.379896 594.406934
- L 24.379896 594.104249
- L 24.68258 593.801565
- L 24.68258 593.498881
- L 24.985265 593.196196
- L 24.985265 592.893512
- L 25.287949 592.590828
- L 25.287949 591.985459
- L 25.590633 591.682775
- L 25.590633 591.380091
- L 25.893318 591.077406
- L 25.893318 590.774722
- L 26.80137 589.866669
- L 26.80137 589.563985
- L 27.406739 588.958616
- L 27.406739 588.655932
- L 28.768818 587.293852
- L 29.071503 587.293852
- L 29.676871 586.688484
- L 29.979556 586.688484
- L 30.28224 586.3858
- L 30.584924 586.3858
- L 30.887609 586.083115
- L 31.190293 586.083115
- L 31.492977 585.780431
- L 32.40103 585.780431
- L 32.703714 585.477747
- L 33.309083 585.477747
- L 33.611767 585.175062
- L 34.822505 585.175062
- L 35.427873 584.569694
- L 35.427873 584.569694
- " style="fill:none;stroke:#000000;stroke-width:0.5;"/>
- </g>
- <g id="text_193">
- <!-- C25 [noise]: Tot. var. expl. 1.7% -->
- <g style="fill:#ff0000;" transform="translate(20.445 576.811841)scale(0.07 -0.07)">
- <use xlink:href="#DejaVuSans-43"/>
- <use x="69.824219" xlink:href="#DejaVuSans-32"/>
- <use x="133.447266" xlink:href="#DejaVuSans-35"/>
- <use x="197.070312" xlink:href="#DejaVuSans-20"/>
- <use x="228.857422" xlink:href="#DejaVuSans-5b"/>
- <use x="267.871094" xlink:href="#DejaVuSans-6e"/>
- <use x="331.25" xlink:href="#DejaVuSans-6f"/>
- <use x="392.431641" xlink:href="#DejaVuSans-69"/>
- <use x="420.214844" xlink:href="#DejaVuSans-73"/>
- <use x="472.314453" xlink:href="#DejaVuSans-65"/>
- <use x="533.837891" xlink:href="#DejaVuSans-5d"/>
- <use x="572.851562" xlink:href="#DejaVuSans-3a"/>
- <use x="606.542969" xlink:href="#DejaVuSans-20"/>
- <use x="638.330078" xlink:href="#DejaVuSans-54"/>
- <use x="699.148438" xlink:href="#DejaVuSans-6f"/>
- <use x="760.330078" xlink:href="#DejaVuSans-74"/>
- <use x="799.539062" xlink:href="#DejaVuSans-2e"/>
- <use x="831.326172" xlink:href="#DejaVuSans-20"/>
- <use x="863.113281" xlink:href="#DejaVuSans-76"/>
- <use x="922.292969" xlink:href="#DejaVuSans-61"/>
- <use x="983.572266" xlink:href="#DejaVuSans-72"/>
- <use x="1024.544922" xlink:href="#DejaVuSans-2e"/>
- <use x="1056.332031" xlink:href="#DejaVuSans-20"/>
- <use x="1088.119141" xlink:href="#DejaVuSans-65"/>
- <use x="1149.626953" xlink:href="#DejaVuSans-78"/>
- <use x="1208.806641" xlink:href="#DejaVuSans-70"/>
- <use x="1272.283203" xlink:href="#DejaVuSans-6c"/>
- <use x="1300.066406" xlink:href="#DejaVuSans-2e"/>
- <use x="1331.853516" xlink:href="#DejaVuSans-20"/>
- <use x="1363.640625" xlink:href="#DejaVuSans-31"/>
- <use x="1427.263672" xlink:href="#DejaVuSans-2e"/>
- <use x="1459.050781" xlink:href="#DejaVuSans-37"/>
- <use x="1522.673828" xlink:href="#DejaVuSans-25"/>
- </g>
- </g>
- </g>
- <g id="axes_122">
- <g clip-path="url(#p3d65888790)">
- <image height="33.12" id="image5c5c78d9a2" transform="scale(1 -1)translate(0 -33.12)" width="33.12" x="63.702684" xlink:href="data:image/png;base64,
- 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" y="-579.599334"/>
- </g>
- <g id="LineCollection_74">
- <path clip-path="url(#p3d65888790)" d="M 76.210863 582.264636
- L 78.023643 582.264636
- L 78.386199 582.627192
- L 78.748755 582.264636
- L 79.111311 582.264636
- L 79.473867 582.627192
- L 79.836423 582.627192
- L 80.198979 582.989748
- L 83.099426 582.989748
- L 83.461982 583.352304
- L 83.824538 583.352304
- L 84.187094 583.71486
- L 84.54965 583.71486
- L 84.912206 584.077416
- L 85.274762 584.077416
- L 85.637317 584.439972
- L 85.999873 584.439972
- L 86.362429 584.802528
- L 86.724985 584.802528
- L 88.537765 586.615307
- L 88.900321 586.615307
- L 91.256934 588.971921
- L 91.256934 589.334477
- L 91.982046 590.059589
- L 91.982046 590.422145
- L 92.707158 591.147257
- L 92.707158 591.872368
- L 93.069714 592.234924
- L 93.069714 594.772816
- L 93.43227 595.135372
- L 93.43227 595.497928
- L 93.794826 595.860484
- L 93.794826 599.486043
- L 93.43227 599.848599
- L 93.43227 600.211155
- L 93.069714 600.573711
- L 93.069714 601.298823
- L 92.707158 601.661378
- L 92.707158 602.023934
- L 92.344602 602.38649
- L 92.344602 602.749046
- L 91.61949 603.474158
- L 91.61949 604.19927
- L 91.256934 604.561826
- L 91.256934 605.649494
- L 90.894378 606.01205
- L 90.894378 606.374605
- L 90.350545 606.918439
- L 89.987989 606.918439
- L 89.806711 607.099717
- L 89.806711 607.824829
- L 89.625433 608.006107
- L 88.537765 608.006107
- L 88.175209 608.368663
- L 87.812653 608.368663
- L 87.450097 608.731219
- L 84.187094 608.731219
- L 83.824538 609.093775
- L 82.374314 609.093775
- L 82.011758 609.456331
- L 77.661087 609.456331
- L 77.298531 609.093775
- L 74.035528 609.093775
- L 73.310416 608.368663
- L 71.860192 608.368663
- L 71.13508 607.643551
- L 70.772524 607.643551
- L 68.778467 605.649494
- L 68.778467 604.561826
- L 68.415911 604.19927
- L 68.415911 602.38649
- L 67.328243 601.298823
- L 67.328243 600.936267
- L 66.965687 600.573711
- L 66.965687 599.848599
- L 66.603131 599.486043
- L 66.603131 595.497928
- L 66.965687 595.135372
- L 66.965687 594.047704
- L 67.328243 593.685148
- L 67.328243 591.872368
- L 67.690799 591.509812
- L 67.690799 591.147257
- L 68.415911 590.422145
- L 68.415911 590.059589
- L 69.141023 589.334477
- L 69.141023 588.971921
- L 69.503579 588.609365
- L 69.503579 588.246809
- L 70.047413 587.702975
- L 70.409968 587.702975
- L 74.035528 584.077416
- L 74.398084 584.077416
- L 74.76064 583.71486
- L 75.123196 583.71486
- L 75.667029 583.171026
- L 75.667029 582.80847
- L 76.210863 582.264636
- L 76.210863 582.264636
- " style="fill:none;stroke:#000000;stroke-width:0.5;"/>
- </g>
- </g>
- <g id="axes_123">
- <g clip-path="url(#ped28e05356)">
- <image height="39.6" id="image5fbd47f553" transform="scale(1 -1)translate(0 -39.6)" width="33.12" x="106.960368" xlink:href="data:image/png;base64,
- 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" y="-576.382338"/>
- </g>
- <g id="LineCollection_75">
- <path clip-path="url(#ped28e05356)" d="M 123.094106 578.276521
- L 125.269442 578.276521
- L 125.631998 578.639077
- L 126.35711 578.639077
- L 126.719666 579.001633
- L 128.169889 579.001633
- L 128.532445 579.364189
- L 129.257557 579.364189
- L 129.620113 579.726745
- L 129.982669 579.726745
- L 132.339283 582.083358
- L 132.339283 582.445914
- L 133.064394 583.171026
- L 133.064394 583.533582
- L 133.789506 584.258694
- L 133.789506 584.62125
- L 134.152062 584.983806
- L 134.152062 585.346362
- L 134.514618 585.708918
- L 134.514618 586.434029
- L 134.877174 586.796585
- L 134.877174 587.521697
- L 135.23973 587.884253
- L 135.23973 588.609365
- L 135.602286 588.971921
- L 135.602286 589.697033
- L 135.964842 590.059589
- L 135.964842 590.784701
- L 136.327398 591.147257
- L 136.327398 592.234924
- L 136.689954 592.59748
- L 136.689954 593.685148
- L 137.05251 594.047704
- L 137.05251 600.211155
- L 136.689954 600.573711
- L 136.689954 601.661378
- L 136.327398 602.023934
- L 136.327398 602.749046
- L 135.964842 603.111602
- L 135.964842 603.836714
- L 135.602286 604.19927
- L 135.602286 604.561826
- L 134.877174 605.286938
- L 134.877174 605.649494
- L 134.514618 606.01205
- L 134.514618 606.374605
- L 133.064394 607.824829
- L 133.064394 608.187385
- L 131.976727 609.275053
- L 131.976727 609.637609
- L 131.070337 610.543999
- L 130.707781 610.543999
- L 130.345225 610.906555
- L 129.982669 610.906555
- L 129.620113 611.269111
- L 129.257557 611.269111
- L 128.895001 611.631666
- L 128.532445 611.631666
- L 128.169889 611.994222
- L 127.807334 611.994222
- L 127.444778 612.356778
- L 123.819218 612.356778
- L 123.456662 612.719334
- L 121.643883 612.719334
- L 121.281327 613.08189
- L 120.193659 613.08189
- L 119.831103 612.719334
- L 119.105991 612.719334
- L 118.743435 612.356778
- L 118.380879 612.356778
- L 117.655768 611.631666
- L 117.293212 611.631666
- L 115.842988 610.181443
- L 115.480432 610.181443
- L 112.398707 607.099717
- L 112.398707 606.737161
- L 112.036151 606.374605
- L 112.036151 606.01205
- L 111.673595 605.649494
- L 111.673595 605.286938
- L 110.948483 604.561826
- L 110.948483 603.836714
- L 110.585927 603.474158
- L 110.585927 602.38649
- L 110.223371 602.023934
- L 110.223371 600.936267
- L 109.860815 600.573711
- L 109.860815 599.848599
- L 110.223371 599.486043
- L 110.223371 599.123487
- L 109.860815 598.760931
- L 109.860815 595.135372
- L 110.223371 594.772816
- L 110.223371 594.047704
- L 110.585927 593.685148
- L 110.585927 593.322592
- L 110.948483 592.960036
- L 110.948483 591.147257
- L 111.311039 590.784701
- L 111.311039 589.697033
- L 111.673595 589.334477
- L 111.673595 588.609365
- L 112.036151 588.246809
- L 112.036151 587.884253
- L 112.398707 587.521697
- L 112.398707 586.071474
- L 112.761262 585.708918
- L 112.761262 585.346362
- L 113.486374 584.62125
- L 113.486374 584.258694
- L 113.84893 583.896138
- L 113.84893 583.533582
- L 117.293212 580.089301
- L 117.655768 580.089301
- L 118.018323 579.726745
- L 118.380879 579.726745
- L 118.743435 579.364189
- L 119.468547 579.364189
- L 119.831103 579.001633
- L 122.006439 579.001633
- L 122.368995 578.639077
- L 122.731551 578.639077
- L 123.094106 578.276521
- L 123.094106 578.276521
- " style="fill:none;stroke:#000000;stroke-width:0.5;"/>
- </g>
- </g>
- <g id="axes_124">
- <g id="patch_50">
- <path d="M 150.218051 593.014329
- L 282.188409 593.014329
- L 282.188409 576.404535
- L 150.218051 576.404535
- z
- " style="fill:none;"/>
- </g>
- <g id="matplotlib.axis_49">
- <g id="xtick_169">
- <g id="text_194">
- <!-- 0 -->
- <g style="fill:#ff0000;" transform="translate(148.309301 601.073392)scale(0.06 -0.06)">
- <use xlink:href="#DejaVuSans-30"/>
- </g>
- </g>
- </g>
- <g id="xtick_170">
- <g id="text_195">
- <!-- 200 -->
- <g style="fill:#ff0000;" transform="translate(205.873363 601.073392)scale(0.06 -0.06)">
- <use xlink:href="#DejaVuSans-32"/>
- <use x="63.623047" xlink:href="#DejaVuSans-30"/>
- <use x="127.246094" xlink:href="#DejaVuSans-30"/>
- </g>
- </g>
- </g>
- <g id="xtick_171">
- <g id="text_196">
- <!-- 400 -->
- <g style="fill:#ff0000;" transform="translate(267.254925 601.073392)scale(0.06 -0.06)">
- <use xlink:href="#DejaVuSans-34"/>
- <use x="63.623047" xlink:href="#DejaVuSans-30"/>
- <use x="127.246094" xlink:href="#DejaVuSans-30"/>
- </g>
- </g>
- </g>
- </g>
- <g id="line2d_49">
- <path clip-path="url(#p4e05c76b49)" d="M 150.218051 579.686393
- L 150.985321 580.210558
- L 151.75259 578.395262
- L 152.51986 585.916865
- L 153.28713 579.636122
- L 154.054399 587.053325
- L 154.821669 583.160586
- L 155.588938 584.184452
- L 156.356208 581.0717
- L 157.123477 580.836548
- L 157.890747 579.896462
- L 158.658016 578.689513
- L 159.425286 583.674852
- L 160.192555 583.116983
- L 160.959825 580.013674
- L 161.727094 582.000981
- L 162.494364 583.385117
- L 163.261633 581.631681
- L 164.028903 583.481802
- L 164.796172 582.69481
- L 165.563442 578.799385
- L 166.330711 579.692851
- L 167.097981 581.564508
- L 167.86525 580.027733
- L 168.63252 581.681115
- L 169.39979 578.533294
- L 170.167059 579.917315
- L 170.934329 579.247467
- L 171.701598 586.441194
- L 172.468868 587.81926
- L 173.236137 592.259339
- L 174.770676 578.235869
- L 175.537946 579.699033
- L 176.305215 580.000908
- L 177.839754 586.831356
- L 178.607024 589.806811
- L 179.374293 578.879837
- L 180.141563 583.822053
- L 180.908832 583.208639
- L 181.676102 582.040159
- L 182.443371 584.882075
- L 183.210641 584.392784
- L 183.97791 581.18465
- L 184.74518 584.726188
- L 185.512449 581.995321
- L 186.279719 580.267071
- L 187.046989 585.012822
- L 187.814258 581.028331
- L 188.581528 580.917474
- L 189.348797 582.16485
- L 190.116067 587.080783
- L 190.883336 586.77204
- L 191.650606 584.934282
- L 192.417875 588.672192
- L 193.185145 579.883016
- L 193.952414 580.732916
- L 194.719684 583.673188
- L 195.486953 583.559644
- L 196.254223 591.241959
- L 197.021492 583.522806
- L 197.788762 580.068164
- L 198.556031 584.585265
- L 199.323301 583.188574
- L 200.09057 584.355086
- L 200.85784 585.728436
- L 201.625109 585.744428
- L 202.392379 586.986713
- L 203.159649 586.54784
- L 203.926918 582.895933
- L 204.694188 584.748899
- L 205.461457 584.386306
- L 206.228727 583.167244
- L 206.995996 583.657151
- L 207.763266 581.878717
- L 208.530535 588.254263
- L 209.297805 590.329609
- L 210.065074 586.905585
- L 210.832344 590.569546
- L 211.599613 583.680737
- L 212.366883 582.64041
- L 213.134152 583.218567
- L 213.901422 585.911717
- L 214.668691 588.180989
- L 215.435961 588.294145
- L 216.20323 590.074653
- L 216.9705 579.998836
- L 217.737769 585.684461
- L 218.505039 582.213849
- L 219.272309 581.842674
- L 220.039578 588.163031
- L 220.806848 583.984292
- L 221.574117 586.170756
- L 222.341387 585.069152
- L 223.108656 583.018095
- L 223.875926 583.326174
- L 224.643195 581.307444
- L 225.410465 582.591982
- L 226.177734 580.955342
- L 226.945004 585.759888
- L 227.712273 585.245609
- L 228.479543 587.177182
- L 229.246812 589.890783
- L 230.014082 581.925319
- L 230.781351 582.988305
- L 231.548621 584.657395
- L 232.31589 581.185121
- L 233.08316 583.153967
- L 233.850429 582.432559
- L 234.617699 588.178923
- L 235.384968 580.998527
- L 236.919508 584.299161
- L 237.686777 580.850465
- L 238.454047 580.820423
- L 239.221316 582.288243
- L 239.988586 580.006899
- L 240.755855 583.835931
- L 241.523125 579.84737
- L 242.290394 583.355998
- L 243.057664 581.5059
- L 243.824933 582.14362
- L 244.592203 580.561526
- L 245.359472 581.558752
- L 246.126742 580.407938
- L 246.894011 583.091587
- L 247.661281 590.140614
- L 248.42855 586.935821
- L 249.19582 580.973673
- L 249.963089 584.994598
- L 250.730359 586.259209
- L 251.497628 582.545548
- L 252.264898 586.08908
- L 253.032168 584.239465
- L 254.566707 577.779496
- L 255.333976 578.500554
- L 256.101246 580.338703
- L 256.868515 578.871838
- L 257.635785 581.058408
- L 258.403054 580.003747
- L 259.170324 577.62757
- L 259.937593 579.349222
- L 260.704863 577.159525
- L 261.472132 579.583433
- L 262.239402 577.266308
- L 263.006671 579.633509
- L 263.773941 579.375166
- L 264.54121 580.768231
- L 265.30848 584.095271
- L 266.075749 583.42945
- L 266.843019 583.471969
- L 267.610288 577.679182
- L 268.377558 579.311381
- L 269.144827 579.311107
- L 269.912097 578.562225
- L 270.679367 586.515557
- L 271.446636 587.001501
- L 272.213906 578.860537
- L 272.981175 581.089444
- L 273.748445 580.418123
- L 274.515714 578.60027
- L 275.282984 580.52069
- L 276.050253 577.801944
- L 276.817523 578.993202
- L 277.584792 579.732419
- L 278.352062 577.226823
- L 279.119331 580.244521
- L 279.886601 577.639452
- L 280.65387 578.92514
- L 281.42114 578.781241
- L 281.42114 578.781241
- " style="fill:none;stroke:#ff0000;stroke-linecap:round;"/>
- </g>
- </g>
- <g id="axes_125">
- <g id="patch_51">
- <path d="M 150.218051 616.041544
- L 282.188409 616.041544
- L 282.188409 600.941731
- L 150.218051 600.941731
- z
- " style="fill:none;"/>
- </g>
- <g id="matplotlib.axis_50">
- <g id="xtick_172">
- <g id="text_197">
- <!-- 0.05 -->
- <g style="fill:#ff0000;" transform="translate(175.366509 624.100607)scale(0.06 -0.06)">
- <use xlink:href="#DejaVuSans-30"/>
- <use x="63.623047" xlink:href="#DejaVuSans-2e"/>
- <use x="95.410156" xlink:href="#DejaVuSans-30"/>
- <use x="159.033203" xlink:href="#DejaVuSans-35"/>
- </g>
- </g>
- </g>
- <g id="xtick_173">
- <g id="text_198">
- <!-- 0.10 -->
- <g style="fill:#ff0000;" transform="translate(208.747247 624.100607)scale(0.06 -0.06)">
- <use xlink:href="#DejaVuSans-30"/>
- <use x="63.623047" xlink:href="#DejaVuSans-2e"/>
- <use x="95.410156" xlink:href="#DejaVuSans-31"/>
- <use x="159.033203" xlink:href="#DejaVuSans-30"/>
- </g>
- </g>
- </g>
- <g id="xtick_174">
- <g id="text_199">
- <!-- 0.15 -->
- <g style="fill:#ff0000;" transform="translate(242.127984 624.100607)scale(0.06 -0.06)">
- <use xlink:href="#DejaVuSans-30"/>
- <use x="63.623047" xlink:href="#DejaVuSans-2e"/>
- <use x="95.410156" xlink:href="#DejaVuSans-31"/>
- <use x="159.033203" xlink:href="#DejaVuSans-35"/>
- </g>
- </g>
- </g>
- <g id="xtick_175">
- <g id="text_200">
- <!-- 0.20 -->
- <g style="fill:#ff0000;" transform="translate(275.508722 624.100607)scale(0.06 -0.06)">
- <use xlink:href="#DejaVuSans-30"/>
- <use x="63.623047" xlink:href="#DejaVuSans-2e"/>
- <use x="95.410156" xlink:href="#DejaVuSans-32"/>
- <use x="159.033203" xlink:href="#DejaVuSans-30"/>
- </g>
- </g>
- </g>
- </g>
- <g id="line2d_50">
- <path clip-path="url(#p2574f46e73)" d="M 150.218051 601.628086
- L 151.770644 615.250196
- L 153.323236 614.970697
- L 154.875829 615.03818
- L 156.428421 615.33314
- L 157.981014 614.457585
- L 159.533606 611.055268
- L 161.086199 615.098255
- L 162.638791 615.3138
- L 164.191383 615.355189
- L 165.743976 615.115116
- L 167.296568 615.004311
- L 168.849161 614.993877
- L 170.401753 613.74286
- L 171.954346 615.175236
- L 173.506938 615.227229
- L 175.059531 614.894814
- L 176.612123 614.922039
- L 178.164715 614.294262
- L 179.717308 615.336092
- L 181.2699 610.893055
- L 182.822493 614.083064
- L 184.375085 614.491639
- L 185.927678 614.937654
- L 187.48027 615.141981
- L 189.032863 615.306346
- L 190.585455 615.026164
- L 192.138047 611.522865
- L 193.69064 614.567831
- L 195.243232 614.3108
- L 196.795825 615.105548
- L 198.348417 615.347839
- L 199.90101 615.283509
- L 201.453602 615.292084
- L 203.006195 615.176323
- L 204.558787 615.298332
- L 206.11138 615.24386
- L 207.663972 615.264569
- L 209.216564 615.276389
- L 210.769157 615.23005
- L 212.321749 615.120234
- L 213.874342 615.213023
- L 215.426934 615.353261
- L 216.979527 614.906866
- L 218.532119 615.33919
- L 220.084712 615.148756
- L 221.637304 615.184709
- L 223.189896 615.167775
- L 224.742489 615.220004
- L 226.295081 614.808319
- L 227.847674 614.498263
- L 229.400266 615.284269
- L 230.952859 615.353069
- L 232.505451 615.347567
- L 234.058044 615.335292
- L 235.610636 614.963666
- L 237.163228 613.269788
- L 238.715821 615.136449
- L 240.268413 615.190265
- L 241.821006 614.834226
- L 243.373598 615.218495
- L 244.926191 614.683143
- L 246.478783 615.333105
- L 248.031376 615.095405
- L 249.583968 615.105725
- L 251.13656 614.97166
- L 252.689153 615.165342
- L 254.241745 615.309495
- L 255.794338 614.307448
- L 257.34693 614.694021
- L 258.899523 615.001828
- L 260.452115 614.522968
- L 262.004708 615.042599
- L 263.5573 615.122559
- L 265.109892 614.733174
- L 266.662485 614.990076
- L 268.215077 615.219435
- L 269.76767 615.317132
- L 271.320262 615.287018
- L 272.872855 615.191822
- L 274.425447 614.855619
- L 275.97804 615.019113
- L 277.530632 615.348304
- L 279.083224 615.25335
- L 280.635817 615.178544
- L 282.188409 615.344384
- " style="fill:none;stroke:#ff0000;stroke-linecap:round;"/>
- </g>
- </g>
- <g id="axes_126">
- <g clip-path="url(#pf453730487)">
- <image height="27.6" id="imageb0abb4224c" transform="scale(1 -1)translate(0 -27.6)" width="33.12" x="302.751591" xlink:href="data:image/png;base64,
- 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" y="-582.395175"/>
- </g>
- <g id="LineCollection_76">
- <path clip-path="url(#pf453730487)" d="M 317.734464 584.569694
- L 318.339832 584.569694
- L 318.642517 584.872378
- L 322.577413 584.872378
- L 322.728755 585.02372
- L 322.728755 585.326404
- L 323.78815 586.3858
- L 324.090834 586.3858
- L 324.393519 586.688484
- L 324.696203 586.688484
- L 324.998887 586.991168
- L 325.301572 586.991168
- L 325.90694 587.596537
- L 326.209624 587.596537
- L 326.814993 588.201905
- L 327.420362 588.201905
- L 327.723046 588.50459
- L 328.02573 588.50459
- L 328.328415 588.807274
- L 328.631099 588.807274
- L 329.236468 589.412643
- L 329.539152 589.412643
- L 330.14452 590.018011
- L 330.447205 590.018011
- L 331.203916 590.774722
- L 331.203916 591.077406
- L 331.809284 591.682775
- L 331.809284 591.985459
- L 333.020021 593.196196
- L 333.020021 593.498881
- L 333.322706 593.801565
- L 333.322706 594.104249
- L 333.62539 594.406934
- L 333.62539 594.709618
- L 333.928074 595.012302
- L 333.928074 595.617671
- L 334.230759 595.920355
- L 334.230759 597.736461
- L 333.928074 598.039145
- L 333.928074 598.34183
- L 333.62539 598.644514
- L 333.62539 598.947198
- L 333.322706 599.249883
- L 333.322706 600.157935
- L 333.020021 600.46062
- L 333.020021 601.065988
- L 332.263311 601.822699
- L 331.960626 601.822699
- L 331.657942 602.125383
- L 331.355258 601.822699
- L 328.933783 601.822699
- L 328.631099 602.125383
- L 328.02573 602.125383
- L 327.723046 602.428068
- L 327.420362 602.428068
- L 326.663651 603.184779
- L 326.663651 603.790147
- L 326.360967 604.092831
- L 326.360967 604.395516
- L 326.058282 604.6982
- L 326.058282 605.000884
- L 325.90694 605.152227
- L 325.604256 605.152227
- L 325.301572 605.454911
- L 324.998887 605.454911
- L 324.090834 606.362964
- L 323.78815 606.362964
- L 323.485466 606.665648
- L 321.66936 606.665648
- L 321.063991 606.060279
- L 320.458623 606.060279
- L 320.004596 606.514306
- L 320.004596 607.119675
- L 319.853254 607.271017
- L 318.339832 607.271017
- L 318.037148 606.968332
- L 314.707621 606.968332
- L 314.404936 606.665648
- L 313.496884 606.665648
- L 313.194199 606.362964
- L 310.47004 606.362964
- L 310.167356 606.060279
- L 308.35125 606.060279
- L 308.199908 605.908937
- L 308.199908 605.303569
- L 307.897224 605.000884
- L 307.897224 603.487463
- L 307.59454 603.184779
- L 307.59454 602.57941
- L 307.140513 602.125383
- L 306.837829 602.125383
- L 306.535144 601.822699
- L 306.23246 601.822699
- L 306.081118 601.671357
- L 306.081118 601.368673
- L 305.475749 600.763304
- L 305.475749 599.552567
- L 305.173065 599.249883
- L 305.173065 598.34183
- L 305.475749 598.039145
- L 305.475749 597.433777
- L 305.778434 597.131092
- L 305.778434 596.22304
- L 306.081118 595.920355
- L 306.081118 595.314987
- L 306.383802 595.012302
- L 306.383802 594.709618
- L 306.686487 594.406934
- L 306.686487 594.104249
- L 306.989171 593.801565
- L 306.989171 593.498881
- L 307.291855 593.196196
- L 307.291855 592.893512
- L 307.59454 592.590828
- L 307.59454 591.985459
- L 307.897224 591.682775
- L 307.897224 591.380091
- L 308.199908 591.077406
- L 308.199908 590.774722
- L 309.107961 589.866669
- L 309.107961 589.563985
- L 309.71333 588.958616
- L 309.71333 588.655932
- L 311.075409 587.293852
- L 311.378093 587.293852
- L 311.983462 586.688484
- L 312.286146 586.688484
- L 312.588831 586.3858
- L 312.891515 586.3858
- L 313.194199 586.083115
- L 313.496884 586.083115
- L 313.799568 585.780431
- L 314.707621 585.780431
- L 315.010305 585.477747
- L 315.615674 585.477747
- L 315.918358 585.175062
- L 317.129095 585.175062
- L 317.734464 584.569694
- L 317.734464 584.569694
- " style="fill:none;stroke:#000000;stroke-width:0.5;"/>
- </g>
- <g id="text_201">
- <!-- C26 [noise]: Tot. var. expl. 1.7% -->
- <g style="fill:#ff0000;" transform="translate(302.751591 576.811841)scale(0.07 -0.07)">
- <use xlink:href="#DejaVuSans-43"/>
- <use x="69.824219" xlink:href="#DejaVuSans-32"/>
- <use x="133.447266" xlink:href="#DejaVuSans-36"/>
- <use x="197.070312" xlink:href="#DejaVuSans-20"/>
- <use x="228.857422" xlink:href="#DejaVuSans-5b"/>
- <use x="267.871094" xlink:href="#DejaVuSans-6e"/>
- <use x="331.25" xlink:href="#DejaVuSans-6f"/>
- <use x="392.431641" xlink:href="#DejaVuSans-69"/>
- <use x="420.214844" xlink:href="#DejaVuSans-73"/>
- <use x="472.314453" xlink:href="#DejaVuSans-65"/>
- <use x="533.837891" xlink:href="#DejaVuSans-5d"/>
- <use x="572.851562" xlink:href="#DejaVuSans-3a"/>
- <use x="606.542969" xlink:href="#DejaVuSans-20"/>
- <use x="638.330078" xlink:href="#DejaVuSans-54"/>
- <use x="699.148438" xlink:href="#DejaVuSans-6f"/>
- <use x="760.330078" xlink:href="#DejaVuSans-74"/>
- <use x="799.539062" xlink:href="#DejaVuSans-2e"/>
- <use x="831.326172" xlink:href="#DejaVuSans-20"/>
- <use x="863.113281" xlink:href="#DejaVuSans-76"/>
- <use x="922.292969" xlink:href="#DejaVuSans-61"/>
- <use x="983.572266" xlink:href="#DejaVuSans-72"/>
- <use x="1024.544922" xlink:href="#DejaVuSans-2e"/>
- <use x="1056.332031" xlink:href="#DejaVuSans-20"/>
- <use x="1088.119141" xlink:href="#DejaVuSans-65"/>
- <use x="1149.626953" xlink:href="#DejaVuSans-78"/>
- <use x="1208.806641" xlink:href="#DejaVuSans-70"/>
- <use x="1272.283203" xlink:href="#DejaVuSans-6c"/>
- <use x="1300.066406" xlink:href="#DejaVuSans-2e"/>
- <use x="1331.853516" xlink:href="#DejaVuSans-20"/>
- <use x="1363.640625" xlink:href="#DejaVuSans-31"/>
- <use x="1427.263672" xlink:href="#DejaVuSans-2e"/>
- <use x="1459.050781" xlink:href="#DejaVuSans-37"/>
- <use x="1522.673828" xlink:href="#DejaVuSans-25"/>
- </g>
- </g>
- </g>
- <g id="axes_127">
- <g clip-path="url(#pb31a280a6b)">
- <image height="33.12" id="image25b3fae1c5" transform="scale(1 -1)translate(0 -33.12)" width="33.12" x="346.009274" xlink:href="data:image/png;base64,
- iVBORw0KGgoAAAANSUhEUgAAAIoAAACKCAYAAAB1h9JkAAAABHNCSVQICAgIfAhkiAAAIABJREFUeJztnX9s3dd12D93ER9pkuB7TPAeBXLgD9ikDAo2VUyWGjkwPdRW6hiRgyRWkQVQA6RwsaRNgCbwtmZ1sbTZAHcp1hRFMbdBE6VJACUYGgVJENkBQm9WI8nFRDUWRFKB+IiJEB+R6T2C5MhHb3d/3HPvOV/ZW54oSpaD7/nn3fd9993v/d7vuef3Odd5v+XJIYdfAP/krZ5ADm8PyBElh5YgR5QcWoIcUXJoCXJEyaElyBElh5YgR5QcWoIcUXJoCXJEyaElyBElh5YgR5QcWoIcUXJoCXJEyaEl2PVWT+DOwQdNuwPYbdoRvgpsSPs5oGT67JF2A5i8TXO8e8G9fcIM9oYPPwtrcmnZfI5Ku7cCr9X0er9c7wcK0l4DFqU9b/47dgAoypcSUA3Nq2ehbi7HLgBbev0vXFjKT/L6TT7b3Q8568mhJXibsJ5PkFiFA7pmQ3tdft5CuUSzphSnhO54gCbZ/8X/tsUvHWag3SSKMg9My+V+02XNXAc+OepCYwKlZN0FmJUbd8m1gQrwG2YSMkjzZSjYCd89cFewnu8JvhaB9/CcXB0CviPtKvp2htC30yefm7wpy2AD1zwTmsvg++VFuoIZL36G/hEhj3CG++Xq8xThlRWdSkQ4+07Xgf3SHsYgH8q2LAzLZ2HshjlYmelHb/LHtwZy1pNDS/CWU5Qiu9Lm6kP300mOESnDQaYysuSEtKPeUgeEbtCB0pnvAM3z8qUfHqmE5gZwJmku88C1NJ8JNtOYB+XaEqoLnVl1KgiDCtTTKEUpoRQDlALF/1WBTmk//CDwlHzpM3+qoqvxnRt++z53Gt4SRHHNXbrAN4IsYKU3+6KumS5WabWfEF7wBVF6ChUS+9gAZr3pJIMMOh1vg2zb3jOOM8UQrC7oD909+g8fMMIten2+Th3ULwvrWwTGQ/PwgE8If5xJlE/VUfS8nyyifIM7DTnryaEluKNaz554uzaU9NbJaiHxcq+KpJeA5nX5sg4LxRs6F4CL5rv83rwCF5ZNHyPvFpzevuqjkFtB6dMG7SzF7mY/D0P3Rvp2UPoA1J15poumLc/qykLSRqEwEJqTwHGGwpcMpXp/Zi5KXX6TtwLuGKLsYVd61B4HK5HGd6E8vCuwAggs/uVVub6OqrwN078hn/E3gDL4kktfXZe8nC2SyjrooBotrX4WXGQfJayKspnQY5jnkhQ0gaLNUnqV5zG6SxlFSrspBDkYtWN36D27oF2Mdk1P0qp84QiR+X2BD/Fe+ecG8J47ZNzLWU8OLcFtF2aLQrR2o8SzA5gVgZMt0u4b7FYB9ltXzSBl015D7Rfzb+zjB5wKkk3oG/Hp/lFbOs6zwA/l2zVUf+pD1ZWZzFPo7HcDU+a/of9RZlKPDfPvBQ8VIXAqEEe/URyvXdoN2oVyNc/qVCoVnfuwme1R4Li0n7/NlOW2sp4+dqUXf4rDHOQUIEtutZ5ObX4rsps2shbQNnM9/nfdXBOrp1v2yj22AEG4+oBy/KM8z4nESjZQVlJFjXkb4Fd0Ym5QGlbHKsHVYCVeGoCp9DrnYTX81zU8NWF5S+6w/D4BSbYZQpFwmH3SOjuqz1RH5bVTPGP6b7DBCe4E5Kwnh5bgtrCeY0KoSsCXXhG6W4L2vSKoXUcpRJXENio32D2irazpUYF1Hd30UagtoL6VTpTSrKFUaRjGxHs8wyRBlyL4htpM/8jWtky7TSYHYG0d11/UrR6JCQSNZ9H8V5QaRmQCzabe042ZDupfGmIq2XE2v+JUcH8M2Bvd4B0gou0RTnDyNrKf28J6Ig99nr6MfJFU3EXS9Z69sCLySq0JdVkDS+DfAPfJZ1y8ThRRutAXbFhWTyEiCMBPws2kjxsICNzTDY2MYSvysA5UdjHt3kFYXtBnisg8DcxJewtFoq2mXoswPgtOUOL6SkKwapuD09Ln71Gx6PvAZ2WcxzuI0tBJfopus52HnPXk0BLcFooSkX+CJUpjof3yKllyLALsbqBDqHodYTMIV4k77ypK4jtFswHa972RazbNJd9bJNK3w8yQ2E2tmYiF6/JJe1rph6FuNbJZqhbNIh2ovtRcBR9DCxbJOrgjRZlHCZPchwEz4BqwKELzRfPMo6Y9hwrwRW0730htX2kna1DaWbgtMoq7avAv8uJ5NB6jDIOCHFWOcViUvCoqz9eBlSiDgC78GnhcGgeAkQLt4sxrXifr1hcjV6EAm9ECO4+yrX61mPa4LIOxc4mwGzgbVfs180ydZl7WUvx9shskzrtk2rHvaTPeh1HWcw6NwvswuHF5ZV3gozl4DvjA7YtlyVlPDi3BjlOUo+ziW6/IlzZ0169ru1CBzabTL7K9DjOTBGFQFrZwhUxsavLGFtR5UxTetFIja0eJO7dfx/BrLhsD2/sgAENMp8tWLLQUZYY+XG1Jf4hUYotEDfxAe/Ik4ypqXYzs80az/ovmgSNFAaUoJeC3ZLghr1rfqKEolm398c5Tlh2XUTLaShkqI6G5ceNvBVFvztZgICzkqYEJjskqWNIPKI82sRxuOPCPBwdIhqr5CixE5FxDX04dBvfGew9CSbQVN8hRuWeJYEkFuOQ01r4POJkcdzV9OYB7s31m1V9K7BkLiDUzJoh9dUURpbcCHxNUHG8qS/y2Ga8f3XCvkkXy2B4lG/S9w5Cznhxagh2nKCVIEmHPgPpudqOBQCdtLNtoU0nm9Qt8LfKbi+iunAT/kGg6BU/zilwv6z2nOAbAMY5TlQ1/qRtqKehaKdpBqlyTPhsom5kE+uR6B0qlPs8R0tZtkHEh+KIh/RKMxEAPe4Q0zDBh7DeyGgMduObJsEbm/mcO9MGqsKlxsqETkQKNG3bTRtbQ+P8KBtsB2HFEuQZp8vvIRqGd5AgQ1OZ5uV7qhYXo35kikFYIKrG1ksoibD7Zzp6Rzcw9p2ouaUXH+RqTDwd2UAJ2D+i8ot2rjiKtjTWpAy8+G9p//Tx8nC+au4QncW0NlZFwagUuo/JFc4WZQnD0ubObyjaiQdW80JUhON8b2m51SZ+5CH7S6VpENXje6QZ6CNWIqyhiTbfB7++snJKznhxagh3XeoomQOl+VCC1QdE2GPoawXAFwGV0V1xFd+i4MWzNoUHM8fcpgq0BAmuQHTf0hz4pPdYwPwXKvqxmNI0KkXXgX4amf/QwScq8chZXkCWbRynKEPixGC5gGK1vgjtgnhZoLuDmvN6nS8ewmRuJxVT1mVhE2c0WKsxOo2tXRPnmv9gZyrLjrGdllvQg892KKE0PG/LcF5okkulfMlHt7wY3aRZQ+LIvOOXRj/ao+98FtZbRC7pgcyT1sfpBp4v6HBQrYezNsy4EQEcYls/7gI9Iexnz0pZIVt2CvkBX8lnWE9nTbFVfWgk4FJqPCOuZKrRrFF4buHWZSxUdr0hS2+m9pOp2mWz89ZxpR61nAH3uHYKc9eTQEuwY63HfE+I0DgWxnZSApVnZOevgMLeKGsKcGMCkT9x9ewqemcSsrhG39zFmkiEubqyVV/SLH3dqqVsnazaPu3yOZNp3R3ygWABFlK2soZSmiRrr6i54cyOYoCs3Lf/9S2DpZ6Hdfm8IDQD4dPh48HGY9oaVxgcZh77uMMYSRaWca0p1PCaCz/4XlIWNonzeDQI/41Zhh1jP+/ADYl68jJLPvYXEBtxpr/6Kx1BpfU0DoAsHska5IflzlSFizIYtWLFggrIjQriCx38sqqN11BPXAf1G9ZS5+JJZ+AL4NmErbeosZB2NfZkisUo34ZXE28i7NClg839D4x16X2CaIXCPhy9jWQ/X0hVBoAEySOA71ciXkH/YtEsY7aqgrCqTnbR9yFlPDi3BLbGeGMl2/DVndHjT4d3gXpLh5wDZRHyE7G6NO2ELJeVbKNV5CLw7agYOdvmi6E4rV8BvmUSd5FUeRLfl7nRTd2VTbRoWiqTr/ttOE/IaqKC4Dw2cslrHeIiPBbLakAnc6vl0HO4wYG1BIihfrynbXAbeF5qu7tXv04Wy7Sb4A5pSkijT6gUdZxFVFv5w+xpQTlFyaAluSUb5mgS1fu1Fn4KJrFoLBOshBB46/ibty2Spi/Wqihwx5uCgRJuf4QhRkklhi6UYICIQqcX1BeXhyyvqcLPZWrbeSRn8nDzHt2Hhe6F5Ec3degBUOD2H2l0O6XwZNn3KJNklyl/PcEqT3oGZKNguk01NiVTsNEoh2lAqNgTuleBw9A8fhNqFcH0NfdZX2ZF4pm0jSh+7KIhRpzkl5BHwTzh92AM9xCSH6qoLSAFBMOx+JIyzb4qaNSbZQGchmbNdKmTyEvrg1hcShcpxMwZkF17AP+RUA7uIajHjqOHufFaJiLjkMGzgs+DLMq/LaFGCMlQEWQ8CMxKkNSsxw/O98GJk+PPmOZZR9vxwD8wGrce3OWVDa0aAHpXyKgBc0rnbaglDZKsvbBNy1pNDS7BtimILS/35MZKFMFkZAZrweGQD3RVVT6tA/WUAlkYd7A0m7uLeMyki35q2/Z85+LJcL5PyOH4mpv914IF3yu/70e0/QTLDMzKG8rjdxOSLWolEIfy8CxQLYBneJduo8//APd3Sp8tpDEod2j8m1t6/M+rrFNRkR393FHwl8BBXD/zgxS6UKk6hbKVMoiiTNHhZLvtRp5bssktZA74wxIQI9u5qQ90cmDUooSyRX2O7VZy2jSgdaN7NYC+UxJ1h64p0AKeSi30YECxYQ03Py8ChswA0KgehMg+AYwm/qDlBiZQ20UUQRBkH1URs3y2SN9qNmxTRNZJWklgaBBYQ+X8XiW3dUyLDzlKJrzXgx3LxB+CnxAbzPp+1qZSEhcTnWSQFVLmXPO5VQbwhNNrtfST5x215lem6wItnmutNprvknvgU++tLLmtfSUn41jp3c5CznhxagpumKD+VvzzPs0Qf8ARTXIhxssMkYWvYgSZgX4OKYHZ9RSXFRVQ4PHQ22WH8VWObeYoUM8oWiYPcG4W0/WR2XAQ3bvKQr5KtIhmhExX26iiZ/hRJgGQNZX1TKHtqQ7ULE4bo5xzuKdnda06pxKvaJwmklgKWzf0XUZvUGpnApQQl0lr4kYlkyR5CveZDwEmeSX/5ury/j95kVuFNI0rdtI4Kc72wimoXhkQHFdCES69K2c+LqLhwmSyZjizp71HeNk7yATGPmtOrpm98+ZOobHPOmOcNK3FtXlMrps1cjIxAG4pAZfQF3RhQHRHEuiWWjZp9Dn3hcbwJVH1+Ct0oZag8HJq1F828CuaZOl1KvKeIIuqPL8CjoVnNJL7DFyUhvoGKBR/l5iBnPTm0BDdNUV6Qz/cwzQnZTu5yQ+uTVI7hmiGhK+QRx23/EyW9L6GUw8Z9rqM7d5GsfaHN9HmzhCobfxHbdZRNVPVnX3ZKCbrIJHFlhGxbasOSfFtKLFI6K/AWUEpmY2wjOV7Xe/pKO+4hMeefg6XviXDa8Nl72uezJd7Pa7s6bgx3JqRyWrz5VbYvzt40ouh6b6QaIAzBgxL32c7xVEe4VgIe/0n4crWppHSRN0856CQtTvuTns3HTOadlSsiokQksEa1y+iLtxbJJtmgoDjeN2FFFKJ1lKqXgHtFJWYULZ02icoLD5GqHPSxxFL08E6hyGFjaSMi2fSLZjO9bP9Nx4qUO3kZl6b/6yPgPqvZgQmZ58wabBGyCyPEOY4UMiWBMikwNwE568mhJbhpihIreRxhmpPdocSU5yApDLA2pZ1KwHUtL5EEr/gbhN0V/UHDpJ22ueo07rMNpQ5tKDWQoX8+A++K4z5GtiJjvM8oWcE2ksamEqhzqO1rANgvdppD/x3eFSnAU2hQ0CKwFmxDS2Xjomig/qb9KCXtMteiJlQGPx0o0bUT8Ntyedp0X74CfsiwlfgcF1F2bn1WIwWiEtFONSXuF9z2D5C5aUQ5LrkpeziDux6IWqEXNmX1fGUIKkLgmjc466K2UkaRaRw1lpXRBT5n/jeBIsc42aI1wLssQoyTzfyP6qYN1i6a/kW4X5Bg7ay6fZbJhqaWQlUx3mErVJsAKPeQV75lU2nLEnWHmcsUisydOq/zqIJkT5Z5HBQJL6Ks51XzrJ0o8vfuIzKZ+yGTwzTM9iBnPTm0BNsw4Ycgm9krpO3XLIObCHvBV4oq5Fr7SBXdFWsoFbHu+RvDCbvMZyolvgJPSHM/bwRbccmyLLNzqZs+Q6QYgn+2DOOSxnFPu5mX2a3/awnuiWSngboC+o1HepTkWd+86pQCRmHaanRtJMPer78T/vR/hvZpTM3//0Q4nAyyp3uAakb3YYx+Q0QmOs1BsvU4Y6ebq6e/DUQZDh/r6Es1L9h1NlT1627Xv73UzPLqgvlvJKX9qPW2beWGOmfy52VU1rFqbWQlRoZxda9hAC+RiUbLsK+42BNwj7TdnEnFGAd/Ooxzz7dRtjhHUltdwauJYMLpA/aTVeMjxI2yjrLhP4IPipD0xAktDcp/IFiKY/8UY2PGPASMxPwhC5egKRu3MMh2M9lz1pNDS3DTFOVZGxRrhdC4oy/rz668mXacf8xli/DFXdRFtgREjAPrJaUrDDFDNUanX0RJbww7K5E5cStWX2IVpT5WgH4fUBDKtbqiAmmbf/PEcGvQGzXtZZQaraEuAjze1tefE6F+3owxasaw9hVhp/d0whNfCe1/XIIHItX9TdO/yzxT7xhfEN/b5ziMuk6uAbFebp1npdbvzRYwvmlEieojbejD2viKOTJWwRSnMuQ1RXPeZeqK+F5hUc1aVtWQBamPoGrgiyhLsOxDELXYvUnT8PB2id3YHDJZg4XHScHN3ddCPXyBHqmh0thrZK3ugmo0n0FZbkkKIMf5GotpzEocBqbXTQ4PZIveWEPiJwZx0yIM7QP/z40/KvqgHn0/EfuPMZXCK20BIsmo0nabIKpfYd6xLchZTw4twU1TlLOREFgqYm0UneguaaCk3xT4dV0+UzTY1WR3z5GMb6HKoQRR10zIwWWymgwESiEkeMWmeaxDM/YZ5ob42UDFhphhIVKINdgQvwi1FeM9bmZYarRaTQx4UvKjicirFFTPuODJBlLFZzD3jOzL+aqy6kMm+Gg/uMfkRj4UJYRsff9rWHtmHbwEWi+i8mv34LYr0d681iMPWxmAWiTHc5hwO/QB62QNQqYqZJp8wfTv1LZb3cyokymqzBrfTExHihJrQ1fPZgNYVbmgS1plAiqSV3O1maLm0vwhaB02r+Zfh+b0x57liHsegO+aAOZaJ8oqz5kqjjIvP2Wckv0kH413ezj45Iw8v1eH43595oLLZlOeEAPoJGdQHXM6G8YR12nvb/D5bVa3zllPDi3BTVMUXwgYWWRXtsCu7L7BvbAQLfcXUUrTT5Y0i5lh5RUSxo+N6JDNZbLs6SGJGLMk2QYQxz9WUTt1m8kgtDVhmSfjR10V6XegRwXYRVRyPwc//x+hOQf86h/I9Y/9kO9eDRSF39PheMjMZxo1rUdHyxNkqy8lgXZeM4UXUeEX7dMknBQSH/ugaDohPvmw9o/jD7EjJTC2HVy9G5EHILwEIaXXIFu+U8h/oVerSlvXzIoJkpgtwZiEK8yPoNpLk/SS+5xnKZ13Yxw2In+MjcFM+n1D4zUO9Gh/vyBnH4dTSS/IolaApW4RdsoL+gLLUBKL7RzQJUjzQO0C/LX0OfUPJH19enc2t8iyVqRbnFcDIzuVqF5X559rkwVbRzdNU9fxmsuWGJsQ1bcOdMhUQkWIWEnv37NdyFlPDi3BtinKU8CfRGOP8Xk0XyOjlcRaKfdDRoePen/N1o1fh2tCUSaBTdnpl0xCeaAJ1tgSRuvptVeiNLsBByJ1aWh/VyCKhNPeUZSaKBvAkPCJ6kARHhM21IR3yPMd+inc+ysyzLw3hqUqSXJfGoZ3in7xGMpyoi1koIdkBKtjWMP98G3h24fMutgoOQMdI288yhekHIhQ4z3d0+n2L9zCMS3bRpRngD8TJGhe1YmxhcaXrOkalchCqqnWT1qEwoD2P8keohzhmlV60lk7Q1piM0J3nYaQ1z7OcFjylE9lqgZ0MCSxXgtXpbo0QB0asUyWe5CiWJ7dVRM88xT4fxP63HsatQh/A2PJHdL+9OtXa8kVFrSHBjPx/sWmyk7+5bThntnrk/Fv5Ty6+bp0vWo2FqEUtCaAvsJMOs4mPPmtQ856cmgJtk1R7uN19snfz/aTTW2ItpZuOCVsYA/Tid3Ycud+ZBKEMh1kKiksR5nhRLQMzMFKOju4So/Esq4YwvKgXFviMFHNcNdnsoJ11D72o5pOG3peYO1Coi5uzme92r2yRZ8UGw8EjWYpnlVcgl+5NzQ/jHK/MokC9Ugeqz16MiOotgGf7klrlM5jHHIq2HahNh0bfL0FFK7JGhQ5LOa3Ellat124pUI68QTSlRqqIVhe2m8qKNbVDf/IiC7WCzyLyu67OUxQN08xwUFhA2d/TMa/komgh1C6szsyrQ0UO1QFdl+pZnxTfp8un1sVDLI+mDpaVGfCZREuOv++4+FLcv0jpFAA332YI6KBLKGbIrLbExwlRaBfbSpbKRNOFQOCjn8pPcekvHg9gQhe4DB6HqqNr9+gT1hurQl/K89xs0lfFnLWk0NLcEsUJR3gZOvWb6GC7ajJmGuYA5Qeh4ZJc1SKcgZqJpF9JNDqIkusxALCL6F2h0hR+sHvjfvVis0b7BF+0wFc+Dvzk/lvmrs1cA2QaPZgr9R3gcBix2IthGH2iMFrxkaSXb8AvTEi7yDPCHWJlODzPINSgnl9/tWmqQq5B5ri1S78LkcT6YITae2ukdSu1ZXsUTXxWbbgshz6ed8tUJRbQ5TXBFFOm4s2vmQcfDzB4DxqLXwCGJNiu/ShmsmlpNG4dWVV7zdq9QwwK4gYNaEOoCY+mhBVF1/JbiLhnzCnfta+QSaNNB7I4Na8LvaE5ipN04cioK2y+F6U5FfhrLzYhq7Bnod1eSOz2022cvdKPJTTVJwa7M0e2z1j+qdDFjiqI60uqJy4bqbVBjwcy0LFSj83DznryaEluDWKMmtYjxX2ojR+SHNWOE8mBjV5Rgs9HBRBrY6Kn3uAF8U7PTaQ3QtRxIuWjimj6YgBW9q7eTOTlFudhh+EK37Lpa3uDvkkWFa6YSn+UFtQglIoaK4SGBbTAV7Y5qKyWeZQYXWf/i2W7toAVqzH2taZixTYljVvI9mpni5YNnQmsDzIlmcvA+6/ypdfZbtwa4jiBVGmyQZaiwLi3afA/3n4YqssF1D2VEIPELDHye3LPtZUcng1yKKTDJI5KjJGd3WgZTeWdAJ+QdnlIin80JWU9VQqsBTlEluEcBlN/imjJaV8k6ILz7FyHTXEVVEZSDZHzwA0zNwPJzkHFv5KLv/lDf+Lm29Y53ugV1XoL/EpNCtoPh2d1+AI8F+4VchZTw4twS2VD/UuSNFD+3aFAyIBCnAgCZ+XVDhcR8nqRTIBTb7LCJNi62j2wyVRLgKBigJvH5bpBLCMaTdKdy0zM2Dr3PeDGxaKZqpSLjVd1qZiT7FY0/8mw113QY/fraPUMxPeEKDBHrg6m34/Jc9PGdyoMaxFD3MJTdeI34Ez9JkH2cMxWY8zaE799pNIs7AjtfD/FPi8WFcvNOMDAJSgEMqEUn45m+FvM/Ll5fiyU6NYpYeiIMS3PLjlqTRkBF+IeoSVS6zhyZq7TNkEG+tSQhGi08SvNFGxJ76w+N+Gacf/Pt6BL4SXMjkyxcsxwm2aZKWtRB+Rn9XnP41qK1umHOlnwE0J0vwW+BGxMq6uZMuBFkUu6t7I1OhOvsptJ5FmIWc9ObQEO0JRPsTrPB+Hagu1QkBiaoUc+5LLlreKZHqdrISeLOsltYY4mLVFdaLGFHeorZJDXQ1VaxitZDhUso5jrGv3lPlX0vhWv+hU4J1DKXgZ3dHTwL+V9u+twP5Q8HPqb4ocflpKhV4kaSlJi9oiG9gUZdA5sxYXY8ah/B7JRT/ZlNlI3brnE5O9BsacuX3biYWcouTQEuzYUXFnxDzstnbRIRpjYQCakb+PFKBujjuLQTxFQrFiCHYIJzIN7WkTzwMzj05I92mjWkaw1tK6Cptb6OFI9QuZAKm4c92aTzYVmii1GufND016DN3R30flru/DtZ+G5u7FFU79kVCDpzDpvj16Hzvuu6XdSbbsV7z/eTQBbVLnTkkLQL8fOIUcsUoR+FfsJOz4mYLnCvBJaVcZgk4h91fETgFBxo0yowf/mikS0y/1mofhhUJY4SKNlKfScEOocdtEusVaLMvoi7BHrbShL7tktAt7bIzhYG7cK+kPkwhwGmWhHzgA/aGYMv2wOyJciWyBm3jfqiDtPNnU1TieZWs2PsCW92qAu2hMXyL8f7cT6I1KxBl2GnLWk0NLsOMUZT+vMxGHXV3IFOTzT4QdWnSeRrSYOnQXWftKGzAcdmDDtZt4lwUoCpWKFKOJCnW2wN/WDePFkMTeR/BRhS/XtK6JVXeX5Sg4xLEZKYTJeOTQWTgQ4keGDlSp/qmhjBGsKSBSnHlUmB1HQ0ctRSmD6wz3L/Sa4lW2UGIbDEpd2sCYoykgnki1c7DjiAIaxLun2zNzzEjussDhnB15KL+iGkUdJcMj9jD6eVIdfSvpx3CD7h7oNj4db0IVIjIVKmSEjhh3ew5lKzYoqh98wySXxxdoK0rWSWXIhgmpJABU1HpRBE7FwwxeMv+zOUkJgd/PkcpJICzXoOlywZYyFRO+H2nnmBgig4EtVoDbechZTw4twY6fpG7hR+xKFaV2o15fay+9hMYqsRUcZhDP3Qv2GDerEqfvcomStEuaxaZ3Jq+Y4OEFwl6MlGshsRjv+sL5fRDYQawWVfdJgPTDRpC1IZL9KNUbRaoYQSD+kdTVUYdllaSV1YRlvkTW4TfwtJlvoHpHOZGpD3vBvCXvAtmbTLkHwTn4oVsITPpFcFtYT4RzgTqpAAAGtElEQVRf43W+Krf4k1fQBd4STkBgLrXIQhZtUIDJw7HHyRru0bTaTbxeBirWnB9ovLvo9RjaoSVNei/r2P4+RUIaZNVsTDve6ypQkpdf0uxDIBwAeWP/OM5j2o3KIOrtnuGIqGFLkDGgxbn/wQBErW+KZ1D/sXp3bgfkrCeHluC2UhQwFGKUzCkSTdm507i0E115k5rs7vbCGTZFM/H9LnvSRDwNa9np2Hvjbh7WCkquQhQr/bjLluaI7KlorF+2eB5kkuQzZnNbssJmH6w1tR255bAZL45tY3MnF2AxUCVX9hR69aeUn30d/lhY8ud4DjXQl7jdlCTCbUeUlMZY2cVfxQivMviL8pJPA+thgf24w/UHZtzsBEaE+FYKhp1swHlr2oxgsobcmLbjW3WPQGE+tJsLGqXWQL3D6yQkdFtePck3epuHpT1A9rDMiDQFFCltmEF06drCQ4uoOv1haJq6+TUZz/dOoskeT6ERtJ++cRFuG+SsJ4eW4LZTlAgv8DovCPl8hl2wV6TZ/1jLCovRp9EAtz9oEZWHofaa6WNPzyLGpdhQyDdG4QftQ/oUesI5yPF+0UayjAqwDXNEb6dTT/V9qFDuBoNREQIVsXVIrEEt1v61ZvtIOV5Cwyxf1et+oAiF+Ez7IOP5eo47DXcMUSwEdiS89W/Ow7+TEwSeQA+cNidw1X5s/lxCZZ3o2JuoUhHevpQpFdmBItBu1HmyCZ3qU8qc/zNsxrZRaqbmfYzgO3selZ3MmT6+ZGSqLTOmlXMi1FHZpTMEkge4H0XyIuqI2n6Nk1uBnPXk0BLcVoNba/Cf4crvAHB4xPNijEKvowKhPUWiiFJh8ZGMVWBWnmLMwUzGJxCNXTXdyb2D9MkOrV0B/wMjtEbKMeFtULtSg1HgiLQvkq3vHynDsNHIAB4XNitGPjdl6qo8pD6wvl7PUvSkW81oGNhn+fOdh7eE9WTht/nySAhM6AA9jfSbZGNDo+xgjlCJ1QFm6IP0XoZRdnNJ0wpfxaS6LrAULa82ws68C7/mbjCMBXX6YAryhjP7XKiBD0FzerN3WUf9Sr1hwn7OOBnraED3031Z5Pz9txY5LOSsJ4eW4C6gKPBxsbX8kF26K99NNqgoagYTpCg0Nfd3BNsIwMWaGsS20J07T/ZYlxgnO41qMZ1k2Ec86aNIw+T7HiGZ3K+S0ZKiq8dvOdVwmpjTNYSyfBn+UUwhD1w192dD+95F1ATuEkSJcILXcfM6pcEPhM+FK+gRJ8sumxQP2ePj7CEEBRRpxjV/x4+7rEYTWdx9JBf+UK9n4TXtc15OOClyMinfMyOpwFi2Yvc8GTU/+QoFIX42o0rRA1YrogRP/5y7EXLWk0NLcFdRFAA/JkHaTZN9uG60CFtH3hYmtsFHJqHLrWnp88wBjlGAPWTGKQO9gXQsrGKzqJJvqgmsDMtFN6yBUaYIH+NmDjYiTdjdMMaldAh4OpYA+QfuVrjrECWCL7zOF0fC9D77GhquuF9ybkBf9kAFLZo2g2uKceo0+vJuRAjr2IuspwlJ8rFW2nVUDZ6EStKw+pKBbHY/qtIOkD2PZ17aInO94yj0HAvtZ570t1TW805BznpyaAnuAoNbK/BVhvg4EGxtkZLHpASb2VAFZqMQeg71B5WNANsgW0osUp37gCdV01mRTIyMj2YYKo+G5gZqsbkfuBDrnDTEPxRh+YbPhx8BfvT/ed67D94miAKXhUt+B/V6RO35PKo41AkFhwFYNnKJDZA2NfozSedt6LH1ld/lmNRNmwHOGiQoCLvZZA8REw9zJs3rGtCINe23gEpMant7IYeFnPXk0BK8bSiKBdcM1CWWt5pAEztsaZIlNNznJAdRqRJ4zaR0RKG4H+iOu/8Zvs5HAXgeuBDZWRkOiOvgDMfMnyHVjo3J8AC9d5fhbLvwtkSUG+EYuzjOFwD4Cz6XZJevNUmGr8oILPFl+aWKnjgNmvF/EM1j1vraRT7Dylfk8hbJB/TgiPonv8RRWP1W+NL9y4EcFnLWk0NL8EtBUQCOirC7hOYP1a6jmkaXVjyyFUNe4Ov8N2ExXwJOZATOaGzZzST/FICXfwf1Kk+GerAA1beBLeRW4JcGUdx5sR0uo8jR5E0Ttx4cgaNy+X7gE9J+L3D8l/yFbxdy1pNDS3DXmvBvFvy+SAmuoYLqe02Pfbwqj7uf15mUdhVYyqnIL4RfGtaTw+2FnPXk0BLkiJJDS5AjSg4tQY4oObQEOaLk0BLkiJJDS5AjSg4tQY4oObQEOaLk0BLkiJJDS/B/AdIaPNV180izAAAAAElFTkSuQmCC" y="-579.599334"/>
- </g>
- <g id="LineCollection_77">
- <path clip-path="url(#pb31a280a6b)" d="M 358.517454 582.264636
- L 360.330234 582.264636
- L 360.69279 582.627192
- L 361.055345 582.264636
- L 361.417901 582.264636
- L 361.780457 582.627192
- L 362.143013 582.627192
- L 362.505569 582.989748
- L 365.406017 582.989748
- L 365.768573 583.352304
- L 366.131128 583.352304
- L 366.493684 583.71486
- L 366.85624 583.71486
- L 367.218796 584.077416
- L 367.581352 584.077416
- L 367.943908 584.439972
- L 368.306464 584.439972
- L 368.66902 584.802528
- L 369.031576 584.802528
- L 370.844356 586.615307
- L 371.206911 586.615307
- L 373.563525 588.971921
- L 373.563525 589.334477
- L 374.288637 590.059589
- L 374.288637 590.422145
- L 375.013749 591.147257
- L 375.013749 591.872368
- L 375.376305 592.234924
- L 375.376305 594.772816
- L 375.738861 595.135372
- L 375.738861 595.497928
- L 376.101417 595.860484
- L 376.101417 599.486043
- L 375.738861 599.848599
- L 375.738861 600.211155
- L 375.376305 600.573711
- L 375.376305 601.298823
- L 375.013749 601.661378
- L 375.013749 602.023934
- L 374.651193 602.38649
- L 374.651193 602.749046
- L 373.926081 603.474158
- L 373.926081 604.19927
- L 373.563525 604.561826
- L 373.563525 605.649494
- L 373.200969 606.01205
- L 373.200969 606.374605
- L 372.657135 606.918439
- L 372.294579 606.918439
- L 372.113301 607.099717
- L 372.113301 607.824829
- L 371.932023 608.006107
- L 370.844356 608.006107
- L 370.4818 608.368663
- L 370.119244 608.368663
- L 369.756688 608.731219
- L 366.493684 608.731219
- L 366.131128 609.093775
- L 364.680905 609.093775
- L 364.318349 609.456331
- L 359.967678 609.456331
- L 359.605122 609.093775
- L 356.342118 609.093775
- L 355.617007 608.368663
- L 354.166783 608.368663
- L 353.441671 607.643551
- L 353.079115 607.643551
- L 351.085057 605.649494
- L 351.085057 604.561826
- L 350.722502 604.19927
- L 350.722502 602.38649
- L 349.634834 601.298823
- L 349.634834 600.936267
- L 349.272278 600.573711
- L 349.272278 599.848599
- L 348.909722 599.486043
- L 348.909722 595.497928
- L 349.272278 595.135372
- L 349.272278 594.047704
- L 349.634834 593.685148
- L 349.634834 591.872368
- L 349.99739 591.509812
- L 349.99739 591.147257
- L 350.722502 590.422145
- L 350.722502 590.059589
- L 351.447613 589.334477
- L 351.447613 588.971921
- L 351.810169 588.609365
- L 351.810169 588.246809
- L 352.354003 587.702975
- L 352.716559 587.702975
- L 356.342118 584.077416
- L 356.704674 584.077416
- L 357.06723 583.71486
- L 357.429786 583.71486
- L 357.97362 583.171026
- L 357.97362 582.80847
- L 358.517454 582.264636
- L 358.517454 582.264636
- " style="fill:none;stroke:#000000;stroke-width:0.5;"/>
- </g>
- </g>
- <g id="axes_128">
- <g clip-path="url(#p7e690fe134)">
- <image height="39.6" id="imagefb719af42c" transform="scale(1 -1)translate(0 -39.6)" width="33.12" x="389.266958" xlink:href="data:image/png;base64,
- iVBORw0KGgoAAAANSUhEUgAAAIoAAAClCAYAAACDfWWHAAAABHNCSVQICAgIfAhkiAAAIABJREFUeJztnX9sXdd92D+nFS85kuB7bMZHggz0KEQiBWoRBdQWa3kIs8VWlnpRBjRxlhVTB7Rx0QVwgblxh7nwHw5SbO6yIS4CrN6yocqyrkoLLAqaLbQDhMailEo6iEIjmFQCPxIlQT6i1eODyJKXWc7+OD++30PR6BNNWnJ2v3/wnnd57rnn3vs939/f7zHW7lgKKOBvgJ+63xMo4J0BBaIU0BIUiFJAS1AgSgEtQYEoBbQEBaIU0BIUiFJAS1AgSgEtQYEoBbQEBaIU0BIUiFJAS3Dkfk/gMOGPOcKsb08Df+rb2/zoPs3onQsFRSmgJfiJoSgl/yhlYMCfqwH14BtvAMuuaRrqsfuAQd/ugopxzdWC6iRg3slhBpMeOV7LcVgRoOyPbcCabzeATd/eUX1LOGQJ17W55tFu+Lg/fQFBvjl1qy1g1bdX/C3wfV/+CUO0gvUU0BK8I1nPk37ar4cTDYRKdBKpQkI5UOfXgA11LvTbxFEYoANHMcAJwh2+vY4WimN3Tqo+AM/6OX4Q+MBPAHV5x7Cei/7Fd+A+HMB83TduqY5lUtYTkGBDtW8iiDKEyChl5MsDWbc7ngRGVZegSTVwLCdAsy7tnoo7nlHX/jt/7H4HIk7BegpoCd4RFGWUI1R9uwx8w7eb132jhrCVPoSibOJYEQjVAPgBQlHKqk8f9Hgq0syB3LVtdz+BsZxnIQ4zC9Rv+x9rEP/VQATkcTjaG57DwbCa4ovvEOryQMso4356Wwi7yW8jLKRNHYNGs458hePCPgbU6ZUzoqHo8bJux2YAGhlsZWEmQedxYwRNp34HYXubRMSK8wJYg8Uu1+zIZLTAsi5wJMo2lx9gpClYTwEtwQNLUUx+hIpfgfUcWPL/2CFlM+FcIBG7qEvuqcVKLyzQ7/+xBbbpmmUwG477DgDXtIHOU4JqNqtoijLZLCB2mh3pz5CaWx9k/jm0VhTG28LZZgDMnSNxDGseLOryQCHKOEciSa5ksEo7AIZtCGygTHyZPf5csw2RMzYR+WMDJxAA5V6Qz7MCG81438CehoGGt8w2yzDi21sIctTrpEa8MK8+mRd9REQ5auSuAU01wmwhOM468D3XNOeOYLMHB1kK1lNAS/BAUJRgiq8iq24dMHbb/VhSnQfdKgXFStqUASMH0+b5xw5kQ665yjiydrfcDfB9PVVYyWSYzMjKXwHW/b1KlVWaQSpeQgTrPujx2o021nUgppmyOheE82u5sCYGEWp1HcbPuvcy+wAIufddPT6vpP4O5FPOAYtv+B/LCFkfA3vdY8oZf077dHbAII902iPKrDVgvBXsjTpm2fdp4GQKcKpsRMIqLC26HxpRzx5l1OvBK0DTD2MxVI3117YzgUPyLQThAsIMIIg0o555EkGgZp2IWQ8CCypYTwEtwX2jKBdVWEBYUQ1kpb1iERvFGrK62oxcEChBichK6EPRcsDmMrgHs2zj2HbTYMb9KyjDx4ak32UvTDOfw0gYc3jXjPfQZW7Px5AGdoikZOKYjdOd9P+eQ2wqA8AlnnZ9eSmOOgG8dJ/Zz31BFGOPxLiPjjfps3ibVPX0Wo3tM3I+wDGFGHTA7aZc57WPdmPZtu6mZsPGD2lvmtjHnLAOEcGxuqzHj6lMZHeaggQQtapSZlkPttd8XuaYk2pDwISxcUHMcpEEiz2yfY6Xo2HvRT6L8NkPcj+gYD0FtARvK0UJUWjNOmLrgLtWHOAMF8Fw1kZkPVkFtj0tN3XPbzrhw94W8g0g99xGc6DdIGED7XDbX9Dbk1KjAJ1At6cuS00xqmyqOR8Huo+6tl0UIqENhL1hQmd4khnAdZtiHIBRZpnjQuzzOV4A4Bk+S+CtX+RFfvk+sKG3DVEmOCJWzxopEgTjVK/0X7QIMmVI5JkRNfNGGE9bZhvACdesGJF5IFVZtaqqz88FgeJOU+SeNkRLagNbNvIcSj2Onks13wRRTGBlZQKqjjIXZZQtIFdf42P+Npd5Uj1gGfhvvN1QsJ4CWoJDN7j1+1vUd1MIZfo+7duTyEp/wVxkvPsS4CmHX7mLbbDiV1oUGMukAqaHLYRa5CpsIO+CshKmQ58VoN2TkY5uWM98pzaE3WyAKbtlf/RRWPAUqMR6nPtCDCgAMu0l2lLHrbvO5ndIPOMz3aHHKlrgDQbK6beRBR0qonyZI86hBw5JAgkuSdzHBDDFRf+PLUx+GYDfzy4FhYLMiNxBm1MqAFGfM8TX00X8qE2te68T1dSs27M2YHFZrh3pJWED45nrVAWys+58nhOdlQ4hnDbStDDs8WpSGFii/ks4wZME9Kiq/ze6hfUcNSh0E6Q6z1RUrZ1E9vZoQQXrKaAlOFSKMgMSzKOjzcoSIPRzgKyuy7F/R0Ywd7lV6SlQQp6DttQJjKn7aMFWsycvNA8jXuJ6p/SZb5MxR5SvZw6xYsxkJWSFDxDI1GkjsqxO49Am/HB8msuJaBpYFsBJP68qcIkn1YO4KxYQGbvEEzzDl/2vj3OYcCiI8s3IQ0ktlAFpyuL3cNGM7sUvcB66vSOQfia5HMfM7/jGJhLW6L9MT7e48uczBFE2idbbbCjaxhKtp9Er0yIjIk2jIh92Cx1EvRWvnmQhokwZQZ9tUm1rmxS2SONRNII1kp4+UiWfj/+YKxtGPUucBp6J0Sy/B/wqhwUF6ymgJTgUivJv/PHGPCJwdhEpgXbhX+ECQkwhrK+LXEo4SIROEvYQrgikPssgL6sLvQD9ZraTkziqAt5t4GFL9dcUQJgmTDPKhF/Ru+014fl0Skc4d1KNrZ9NuzOmGXU+I3DpJcq/NTfuHnzSWJ72RrmX+AKHCQeOKCY/Alf9D62yZsQPrHnyJFeYjnJ8P8/jVOIB5N3cyEEFv8cBGp6taLe9NljRRUSUMmmE2eVoAYUSV1xjM+0fPvCKmvN5ZpmKzGJFjIgbJAis8300woFTyoL8Naz+P8V5kiTVIF+tIQZK9fLa0Qha5i/853z3IajNBespoCU4eNbzVVKztg6E9hLsFvC1QOZ3oL3iwnU0SYYg6OICh8LqUimj0UaTqZW1y0eTebYyrMa+xEUCoZ/gcgw+0v11SkXTAsHIB5jckzedmgqRoqwMQVMJ383gDwoUtgaLng2/75hQFyf2hlmehBH/BnZyIa/DgBkBdmtMW7ybL/r2L3HQcGC+HvN9j3M1RFUdkgBoSKPBzE11W1VNYK/+rJGGFgQH4ZD8XM39l1wC0+cv7IKz/vQ4gkxaLthCUkRBNKMVBFHyuqSIngSuhchLJQNpo19Pr0KUdURLe9Ufr6pnvggj3TKX8OEngJejejxDGrXiTHFPMxX7jwK/yB+riR0sshSsp4CW4EBYzyhHZGU9DCN+9Y0TzNUA07CmgqB1To5fiZUsZT3BH9OoIAHNDWKnoH/M6szyLrDBR2NG/Cwg1UsW4iDnmWY1CtMNqp6+NFC2mx2hbjNmEtM5fdfcLYb+XtdplSr93Y49bUV/DcQEEZ08vwyMSB9t5JvwdqQSqSwfoEowWDpC/gV+AYBP8Vme95/2hQMSbA8EUT4IbPmHHQVe8UHRtWMQpfjbdeHnfa5QDaTkVms6WlXsQNI785ty/sY539Bu/TZS52PUIpSimtdjsIpDC1Fgw32bFtHaN4hqfnVkOsa+LHT7oG0PguSjTPjWOkrWCixZ5yENps8atKizSnNq4KIxwU07qOrakLetnvQLPMcLUV0+GCNcwXoKaAkOSJh9gUDazbUXhayegLOeDc1o9sAEF5kC0hSNWUhM4tqT2/yW/1HzcbMg7GsIoSgbiM3hBJB9WEbPF6VP8BNlGdpYb+74dbqM0HudrjEMlfe75ioX6A82GIgsrMp09E5nSlt6s2Cp8PxNCz0m3iZCDVV7pU3yh86Q+sNOqmuCzegkB1PI5y2yntrdbe2U64MVjygXEutrsMg6g5t+aVqSiBUH3kBkgSEVXK0rGJRUO1cDjH3NtcukpS5CeymHm/6CZbAnfAD2oBWesQkENndCa03rrIYbzzcjJqxUZPy8K3aOMtc4gpoLwGs639kjQY1dWp+aezjfUEi4rca8xFM8xcvxXgcBBespoCV4i6zHlbR5mif43WBA+x6yoh+GiqcodRWlRpuQ5NxKyU4dC/Y6KkCpC2yn73SLu6PZdFC2rlOSIZRmmL1ru91E0vNuITaPn1dxsp1gJ3Uax2nfqR/uvCLPHSz7x84yoYKnA5Vc8KzpKaaTEqczvj2v0ktzXelSG35UKbGjJmVRmrnrMIeDSEl9S6znizwB+OcJL1+V4xypiLTOGkk8SiCTZRUsXQamOQ/AOFPUvCa1TlU+fh8SRhnezBAuPB9ISlrsLvanY2MC+1pGPkQXIrvsgH1MhUKGsbIeZPazaZWlWNWpxEyilof+NQBeZoKLHj3KEDWkjkwVMFxCxt5AFoNaZA0El0YRJU2HRbjjC/7X8+wXCtZTQEvwlihKCJn5BsiKG4PTysgU4ksZSl37gRikHtMqYfWlGXQdQjGGlT0m5NrcaYoxrwR0O9YwnolxvgzUQqxrdzvcCpHWCEs6Tkz1YBBhcRsoalEmruM7dZniArLqR6YRRtpBXN/f95Su7xoL/nG2SAOqwjua1ykou/xXubdT5V1ixOuokIBWCj7rKcpzb4EFFRSlgJZg3xTlSVWuIq8j/L9Losc7EPXsS3XiyigNaZ1fr6NVhGNXkfqPZaKkaBagu6auBdabaWmubvdjlvOQe2Ezxju6OfKQb+8g8kofYj3VtUpyRBXXPoQdeSYGEco0n8OIcvda5bpwE2P6ESdoXOi2vOizEC74WJw4ni4kGAS576l5DRJfsKYgIFLRAHiLFTzH/mHfiDKAfMakcjSCBFWEPVUUaRxG6/eTCJluIKoDiJFaBMJx5pjdXeSqU13SBpHUv7EoH1gPu4ywL50vUUaE2e4R6JqXa8Lz5U1oeIJf2zXOCele8qLlADBnvFmsLPaa4LK+8miVsDjmgHmd/agDxsP9Z0lY0tFHXXO3ES8qC4hRbpIj+84FKlhPAS3BWxJm50NFJJWKUTHwQgwzHCDQjgafiotaO/8+xzOJWqdLc70Q9cMtLnhLY0ccAbA33LG3B7qkeB/XcpmXZzGj3VZWa5cvdwGOvAdK0IkyRmzJJBUFoIywMc22ukjiatZ9fMxoZuG6v+CrMkUeU23PV7bCmOEY2M0wzt4DaQ3bUuobD9S7RkpRdrOl/cC+EeXNAp5XrQETVJ1JnlUfOCDENmnA8UsxUxCe8nx6Czjvi8noSK6Ou+/u/pv5HvmisI8TQPf74hinPW7csFA65bBmfdAo+QPoVgVzev19hsU8r5PqAUGgq8SKjowTP/hcpV0QK7CpdXVd3yKMqAhbFREYjZK5uudDRG3s9BNpoFVoL+aSWbmlsg+13+leoWA9BbQE90xR/lyVHd+z5vxVoM2j89kF/lBdG7rPMslotJtDtKHbRaaNoygrCMkcVj0b6m+E4BUGZ285pW0YjpmNIobOioHVyORIyXkUrFUBraEtGJpV/x/1Y15mPjzUIEn8rK34a/PX4GF/MlCuNTBVt8ztoIkz60AVG1wysbplVoGBoAxUxBXwrHqHZYTdjGQ+63EXvFl1q1bgnhFFBxnFB8/B1vwTTiOkf3g+eo+1JA6vqzRulXFjTjOvY039w853qnttgOlyTMxu+HuuIXJGlpb7NXdclFilmyRh3pSdkc/2jiqnkrvGwYw6N4ygqyBY2Y8V5xtgE9rDR8xg+46f5/sdWzP/Yxv+yD/yGcvH/olcunBd3qP1+TssE+vMafbxIs/yNC/eNfMPIp7qGsTA8AFcFU6AqXvUfgrWU0BLcM8U5d1eYnudh1KtQDvZAhuqwXbFyeUlZuNGTKZvFWt2l+kF2BKHH6Q7c+21cmPwEdAbaLMIhiZfkFziboTFdEmWoROEQ9BqgySl3HpKs1GP7oLzzDDlqcoM7ZhhFegUnrsE+bfkGUynVJ2Mtwl8MIPL2u8btJsN5P2OSTvfgQmf3jLD87zEZwF4lueSLIOgYWr6qpjtPcM+tJ4zgH/O8OC3wHjR2nYa+dhrwB2vwnaTqH6lTAxSukJ0/JjaiKZVzwYRQXT9koA/1xEpYySDxjHXrluwxr+qbIDJqHbszukLqvdrqWV00KnfU5VRb4p2c7FDbszxj61yI7DNBcRP1CDZDwhwXCz4jgaBelOeOXxhbcDrI6m/f82P87R5IaaSaiR4s/TWyzzN06os6b1AwXoKaAn2bUdZgTSW1FMLc8Jiu5TE5VfW+rChOnR3jFQDFfKYIyxGpUL0ZD4mBaBXp5s7kn2BqURD0uUqwtguFtVdV2WWhWCqskpjMpkItjXSAKlo39CCL9GPUzYIWVNsyC4ZGSdQlElhR7a86/+PBhY6gJCXVXnkNaLz+qvHoMqnCE/2DJ/znWYIdOU8V7gS01FKCf28F9gHojj+2MEHaAZNRBus2sCMKTYU2E0DFiruwc+zEP1BuprZVgZfqamxVP5O2KJtKtn8wCHKABKoADATX0yNcX/dFtAebZfhDA4xf+BPbeR7b1apxCjzXZsEdVsfuDpdNrJwvouwLaW9RcPbmMTmsqbOt+mbjUcn4Rxw1LPzRTWXBmK3GwCe5RkAXlShG+n7Gk4kwnuBgvUU0BLsg6I4E9owH6CuUyRCewihmL2nxR9jMsJqcWb7kEHYQTBgPclzslq7pFpkiRDgBP3MxvVxxh9nmGTCU7oyMOnb00zEFXQdMWu7/OateJ8obK6RBgsp342pebb5HSREoYwqMlwG6tIMgqg2fAXK+0cI4XgMqelf6UGCNFa4ogoVB6p7dFcAWKidf5GX4vmLTHEpUtXU07NfirIPRKlJU31UvStnJRQWDhoPQHcHxnpCuQNk4mUL/p3LXIBesTZWPdPvx1VDBL8Dl5djXj8Wer7OTJT7h6l6Y5m5LUazrJf40dzeO16SMRU4oeJFAtJoRKkiqRtK68p64bwPhZiiP/UxBXYypK79jtwmiYT+RGicJDX4ubY2Vg4D09E3tpAMlCbhB2mkBnzEtzvu8pK1CgXrKaAl2AdFcQLhDOOYsqcKx0nI9OodJahFaCZR5eZhN44147wcV8iMRNCbHhZiyM0ZznsqUamkpUKkFdZTicWwmlU9i/wc2Cw45QeIlPF6UxblSAZdeZxjpNPdI7JvSh+R9ZxEJY/fVvGzG6Q2EH+ryJJfRapSjSM2lSc6ECvQBEEgnWUipn+4IQKlXCEEPV3ieS762NhLjMMbSjs7JrSmxv5gH4gS3sYKtqK2T9OSu+bLQXPozshOuWbqnKrBdc+icuTrV3SvRox160BK8F5RpXnDqJNMcdaLDdeURRPggsecK4zDNY+Q30Hl45yEoZr/IWHP55nDHnPIXDp2KeJPDWiGmBxVBowTJNFuSaQawDT86Y9d8+eWEWvsE69zIWqVqZofpniJkstKBPduTwVWXU6cpxGD24BjMpLWDu8FCtZTQEuwD4oSLCA1Arlfp59S5nDVEc7HXZfuVZSVhG2eAmCcl8Xw8/mmrKgxogZg7KoE7txBVuMOLISswXBuqIegA7UjnOTxCjEtIs3BrYmRSxsNWWHcC9ANRP/YjmdgnQtc8InpX8uRTSyx2LNu3fer+rMngZlggPS2lR/+WHHlLiKLG2U1Uqt+Oe01G58aZpuJz0rXn6zF5yingVYeJpjad6jBPSPKaOJ+d1Al2VGYca+hzDIBuWcrDaDiru0AVr/vX951kkj2WFZrR7aozxdIfT/hLQcrblsTKu5DTvEkgbeXmKbpU123ejWyDEPZz0vX0cfFygBMMB3Z3QrwpKpaEJ61kkE9yGad0O7pfX5bNL8GavxbcQiZy4dg9JPumcukGX7yUZWwZY7CsdCrTFi455lSrKeqTBQVglw5Cnt8vdagYD0FtAT3TFFq/rg7aFfHtM5GIfN1Z84GxyYecau4oxvB+Mel3f+ojY7n3O4yFekE5UCBErbhKMpFLkc5rpnH0zR69QodhYc8RVGbQ7JUhz5nU5nJqkz4keYthLisSUTeHgdm1WaVMTBqM5re+GAvEgJRdmff83eIJOXCv7dxXsHcAp7dxh1IppmJAeuj6CzEcS/8NhA3xue4xDO9ushXDXC19T+rysbfC9wzosTtUFTJznkrIXyBcANw5zUVREz8wNNWHGHmuI2GqgoiAd3AkXAg3SrOgGl49jTsDh9WPsgF4Eb4Sn1EGaK5BKvxo3bEoGvGXoPf96e7EDV4fJEZ4zDYbCyQe3b3ShfM+e/+QVB5AvA+j+WvD+laJRdloh+tx5dkJv0z1BEZrYGETXaKwubQIqwUHW8/EFlV/TYs+vd7qQIDPqjdVYoMoQUdPBcrRwYjXGtQsJ4CWoJ713pCMWBLkqC96IU6R4q9yKT8KGbQRiOTnVS1LnaVprgRqEgXid8leGlNm01LfwNfOyGrOQn61mb4QZhO9jLvSJ4HcKys5tvHgS4XgpB1Q64K/4VV/DJPqQs6oja0SrvU+9gBTvlY2YeszFsXMg6gvPC2t6SMjxXS6jFiHNLsLrgNblj4Q09lX+IXmIk5nTXYp8ntnhElbIj4le+re6rg5teHIKpyZgQ+6i2EWnBfsGKNVCypAdheb43Nc9GAlokv0ZaMhBYqS+9rw2q88BFukuTpmjM+KDsbJWJT5Sic8DEpt0gi5UOOzyQw49lWM9d50yoPmQZXQoXIm4j63YYr/wX0hDG6pFbbujVpHZRgsdWcIdsS7fEWgvwVkojAitobIGg39RzIQi7ER9i7EOnfDAXrKaAluGeKctmH+RuOSMBPTjSU5RbajZO/y8BwqJXShqgLuoJRmUgBOkBo6QbYY94j3FdP3f9BKA2rv0FqWwmr+Za6TxtRaOw/M8dqrJowAJ2eougMwDViUvlUbz9BTZnIppQG0sGTXou4TL+U8lpDVvqgo4Igaaau1otnfTpddVrNYYzIsuIzhv6BYnY2JZqw9yz4eY2qQGubG/i8//HpWfYbYr3/3OMyjo+DQxgV3TXgN2pcvCYGKdtlIrsJiU3gYkNC1nBTTqdWxx1iwLbBxnr5zeBPaSAvTwc274aSTD1KGlaloJZJnJsRyd6oQ9mVz9jqhQkvi/Qj+of59qp88A0iMttOk26SCXC8DseOSl/tTAxwEzgVfmwlG3fG+f5A9a9eg16nYM/Vf0vueRWZl70B5nH2AwXrKaAl2DdFWRuCD/hVc+PzCBvYlK1i6QK75knjD4jswU4a2o3r1LyNrKhMTPg9maIw2sMKNB9xx0pIxegjUhHbMDFdMwnQPgvrPkoO5iSoukYa9hWo1AZp5JunBrOKDZl8SgyKmt1oTa4LdpXY9dTGazE7i3JdmTRw6vu5zClE0o3lqfCrY3z7VLWgQFE01TFHSbWn1mHfiPK3+RGvh8v1vjwgknsXIjsskVR2zIPWs0mCZAG2hhAWMo0gSonIQjo8ovQYaKpa+LbNI+eYmtcdhGRrmWaN9MNqWcCD2VEqua61v0Dip4oI10fKwsIchv0xG2HPSMETql0i1d46/cvToZsNdf81BIEGUWxOjck48J/ZDxSsp4CW4C0V0om53R8FXtmrA7LKMoQEr/l8Ft8nCrd61wnfLx7VzhxxT0F/agBo6i1uPeUwOzaSYNtphAzrfU20ANlGWsJrR66Nc1xDyHoDWa2aigB22T/f52W+kaKMzadUQcceV1XfQIl0LdzQL8xvSfUJz1QiRnrwGKo05/53XX9LiGJHvKp8/YhMXn0oIKmLH0EX0muArXqr67CNhqgtfS3IS36E6A8JMkyHgdPerT+Kje9aa1Rm02JDWv/uevl6Y8dQWOG4UsEy1V9vyoB61i63/7IbvirVlZSxMEF8VWA4Is1x9ZyVHnUTVU0qzCHMXVdo2muRVY4SZKqn+BQvFzXcCjhMOJjNJ5eIXtfHu2HKx4aZpTnMps8aPK6S1/uQ/fVUJQS7YzBlv5JvIfJeH9EGY88YybHxq6k+BgOeWMxxgWjdsPOYE75vLv1ZRuaiWaJeoUOkRrxA3TaRsISMPeu2Ja4ATV0D6DwoTdE+oc7bppQ46wNMj5wPFEVFx9GHlAabRGxcdhE2nIY3pwpF3yscDKJoFbAbJsOH6iOpfx8f/Nu5qJXLyMPq0hFaExkU9sSSulfouwE1/xKqXGEhWB93VLEdzec1QmhQpNu2GRWngiBNhgRLo87fVNfPkrKTAAGp9I5l06pvJ6Jt3UQyAo4TY1MwPVBuhoeVcfReAyqSTqe0Tp8qKlcXcMhwMBRlXPYLBlVxRAl+ps2K8W2BJFg6rvQaErizhBi/dOrD7ropuLGawawPtPtA7+2sPXpumSXdnkXXYQmrflgMfta0w5q/QLsotB3jHHDMs4QlxRKqCDXaJBVcA4RVP0iaAxTsRbvdEGdU4FJb8+7+DeDnfXsJ0Z4WSDW5fcKBIMpIr4gTeru3072w4hFo9Y5yp6+RRomH9iDJlihxS7gqe2omEXZISqxv56J6J05BvZXLoDrfkHasRbdDWgxnV4222Cd8NJ0iqpFpWc0h9FlD2Fcfsji0PHOLtIpVn7ckD+mSVGqOy2p8nVs1CIz08FahYD0FtAQHQlE+DnzGRwbXFZmb7e2XbcdVgBJtCPaPgSl5zWSTNHpbC39hIW047Sj2gXRTA73yNbXQhrUS4sJ/JRe2oo1m68iK1pFyauOqxL+jQdc8gdQ7HcbTFa9rvq0p1wKpHykK0DkGzx4bRsY5gbyjHTVOCeDZPSZ5b3AgiPICP+IzG34oXXOWMux4RNEFZQaRl5cTYypM2SZWzxjfcUJCIVlW4+ijdo5pCNbYZdIPdtt/yTXkpWpE2UTC4jWr1GmqJRKWlyCHKnea7J8MTo3VIQkhyUdnyGoE1MUUlQXcYOO19tF2osMvX5S5dPcAv8lbhYL1FNASHIzWA1T8diDE76M7AAAO60lEQVR1vary+VR618ahQDluynn7sMEMeyqibRcNZBXf4m53fhURTnVfbSvR7E4LjYPq/BnVLiOrfo3Uw63HDdSii0QLS7Qz1Hn8uMHDriP/htCVuVLvcWBDY+IdN11WsaSTxAfPPqnKsB6AysMBIsqqL11hbl2Sj9bbA31eK1hDSGwDeVHryAvuhB5fxbn5FfZ2nJW5W+7YQYx5vWXo9XpXvQkfUn3CeN0jMshD9VSLCe025FpduqKTVM3WBkJdzUBbXsPzhY/dqZ5nEGE5Q6dp99i5XVbyxwJidR0mIoctGUq9wSfVAT6322G8M1J8k18+kA2yC9ZTQEtwYBQlGklU8VxTXseOeSF0ltSYpG0UgQJ1wXqIHpucFYqRIT6jcZO608FHf0naRExn3EG52IcZ966FKnAlRLvtvJKW74xhEUdjXg+DyIpWFMIsWbm2jKz0TAUw90IUMh/1aSxreWo7etzn/dhZeXedVt7dq8i7+zpCjWqw3iee97DNzLPAL/InAAdCTaCgKAW0CAdIUb4JwNEKLGphMmwm2FcXuWQWEWZ32SHM7Vk5r4hEXGnY1KuMt+D6DSfJ83TTSOupi9mKw13hSWKKlHag5aiNtsuyU0e2Be/3jol5RQ1qpLEmfgrm4VXskE9kszmYcMGvusPk7yb7GJpfDQU2cPE2eFtRMMmPkdpagt1HJZrZTxiqIzZ2+d9+8/K/e0AU5QARxcFincQ8Px7qkLUZeTk6Yk2nRei0i/A/cAgRSPwmd2k9ZtlKNFoo9BvAuA9fZUHioOxXHAkHZ2fRUWq7aivKRPz5kQ6oO5ZkMyOlRG+SRMGZPvfxnYYSNI9pGc7f0/yBFbZWRQRble+kDX7m1yz2B6qQUFh8nbDwa/589yf5Y5+kflBQsJ4CWoIDpyhZRbYapgQ3gsPrKnFBJXVpIQntCxTBYF2cK0Alw4T6R7eIQqydleqToax6uG8EvxPGQq6E4O8iwuE6IkxXcfsHAu1mne1QldIuRsrEnUVhAxmi+v48ZKFC1G15plKvZT0U+QpBxg1vA9k930GwV/0znUBY2WNW3tE0KUsOrE/HzJ6q8QsHxHICHDiibPMjTMMP20Bc6MPsnYWny3Sq9Af7kJHU0eu5hCi0IS8kkOw+REOAxC+UpJcG5NDZhLvM7iHfKL8NpV6HnOsNA5uqaLF2BQyJZzZ6rXuPur2CgGYdl0yu76V9RMNILO93SAORghY1aGKknl1WmYfaNqTdGCiZ54CgYD0FtAQHTlGAPUmjyS32E37laI8pCOW4hawQbWbXsSQ6MSoma6t2jlCU3Z5dfV47FNVmSoHdGLYdNQBni1lWpEdTxlxZnmOJjUVsxbObSpkYyhXYxBhxT0FbUixRV9HQAV3aY66LPFdV/zMICz0EOBREsY/7NI5vHUl8GjF67ISJLMmULPyB76NN9SCFhTtx0WRATy+sb6pIuQABCbqQQOQMONGU8wH59I6iGVEl5djZWEefLqIaam5vSxCVZhs6a1AHYDeAm14e0R7pwPpqat47SISdTtcYV9c1EDYb5gYO4YJ8M4wyLn6Tg4aC9RTQEhwO6wkwiNgrdoghf2bMYiuOxGdArkl5aM/6EuWQBhGdJW4Ly6CKKdGR8XrbKOPJ/lAZ2ualfyjBUbZCCd6QxPeEbd30pcXw1DAa5Qag24/fpYTdZYRVdqqxgjf6umRKmnGLfdhTq4dIdvoKAUp8VeZry0bGG0PVk+0h3SH6YOFQEcWOjGN2/Nu5hTzHAlHdzXqRmNHrSL7PEvLSzhFLVTVzIPP/GJRNIAPPB2D8mjueypDs/QGo+I/a2RT19CrCwnIp+8km8mHVXMw5y/t83ZJpxok1XIYqbjfTALogji7TBUniusXIjmm9owS+ZJZlb2Q2kK1aNkkzDmNYRFNZgA8eCtZTQEtwuKyH18UkrbDflkwSXBSL+g0joYs6cOkWMZbj9KPQ7t0C26Es1Sbi/9BsqpbDOe8B7lXh+1lz7z2bS6TeYO0qCOdnYfqU3zbG3pBxes/CiG8P10XInSUxqAGpd0AF1ZeYo/l9/+PzCHUdUxkJqPleRZSFMeBjBy/EBjhkRPGlQvGVBULg0jrJywrW2NFTlvnwMo+T1nnz53WN+JBaat9fgjWv3dwkrTYQVNLJG1AJXzK9f/yo30W0C506coJEG5nwO5bNNL4k4/dep4Qy0IUgpXXkubt2Hf08Qjxw/5ClqR2n4f6/AWZaFlNMKdFVL2vAxzg0KFhPAS3BIVOUDWhz9NueM6lnWHuMPcwNtUOvc8Wff+IlpuLOYNNqf+KjVL30GSouVVln4TEVpR8oijaCVZE9i3Ow6yryPwizs+xt8NohUgG7YSBs5qRjY+dz1kNNFJ2k3qk0pmXFPnQdf8/iVttUkv7DuLozkJQl04UPWUMEbk0hDwEOnfXQ/WF/lM0Uud6UF6VjYJfyuAOXM3sFL+KWrz8G0CFbyIVItixLU0FCexMh+7oOXJWovtrcSC0U7ZvSUFbpIv9TndfluBoIwi0hWs9jzkgIal7aabmhrnsVKUQ87nw8AGbWRtZn+4zIOnoh/J+9su4PDgrWU0BLYKzdsX9zt4OAn5U9kG8iq1unNQwDp7wxy9bTTL0hf36+LhpIuFaHLGwihOhDpPm7m6p/WJU1hA2Ou9hTAK4ql/8yYtCbRSjDOEJRutSYnYj/SmcxhnkPsrewW1XhBztuL0zwZfUDBcwMZN5F8a2muD9+73ApytuIKJD65x2/Md/eFt7dR/Tp6KLFdtlgbnk+/13lRAtWyYdJKwYEVpYhZH4BUSXXECNfiST90pzx96kZQbgdhCVdRRDrIdJKBHtE50XrKkT2cTaDGZ1vk3v5awPodSy2nQWpkafGs5USsjX4FvBt3g4oWE8BLcHhC7MJfNwfBzB3XnTNBReCAN6VHvJ9+xCSXVW2g2mEhOsSVdrXs1epC21AayCs7xHShLKQirFmY3Cz3VDJWOfUfaqklEwFY5lX1c4gIWDaByhNjlie9GSxAWx7FnM9I+6ByCziJ1OUlkpH3PL2ygEkn7cKbzOiuGK4FzmC7fak96HFZN+fJEUzIMImwm50tYKgJmq5QRchbiOtzxbkicdJKxJo9u7lnqSGvWZnJxCZorsS/2Hq26IRvYrIIGFOEFVfq3Y61Y/TgSqsvIywPmW9NeVVPn0q/Ppt3i4oWE8BLcHbTFEcfMnCJTPsfgyq3S1U3RDbEK8qbQgF0DnXa2/S7lLnwvmlXX387RNqUQZ7U9lLAos7TrrRUqRAw0zo/KDAzq4Cqz+UG238tGv6Z7iotsbdDXFblZLSgPpIypS9eMCB063AfUEUa35EydPV9e5x2rt9YvaSSdhQjLJ/iDTfRSd4hXNaTW1T/9fOP52KulfR5A1SP5GuuBDkpYuI9lS+xoxGLM9uzLiFqWH342d+WgLGvXZ3fsjG4IctJBR6NTfwb/2Pr8IPrrn+72knssTqP3oblVQFBespoCW4LxQFYD2Sz/5oFTA7qnLkLGm9el/b3YypUuV7Gdx0cb0u0nSNQBV0gLYu6lsj9Z14SvOX2/CuULJ8XI2/hgitN2HljmvaMYP5Rb/yv4fEyHrhdOqCob/b/X8CmHpD0jVWnnPNr6vbbG7De/+LIzUL94HtwH1EFIGvM8PzrnnuM/KhdIxJRjS40VDxK6EsVe8o8asu1EVWyNk7RVUHWldJIwjD/dfhrz1PqEHkD+96FfmCjyC2rz4YCIj93xG29YwaM1hrL8GqD7+gjGxL/AfwL3zzq2parkzLr3M/oWA9BbQEDwBFAQJFMe3wod9y7Q1EaD2OCLPaZuKj4czQnGzmVFPXtZHWkw0whNg2Bq3Er1aNsLFbaWhqMGW867uk1Sqf9m1VZcksC3s0x61E7QWN7XsIFVEBUv9rNa3YFWyI08A/5f7CA4IoAX4TjnnV8SPXhD0MK7XxHGneMP53YDHLpHsq653GUOeVYSsiGSQB0H134u05+VNyPvIEFS5gbklFBUpyPztmBMuCQe44orHdIqq+Y4gLahCpDPYP7OE6/FqBgvUU0BI8YBQFojd05F/BiN+w93fylJ1owxakhfYeRkzsI2qr+qUbyU4f5qaqPqkNfp4S/PVfyC1P/pQaE9KcoFDCdZ2kaHE013cZEcpV1Fv03ajgp6O34F9/WaZy8gGgJAEeQEQJ8NvEzZwf/w34x/70IFGj+OFfuOMm8N53+/8PI1+4XIc2n2sTkAqcAS9oIjpe5F/Cl/7KNTUHO/djeI9WrQP8ETAVQjT1R+2DURczYsat5A0Hw94mklI7ZiMb6vmv0PSymP3k/VGD3wwK1lNAS/AAUxSItoMz6/AfPuPav0lcmYFj9IFQhauIYDuGqA5qYyezs6sOnDem/dlfuRIlAYb9sQ25Vm+oaR8zLp4VYPXPSELy1nwU2k01hzDhR6DqA6T4EyIrbXaB/ecPFiUJ8IAjSoDn4f0+9mLmBfiT3wFgIGgRqhggXYhFtwsxculCwjnYYc8Ovk5ElJuqyzBSZGAo3CMcdXhDQILVBaKQ0n8yCbqOUW6P+XPnJFcMZO720w8mkkDBegpoEd7mmNmDgj/1x0+5wys3Ug0orNz3vw+uvebaXaTB2sFH85/ghz5PRzuJx4D3hn38yvB/veCcA3/rZ1Qnrw2ZL3yPyKz+3rtEEp6V+dhfcVSsdMq6ZHtwmYKVB5eSBHiHsJ7d8HP++Gfu8Pjngd9w7Qaq8lADzn7at78hWQANkgi0oK8MAj8baOw5pDToVWh4RPk6cMZrRu+9pe71Mz8rudUfNYJAyzam1QbO9HHg5cwjR6ig8YBDwXoKaAneoRRlN/w6PC7e1S/7xxoAPsCf+7OTYHw0Wu8KfOQ/uvZNOOmF37/8MZLG+StIzOqa2OqGUFENZaI9xH7RMOpDB9qx0alsucjuvXP3u5v5/YR3qIxycDDBEWb+voqB+WX/j19CCtl8nXR7lhBCcAJxCv6zB8eKehhQsJ4CWoL/7ylKCt+A3/mHrvk4SUXtGCpwFfjDn2zqsRcUiFJAS1CwngJaggJRCmgJCkQpoCUoEKWAlqBAlAJaggJRCmgJCkQpoCX4f05tzGH8ktoTAAAAAElFTkSuQmCC" y="-576.382338"/>
- </g>
- <g id="LineCollection_78">
- <path clip-path="url(#p7e690fe134)" d="M 405.400697 578.276521
- L 407.576033 578.276521
- L 407.938589 578.639077
- L 408.6637 578.639077
- L 409.026256 579.001633
- L 410.47648 579.001633
- L 410.839036 579.364189
- L 411.564148 579.364189
- L 411.926704 579.726745
- L 412.28926 579.726745
- L 414.645873 582.083358
- L 414.645873 582.445914
- L 415.370985 583.171026
- L 415.370985 583.533582
- L 416.096097 584.258694
- L 416.096097 584.62125
- L 416.458653 584.983806
- L 416.458653 585.346362
- L 416.821209 585.708918
- L 416.821209 586.434029
- L 417.183765 586.796585
- L 417.183765 587.521697
- L 417.546321 587.884253
- L 417.546321 588.609365
- L 417.908877 588.971921
- L 417.908877 589.697033
- L 418.271433 590.059589
- L 418.271433 590.784701
- L 418.633988 591.147257
- L 418.633988 592.234924
- L 418.996544 592.59748
- L 418.996544 593.685148
- L 419.3591 594.047704
- L 419.3591 600.211155
- L 418.996544 600.573711
- L 418.996544 601.661378
- L 418.633988 602.023934
- L 418.633988 602.749046
- L 418.271433 603.111602
- L 418.271433 603.836714
- L 417.908877 604.19927
- L 417.908877 604.561826
- L 417.183765 605.286938
- L 417.183765 605.649494
- L 416.821209 606.01205
- L 416.821209 606.374605
- L 415.370985 607.824829
- L 415.370985 608.187385
- L 414.283317 609.275053
- L 414.283317 609.637609
- L 413.376928 610.543999
- L 413.014372 610.543999
- L 412.651816 610.906555
- L 412.28926 610.906555
- L 411.926704 611.269111
- L 411.564148 611.269111
- L 411.201592 611.631666
- L 410.839036 611.631666
- L 410.47648 611.994222
- L 410.113924 611.994222
- L 409.751368 612.356778
- L 406.125809 612.356778
- L 405.763253 612.719334
- L 403.950473 612.719334
- L 403.587917 613.08189
- L 402.50025 613.08189
- L 402.137694 612.719334
- L 401.412582 612.719334
- L 401.050026 612.356778
- L 400.68747 612.356778
- L 399.962358 611.631666
- L 399.599802 611.631666
- L 398.149579 610.181443
- L 397.787023 610.181443
- L 394.705297 607.099717
- L 394.705297 606.737161
- L 394.342741 606.374605
- L 394.342741 606.01205
- L 393.980185 605.649494
- L 393.980185 605.286938
- L 393.255073 604.561826
- L 393.255073 603.836714
- L 392.892518 603.474158
- L 392.892518 602.38649
- L 392.529962 602.023934
- L 392.529962 600.936267
- L 392.167406 600.573711
- L 392.167406 599.848599
- L 392.529962 599.486043
- L 392.529962 599.123487
- L 392.167406 598.760931
- L 392.167406 595.135372
- L 392.529962 594.772816
- L 392.529962 594.047704
- L 392.892518 593.685148
- L 392.892518 593.322592
- L 393.255073 592.960036
- L 393.255073 591.147257
- L 393.617629 590.784701
- L 393.617629 589.697033
- L 393.980185 589.334477
- L 393.980185 588.609365
- L 394.342741 588.246809
- L 394.342741 587.884253
- L 394.705297 587.521697
- L 394.705297 586.071474
- L 395.067853 585.708918
- L 395.067853 585.346362
- L 395.792965 584.62125
- L 395.792965 584.258694
- L 396.155521 583.896138
- L 396.155521 583.533582
- L 399.599802 580.089301
- L 399.962358 580.089301
- L 400.324914 579.726745
- L 400.68747 579.726745
- L 401.050026 579.364189
- L 401.775138 579.364189
- L 402.137694 579.001633
- L 404.313029 579.001633
- L 404.675585 578.639077
- L 405.038141 578.639077
- L 405.400697 578.276521
- L 405.400697 578.276521
- " style="fill:none;stroke:#000000;stroke-width:0.5;"/>
- </g>
- </g>
- <g id="axes_129">
- <g id="patch_52">
- <path d="M 432.524642 593.014329
- L 564.495 593.014329
- L 564.495 576.404535
- L 432.524642 576.404535
- z
- " style="fill:none;"/>
- </g>
- <g id="matplotlib.axis_51">
- <g id="xtick_176">
- <g id="text_202">
- <!-- 0 -->
- <g style="fill:#ff0000;" transform="translate(430.615892 601.073392)scale(0.06 -0.06)">
- <use xlink:href="#DejaVuSans-30"/>
- </g>
- </g>
- </g>
- <g id="xtick_177">
- <g id="text_203">
- <!-- 200 -->
- <g style="fill:#ff0000;" transform="translate(488.179954 601.073392)scale(0.06 -0.06)">
- <use xlink:href="#DejaVuSans-32"/>
- <use x="63.623047" xlink:href="#DejaVuSans-30"/>
- <use x="127.246094" xlink:href="#DejaVuSans-30"/>
- </g>
- </g>
- </g>
- <g id="xtick_178">
- <g id="text_204">
- <!-- 400 -->
- <g style="fill:#ff0000;" transform="translate(549.561516 601.073392)scale(0.06 -0.06)">
- <use xlink:href="#DejaVuSans-34"/>
- <use x="63.623047" xlink:href="#DejaVuSans-30"/>
- <use x="127.246094" xlink:href="#DejaVuSans-30"/>
- </g>
- </g>
- </g>
- </g>
- <g id="line2d_51">
- <path clip-path="url(#p85bbcdeebb)" d="M 432.524642 581.239049
- L 433.291912 579.848377
- L 434.059181 580.29869
- L 434.826451 580.899818
- L 435.59372 580.899094
- L 436.36099 583.368877
- L 437.128259 585.423773
- L 437.895529 583.680878
- L 438.662798 579.688141
- L 439.430068 583.623836
- L 440.197337 583.480609
- L 440.964607 582.079532
- L 441.731876 581.700689
- L 442.499146 579.824298
- L 443.266415 581.793863
- L 444.033685 580.566121
- L 445.568224 580.110987
- L 446.335493 582.850896
- L 447.102763 582.106736
- L 447.870033 583.614524
- L 448.637302 581.61143
- L 450.171841 583.994731
- L 450.939111 583.497836
- L 451.70638 582.62156
- L 452.47365 583.1215
- L 453.240919 583.030751
- L 454.008189 582.595275
- L 454.775458 583.764938
- L 455.542728 582.551366
- L 456.309997 584.407836
- L 457.077267 581.854834
- L 457.844536 584.282275
- L 458.611806 584.554919
- L 459.379075 581.706173
- L 460.146345 584.940867
- L 460.913614 583.459863
- L 461.680884 584.423502
- L 462.448153 583.938194
- L 463.215423 581.747682
- L 463.982693 577.159525
- L 464.749962 582.968465
- L 465.517232 585.255919
- L 466.284501 586.171065
- L 467.81904 586.487968
- L 468.58631 587.494916
- L 469.353579 586.226251
- L 470.120849 588.513612
- L 470.888118 587.542879
- L 472.422657 586.032639
- L 473.957196 586.046878
- L 474.724466 588.219407
- L 475.491735 589.054253
- L 476.259005 589.205181
- L 477.026274 587.886829
- L 477.793544 586.16997
- L 478.560813 589.22929
- L 479.328083 587.51902
- L 480.095352 588.116174
- L 480.862622 587.280114
- L 482.397161 587.289592
- L 483.164431 586.950758
- L 483.9317 589.516323
- L 484.69897 589.819257
- L 485.466239 588.437094
- L 486.233509 587.410056
- L 487.000778 588.417397
- L 487.768048 589.203827
- L 488.535317 587.458244
- L 489.302587 586.700989
- L 490.837126 584.292781
- L 491.604395 586.314514
- L 492.371665 587.127171
- L 493.138934 586.096168
- L 493.906204 590.045332
- L 494.673473 589.562736
- L 495.440743 588.732813
- L 496.208012 587.258151
- L 496.975282 587.614424
- L 497.742552 586.784629
- L 498.509821 587.02064
- L 499.277091 588.132505
- L 500.04436 587.165652
- L 500.81163 586.784935
- L 501.578899 588.103995
- L 502.346169 584.98883
- L 503.113438 588.386514
- L 503.880708 586.765338
- L 504.647977 587.178527
- L 505.415247 586.839969
- L 506.182516 586.717321
- L 506.949786 586.156263
- L 507.717055 587.022117
- L 508.484325 586.098898
- L 509.251594 586.303222
- L 510.018864 585.657859
- L 510.786133 587.345075
- L 511.553403 586.433452
- L 512.320672 587.11556
- L 513.087942 589.638893
- L 513.855211 588.266806
- L 514.622481 589.107989
- L 515.389751 587.695217
- L 516.15702 587.214269
- L 516.92429 588.963465
- L 517.691559 588.270611
- L 518.458829 586.293015
- L 519.226098 586.354984
- L 519.993368 585.87117
- L 520.760637 586.644319
- L 521.527907 585.084923
- L 522.295176 586.563314
- L 523.062446 584.402796
- L 523.829715 586.054188
- L 524.596985 583.855347
- L 525.364254 584.451148
- L 526.131524 585.312347
- L 526.898793 587.571964
- L 527.666063 585.3762
- L 528.433332 583.749107
- L 529.200602 586.870688
- L 529.967871 585.320297
- L 531.502411 586.627543
- L 532.26968 585.389633
- L 533.03695 586.028296
- L 533.804219 586.37448
- L 534.571489 585.987916
- L 535.338758 587.229475
- L 536.106028 588.154473
- L 536.873297 588.121187
- L 537.640567 585.549805
- L 538.407836 585.950724
- L 539.175106 588.729661
- L 539.942375 585.935967
- L 540.709645 588.586585
- L 542.244184 584.049625
- L 543.011453 587.65222
- L 543.778723 584.061536
- L 544.545992 584.28429
- L 545.313262 586.028187
- L 546.080531 583.261532
- L 546.847801 584.884041
- L 547.61507 583.798512
- L 548.38234 585.363541
- L 549.14961 588.073369
- L 549.916879 592.259339
- L 550.684149 591.277905
- L 551.451418 586.634685
- L 552.218688 588.474256
- L 552.985957 588.245864
- L 553.753227 584.050318
- L 554.520496 586.506622
- L 555.287766 587.510941
- L 556.055035 587.38257
- L 556.822305 588.88233
- L 557.589574 587.322884
- L 558.356844 587.925436
- L 559.124113 588.744446
- L 559.891383 588.634518
- L 560.658652 588.397026
- L 561.425922 587.98435
- L 562.193191 590.795463
- L 562.960461 587.768928
- L 563.72773 587.801326
- L 563.72773 587.801326
- " style="fill:none;stroke:#ff0000;stroke-linecap:round;"/>
- </g>
- </g>
- <g id="axes_130">
- <g id="patch_53">
- <path d="M 432.524642 616.041544
- L 564.495 616.041544
- L 564.495 600.941731
- L 432.524642 600.941731
- z
- " style="fill:none;"/>
- </g>
- <g id="matplotlib.axis_52">
- <g id="xtick_179">
- <g id="text_205">
- <!-- 0.05 -->
- <g style="fill:#ff0000;" transform="translate(457.6731 624.100607)scale(0.06 -0.06)">
- <use xlink:href="#DejaVuSans-30"/>
- <use x="63.623047" xlink:href="#DejaVuSans-2e"/>
- <use x="95.410156" xlink:href="#DejaVuSans-30"/>
- <use x="159.033203" xlink:href="#DejaVuSans-35"/>
- </g>
- </g>
- </g>
- <g id="xtick_180">
- <g id="text_206">
- <!-- 0.10 -->
- <g style="fill:#ff0000;" transform="translate(491.053837 624.100607)scale(0.06 -0.06)">
- <use xlink:href="#DejaVuSans-30"/>
- <use x="63.623047" xlink:href="#DejaVuSans-2e"/>
- <use x="95.410156" xlink:href="#DejaVuSans-31"/>
- <use x="159.033203" xlink:href="#DejaVuSans-30"/>
- </g>
- </g>
- </g>
- <g id="xtick_181">
- <g id="text_207">
- <!-- 0.15 -->
- <g style="fill:#ff0000;" transform="translate(524.434575 624.100607)scale(0.06 -0.06)">
- <use xlink:href="#DejaVuSans-30"/>
- <use x="63.623047" xlink:href="#DejaVuSans-2e"/>
- <use x="95.410156" xlink:href="#DejaVuSans-31"/>
- <use x="159.033203" xlink:href="#DejaVuSans-35"/>
- </g>
- </g>
- </g>
- <g id="xtick_182">
- <g id="text_208">
- <!-- 0.20 -->
- <g style="fill:#ff0000;" transform="translate(557.815312 624.100607)scale(0.06 -0.06)">
- <use xlink:href="#DejaVuSans-30"/>
- <use x="63.623047" xlink:href="#DejaVuSans-2e"/>
- <use x="95.410156" xlink:href="#DejaVuSans-32"/>
- <use x="159.033203" xlink:href="#DejaVuSans-30"/>
- </g>
- </g>
- </g>
- </g>
- <g id="line2d_52">
- <path clip-path="url(#p4fc9e77e71)" d="M 432.524642 601.628086
- L 434.077235 604.292915
- L 435.629827 612.087225
- L 437.182419 614.798571
- L 438.735012 613.736934
- L 440.287604 612.870904
- L 441.840197 614.966177
- L 443.392789 615.091135
- L 444.945382 614.895707
- L 446.497974 614.953952
- L 448.050567 614.995693
- L 449.603159 613.603012
- L 451.155751 614.162724
- L 452.708344 612.877886
- L 454.260936 615.276346
- L 455.813529 614.861133
- L 457.366121 615.28109
- L 458.918714 615.166077
- L 460.471306 614.809593
- L 462.023899 615.262674
- L 463.576491 614.568259
- L 465.129083 614.973488
- L 466.681676 614.857301
- L 468.234268 615.276919
- L 469.786861 615.078253
- L 471.339453 615.29379
- L 472.892046 615.164434
- L 474.444638 614.557708
- L 475.997231 615.066949
- L 477.549823 614.955604
- L 479.102415 615.174703
- L 480.655008 615.334576
- L 482.2076 615.325259
- L 483.760193 615.348257
- L 485.312785 615.267297
- L 486.865378 615.112683
- L 488.41797 615.322644
- L 489.970563 615.327619
- L 491.523155 615.219446
- L 493.075747 615.123267
- L 494.62834 614.385657
- L 496.180932 615.239264
- L 497.733525 615.298923
- L 499.286117 615.3265
- L 500.83871 615.3171
- L 502.391302 615.343103
- L 503.943895 615.243684
- L 505.496487 615.213955
- L 507.049079 615.354212
- L 508.601672 615.052411
- L 510.154264 615.298935
- L 511.706857 615.308191
- L 513.259449 615.299511
- L 514.812042 615.272173
- L 516.364634 615.331617
- L 517.917227 614.692179
- L 519.469819 614.800838
- L 521.022412 615.329252
- L 522.575004 615.218128
- L 524.127596 615.350134
- L 525.680189 615.327087
- L 527.232781 615.306527
- L 528.785374 615.293438
- L 530.337966 615.17921
- L 531.890559 615.180189
- L 533.443151 615.263836
- L 534.995744 615.043226
- L 536.548336 615.218014
- L 538.100928 615.036884
- L 539.653521 614.921036
- L 541.206113 615.341403
- L 542.758706 615.331307
- L 544.311298 615.354816
- L 545.863891 615.355189
- L 547.416483 615.323218
- L 548.969076 615.098304
- L 550.521668 615.287489
- L 552.07426 615.175032
- L 553.626853 615.204456
- L 555.179445 615.172671
- L 556.732038 615.305096
- L 558.28463 615.319053
- L 559.837223 615.182594
- L 561.389815 615.34374
- L 562.942408 615.205867
- L 564.495 615.354744
- " style="fill:none;stroke:#ff0000;stroke-linecap:round;"/>
- </g>
- </g>
- <g id="axes_131">
- <g clip-path="url(#p1b9362e060)">
- <image height="27.6" id="image7706e4eff7" transform="scale(1 -1)translate(0 -27.6)" width="33.12" x="20.445" xlink:href="data:image/png;base64,
- 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" y="-629.959587"/>
- </g>
- <g id="LineCollection_79">
- <path clip-path="url(#p1b9362e060)" d="M 35.427873 632.134105
- L 36.033242 632.134105
- L 36.335926 632.436789
- L 40.270822 632.436789
- L 40.422164 632.588131
- L 40.422164 632.890816
- L 41.481559 633.950211
- L 41.784244 633.950211
- L 42.086928 634.252895
- L 42.389612 634.252895
- L 42.692297 634.555579
- L 42.994981 634.555579
- L 43.600349 635.160948
- L 43.903034 635.160948
- L 44.508402 635.766317
- L 45.113771 635.766317
- L 45.416455 636.069001
- L 45.71914 636.069001
- L 46.021824 636.371685
- L 46.324508 636.371685
- L 46.929877 636.977054
- L 47.232561 636.977054
- L 47.83793 637.582422
- L 48.140614 637.582422
- L 48.897325 638.339133
- L 48.897325 638.641817
- L 49.502693 639.247186
- L 49.502693 639.54987
- L 50.713431 640.760608
- L 50.713431 641.063292
- L 51.016115 641.365976
- L 51.016115 641.668661
- L 51.318799 641.971345
- L 51.318799 642.274029
- L 51.621484 642.576713
- L 51.621484 643.182082
- L 51.924168 643.484766
- L 51.924168 645.300872
- L 51.621484 645.603557
- L 51.621484 645.906241
- L 51.318799 646.208925
- L 51.318799 646.511609
- L 51.016115 646.814294
- L 51.016115 647.722347
- L 50.713431 648.025031
- L 50.713431 648.6304
- L 49.95672 649.38711
- L 49.654036 649.38711
- L 49.351351 649.689795
- L 49.048667 649.38711
- L 46.627193 649.38711
- L 46.324508 649.689795
- L 45.71914 649.689795
- L 45.416455 649.992479
- L 45.113771 649.992479
- L 44.35706 650.74919
- L 44.35706 651.354558
- L 44.054376 651.657243
- L 44.054376 651.959927
- L 43.751692 652.262611
- L 43.751692 652.565296
- L 43.600349 652.716638
- L 43.297665 652.716638
- L 42.994981 653.019322
- L 42.692297 653.019322
- L 41.784244 653.927375
- L 41.481559 653.927375
- L 41.178875 654.230059
- L 39.362769 654.230059
- L 38.757401 653.624691
- L 38.152032 653.624691
- L 37.698006 654.078717
- L 37.698006 654.684086
- L 37.546663 654.835428
- L 36.033242 654.835428
- L 35.730558 654.532744
- L 32.40103 654.532744
- L 32.098346 654.230059
- L 31.190293 654.230059
- L 30.887609 653.927375
- L 28.16345 653.927375
- L 27.860766 653.624691
- L 26.04466 653.624691
- L 25.893318 653.473349
- L 25.893318 652.86798
- L 25.590633 652.565296
- L 25.590633 651.051874
- L 25.287949 650.74919
- L 25.287949 650.143821
- L 24.833922 649.689795
- L 24.531238 649.689795
- L 24.228554 649.38711
- L 23.92587 649.38711
- L 23.774527 649.235768
- L 23.774527 648.933084
- L 23.169159 648.327715
- L 23.169159 647.116978
- L 22.866474 646.814294
- L 22.866474 645.906241
- L 23.169159 645.603557
- L 23.169159 644.998188
- L 23.471843 644.695504
- L 23.471843 643.787451
- L 23.774527 643.484766
- L 23.774527 642.879398
- L 24.077212 642.576713
- L 24.077212 642.274029
- L 24.379896 641.971345
- L 24.379896 641.668661
- L 24.68258 641.365976
- L 24.68258 641.063292
- L 24.985265 640.760608
- L 24.985265 640.457923
- L 25.287949 640.155239
- L 25.287949 639.54987
- L 25.590633 639.247186
- L 25.590633 638.944502
- L 25.893318 638.641817
- L 25.893318 638.339133
- L 26.80137 637.43108
- L 26.80137 637.128396
- L 27.406739 636.523027
- L 27.406739 636.220343
- L 28.768818 634.858264
- L 29.071503 634.858264
- L 29.676871 634.252895
- L 29.979556 634.252895
- L 30.28224 633.950211
- L 30.584924 633.950211
- L 30.887609 633.647526
- L 31.190293 633.647526
- L 31.492977 633.344842
- L 32.40103 633.344842
- L 32.703714 633.042158
- L 33.309083 633.042158
- L 33.611767 632.739474
- L 34.822505 632.739474
- L 35.427873 632.134105
- L 35.427873 632.134105
- " style="fill:none;stroke:#000000;stroke-width:0.5;"/>
- </g>
- <g id="text_209">
- <!-- C27 [noise]: Tot. var. expl. 1.7% -->
- <g style="fill:#ff0000;" transform="translate(20.445 624.376252)scale(0.07 -0.07)">
- <use xlink:href="#DejaVuSans-43"/>
- <use x="69.824219" xlink:href="#DejaVuSans-32"/>
- <use x="133.447266" xlink:href="#DejaVuSans-37"/>
- <use x="197.070312" xlink:href="#DejaVuSans-20"/>
- <use x="228.857422" xlink:href="#DejaVuSans-5b"/>
- <use x="267.871094" xlink:href="#DejaVuSans-6e"/>
- <use x="331.25" xlink:href="#DejaVuSans-6f"/>
- <use x="392.431641" xlink:href="#DejaVuSans-69"/>
- <use x="420.214844" xlink:href="#DejaVuSans-73"/>
- <use x="472.314453" xlink:href="#DejaVuSans-65"/>
- <use x="533.837891" xlink:href="#DejaVuSans-5d"/>
- <use x="572.851562" xlink:href="#DejaVuSans-3a"/>
- <use x="606.542969" xlink:href="#DejaVuSans-20"/>
- <use x="638.330078" xlink:href="#DejaVuSans-54"/>
- <use x="699.148438" xlink:href="#DejaVuSans-6f"/>
- <use x="760.330078" xlink:href="#DejaVuSans-74"/>
- <use x="799.539062" xlink:href="#DejaVuSans-2e"/>
- <use x="831.326172" xlink:href="#DejaVuSans-20"/>
- <use x="863.113281" xlink:href="#DejaVuSans-76"/>
- <use x="922.292969" xlink:href="#DejaVuSans-61"/>
- <use x="983.572266" xlink:href="#DejaVuSans-72"/>
- <use x="1024.544922" xlink:href="#DejaVuSans-2e"/>
- <use x="1056.332031" xlink:href="#DejaVuSans-20"/>
- <use x="1088.119141" xlink:href="#DejaVuSans-65"/>
- <use x="1149.626953" xlink:href="#DejaVuSans-78"/>
- <use x="1208.806641" xlink:href="#DejaVuSans-70"/>
- <use x="1272.283203" xlink:href="#DejaVuSans-6c"/>
- <use x="1300.066406" xlink:href="#DejaVuSans-2e"/>
- <use x="1331.853516" xlink:href="#DejaVuSans-20"/>
- <use x="1363.640625" xlink:href="#DejaVuSans-31"/>
- <use x="1427.263672" xlink:href="#DejaVuSans-2e"/>
- <use x="1459.050781" xlink:href="#DejaVuSans-37"/>
- <use x="1522.673828" xlink:href="#DejaVuSans-25"/>
- </g>
- </g>
- </g>
- <g id="axes_132">
- <g clip-path="url(#p6f54501cde)">
- <image height="33.12" id="image09d81ffbd9" transform="scale(1 -1)translate(0 -33.12)" width="33.12" x="63.702684" xlink:href="data:image/png;base64,
- 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" y="-627.163745"/>
- </g>
- <g id="LineCollection_80">
- <path clip-path="url(#p6f54501cde)" d="M 76.210863 629.829047
- L 78.023643 629.829047
- L 78.386199 630.191603
- L 78.748755 629.829047
- L 79.111311 629.829047
- L 79.473867 630.191603
- L 79.836423 630.191603
- L 80.198979 630.554159
- L 83.099426 630.554159
- L 83.461982 630.916715
- L 83.824538 630.916715
- L 84.187094 631.279271
- L 84.54965 631.279271
- L 84.912206 631.641827
- L 85.274762 631.641827
- L 85.637317 632.004383
- L 85.999873 632.004383
- L 86.362429 632.366939
- L 86.724985 632.366939
- L 88.537765 634.179719
- L 88.900321 634.179719
- L 91.256934 636.536332
- L 91.256934 636.898888
- L 91.982046 637.624
- L 91.982046 637.986556
- L 92.707158 638.711668
- L 92.707158 639.43678
- L 93.069714 639.799336
- L 93.069714 642.337227
- L 93.43227 642.699783
- L 93.43227 643.062339
- L 93.794826 643.424895
- L 93.794826 647.050454
- L 93.43227 647.41301
- L 93.43227 647.775566
- L 93.069714 648.138122
- L 93.069714 648.863234
- L 92.707158 649.22579
- L 92.707158 649.588346
- L 92.344602 649.950902
- L 92.344602 650.313457
- L 91.61949 651.038569
- L 91.61949 651.763681
- L 91.256934 652.126237
- L 91.256934 653.213905
- L 90.894378 653.576461
- L 90.894378 653.939017
- L 90.350545 654.482851
- L 89.987989 654.482851
- L 89.806711 654.664129
- L 89.806711 655.38924
- L 89.625433 655.570518
- L 88.537765 655.570518
- L 88.175209 655.933074
- L 87.812653 655.933074
- L 87.450097 656.29563
- L 84.187094 656.29563
- L 83.824538 656.658186
- L 82.374314 656.658186
- L 82.011758 657.020742
- L 77.661087 657.020742
- L 77.298531 656.658186
- L 74.035528 656.658186
- L 73.310416 655.933074
- L 71.860192 655.933074
- L 71.13508 655.207962
- L 70.772524 655.207962
- L 68.778467 653.213905
- L 68.778467 652.126237
- L 68.415911 651.763681
- L 68.415911 649.950902
- L 67.328243 648.863234
- L 67.328243 648.500678
- L 66.965687 648.138122
- L 66.965687 647.41301
- L 66.603131 647.050454
- L 66.603131 643.062339
- L 66.965687 642.699783
- L 66.965687 641.612115
- L 67.328243 641.249559
- L 67.328243 639.43678
- L 67.690799 639.074224
- L 67.690799 638.711668
- L 68.415911 637.986556
- L 68.415911 637.624
- L 69.141023 636.898888
- L 69.141023 636.536332
- L 69.503579 636.173776
- L 69.503579 635.81122
- L 70.047413 635.267386
- L 70.409968 635.267386
- L 74.035528 631.641827
- L 74.398084 631.641827
- L 74.76064 631.279271
- L 75.123196 631.279271
- L 75.667029 630.735437
- L 75.667029 630.372881
- L 76.210863 629.829047
- L 76.210863 629.829047
- " style="fill:none;stroke:#000000;stroke-width:0.5;"/>
- </g>
- </g>
- <g id="axes_133">
- <g clip-path="url(#paf83558f44)">
- <image height="39.6" id="image3a4de38318" transform="scale(1 -1)translate(0 -39.6)" width="33.12" x="106.960368" xlink:href="data:image/png;base64,
- 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" y="-623.946749"/>
- </g>
- <g id="LineCollection_81">
- <path clip-path="url(#paf83558f44)" d="M 123.094106 625.840932
- L 125.269442 625.840932
- L 125.631998 626.203488
- L 126.35711 626.203488
- L 126.719666 626.566044
- L 128.169889 626.566044
- L 128.532445 626.9286
- L 129.257557 626.9286
- L 129.620113 627.291156
- L 129.982669 627.291156
- L 132.339283 629.64777
- L 132.339283 630.010325
- L 133.064394 630.735437
- L 133.064394 631.097993
- L 133.789506 631.823105
- L 133.789506 632.185661
- L 134.152062 632.548217
- L 134.152062 632.910773
- L 134.514618 633.273329
- L 134.514618 633.998441
- L 134.877174 634.360997
- L 134.877174 635.086108
- L 135.23973 635.448664
- L 135.23973 636.173776
- L 135.602286 636.536332
- L 135.602286 637.261444
- L 135.964842 637.624
- L 135.964842 638.349112
- L 136.327398 638.711668
- L 136.327398 639.799336
- L 136.689954 640.161891
- L 136.689954 641.249559
- L 137.05251 641.612115
- L 137.05251 647.775566
- L 136.689954 648.138122
- L 136.689954 649.22579
- L 136.327398 649.588346
- L 136.327398 650.313457
- L 135.964842 650.676013
- L 135.964842 651.401125
- L 135.602286 651.763681
- L 135.602286 652.126237
- L 134.877174 652.851349
- L 134.877174 653.213905
- L 134.514618 653.576461
- L 134.514618 653.939017
- L 133.064394 655.38924
- L 133.064394 655.751796
- L 131.976727 656.839464
- L 131.976727 657.20202
- L 131.070337 658.10841
- L 130.707781 658.10841
- L 130.345225 658.470966
- L 129.982669 658.470966
- L 129.620113 658.833522
- L 129.257557 658.833522
- L 128.895001 659.196078
- L 128.532445 659.196078
- L 128.169889 659.558634
- L 127.807334 659.558634
- L 127.444778 659.92119
- L 123.819218 659.92119
- L 123.456662 660.283745
- L 121.643883 660.283745
- L 121.281327 660.646301
- L 120.193659 660.646301
- L 119.831103 660.283745
- L 119.105991 660.283745
- L 118.743435 659.92119
- L 118.380879 659.92119
- L 117.655768 659.196078
- L 117.293212 659.196078
- L 115.842988 657.745854
- L 115.480432 657.745854
- L 112.398707 654.664129
- L 112.398707 654.301573
- L 112.036151 653.939017
- L 112.036151 653.576461
- L 111.673595 653.213905
- L 111.673595 652.851349
- L 110.948483 652.126237
- L 110.948483 651.401125
- L 110.585927 651.038569
- L 110.585927 649.950902
- L 110.223371 649.588346
- L 110.223371 648.500678
- L 109.860815 648.138122
- L 109.860815 647.41301
- L 110.223371 647.050454
- L 110.223371 646.687898
- L 109.860815 646.325342
- L 109.860815 642.699783
- L 110.223371 642.337227
- L 110.223371 641.612115
- L 110.585927 641.249559
- L 110.585927 640.887003
- L 110.948483 640.524447
- L 110.948483 638.711668
- L 111.311039 638.349112
- L 111.311039 637.261444
- L 111.673595 636.898888
- L 111.673595 636.173776
- L 112.036151 635.81122
- L 112.036151 635.448664
- L 112.398707 635.086108
- L 112.398707 633.635885
- L 112.761262 633.273329
- L 112.761262 632.910773
- L 113.486374 632.185661
- L 113.486374 631.823105
- L 113.84893 631.460549
- L 113.84893 631.097993
- L 117.293212 627.653712
- L 117.655768 627.653712
- L 118.018323 627.291156
- L 118.380879 627.291156
- L 118.743435 626.9286
- L 119.468547 626.9286
- L 119.831103 626.566044
- L 122.006439 626.566044
- L 122.368995 626.203488
- L 122.731551 626.203488
- L 123.094106 625.840932
- L 123.094106 625.840932
- " style="fill:none;stroke:#000000;stroke-width:0.5;"/>
- </g>
- </g>
- <g id="axes_134">
- <g id="patch_54">
- <path d="M 150.218051 640.57874
- L 282.188409 640.57874
- L 282.188409 623.968946
- L 150.218051 623.968946
- z
- " style="fill:none;"/>
- </g>
- <g id="matplotlib.axis_53">
- <g id="xtick_183">
- <g id="text_210">
- <!-- 0 -->
- <g style="fill:#ff0000;" transform="translate(148.309301 648.637803)scale(0.06 -0.06)">
- <use xlink:href="#DejaVuSans-30"/>
- </g>
- </g>
- </g>
- <g id="xtick_184">
- <g id="text_211">
- <!-- 200 -->
- <g style="fill:#ff0000;" transform="translate(205.873363 648.637803)scale(0.06 -0.06)">
- <use xlink:href="#DejaVuSans-32"/>
- <use x="63.623047" xlink:href="#DejaVuSans-30"/>
- <use x="127.246094" xlink:href="#DejaVuSans-30"/>
- </g>
- </g>
- </g>
- <g id="xtick_185">
- <g id="text_212">
- <!-- 400 -->
- <g style="fill:#ff0000;" transform="translate(267.254925 648.637803)scale(0.06 -0.06)">
- <use xlink:href="#DejaVuSans-34"/>
- <use x="63.623047" xlink:href="#DejaVuSans-30"/>
- <use x="127.246094" xlink:href="#DejaVuSans-30"/>
- </g>
- </g>
- </g>
- </g>
- <g id="line2d_53">
- <path clip-path="url(#p43d30f9524)" d="M 150.218051 633.228007
- L 150.985321 634.704604
- L 151.75259 629.789144
- L 152.51986 633.625662
- L 153.28713 628.60049
- L 154.054399 632.936707
- L 154.821669 627.004169
- L 155.588938 629.989415
- L 156.356208 631.642883
- L 157.123477 633.563414
- L 157.890747 627.254992
- L 159.425286 633.595465
- L 160.192555 634.172203
- L 160.959825 629.836493
- L 162.494364 634.880055
- L 163.261633 633.852891
- L 164.028903 631.586468
- L 164.796172 639.82375
- L 165.563442 632.902188
- L 166.330711 637.808027
- L 167.097981 628.958585
- L 167.86525 634.677433
- L 168.63252 632.308232
- L 169.39979 631.763454
- L 170.167059 635.185295
- L 170.934329 628.292613
- L 171.701598 635.365712
- L 172.468868 626.487355
- L 173.236137 631.947457
- L 174.003407 626.891703
- L 174.770676 632.045115
- L 175.537946 630.800256
- L 176.305215 631.734832
- L 177.072485 632.336046
- L 177.839754 630.476843
- L 178.607024 636.973165
- L 179.374293 629.205601
- L 180.141563 634.307704
- L 180.908832 630.714575
- L 181.676102 631.452934
- L 182.443371 636.994805
- L 183.210641 632.16258
- L 183.97791 632.030842
- L 184.74518 639.227827
- L 185.512449 632.574811
- L 186.279719 630.027367
- L 187.046989 634.274097
- L 187.814258 627.063661
- L 188.581528 633.505308
- L 189.348797 632.054359
- L 190.116067 627.24527
- L 190.883336 632.151462
- L 191.650606 624.723937
- L 192.417875 628.586779
- L 193.185145 627.169363
- L 193.952414 633.295859
- L 194.719684 636.337917
- L 195.486953 626.761615
- L 196.254223 630.99126
- L 197.021492 629.878155
- L 197.788762 630.40232
- L 198.556031 637.041115
- L 199.323301 629.073738
- L 200.09057 636.148677
- L 201.625109 631.872283
- L 202.392379 637.520711
- L 203.159649 633.725344
- L 203.926918 632.855303
- L 204.694188 634.810604
- L 205.461457 627.769218
- L 206.228727 635.933722
- L 206.995996 633.951859
- L 207.763266 630.3544
- L 208.530535 631.600752
- L 209.297805 629.853775
- L 210.065074 629.194597
- L 210.832344 634.773355
- L 211.599613 627.970898
- L 212.366883 636.228524
- L 213.134152 629.787121
- L 213.901422 632.546406
- L 214.668691 629.038104
- L 215.435961 631.320219
- L 216.20323 635.364393
- L 216.9705 629.783591
- L 217.737769 634.274713
- L 218.505039 627.957586
- L 219.272309 633.023851
- L 220.039578 630.203236
- L 220.806848 632.774697
- L 221.574117 637.200801
- L 222.341387 629.30064
- L 223.108656 636.432908
- L 223.875926 632.395487
- L 224.643195 631.350797
- L 225.410465 632.983995
- L 226.177734 629.194146
- L 226.945004 630.065613
- L 227.712273 625.295263
- L 228.479543 629.042707
- L 229.246812 634.366264
- L 230.014082 627.917265
- L 230.781351 631.845211
- L 231.548621 630.701641
- L 232.31589 630.533887
- L 233.08316 635.104887
- L 233.850429 626.74536
- L 234.617699 629.962006
- L 235.384968 632.310259
- L 236.152238 631.122121
- L 236.919508 635.13741
- L 237.686777 629.047539
- L 239.221316 633.916826
- L 239.988586 631.876657
- L 240.755855 634.376686
- L 241.523125 630.652493
- L 242.290394 634.555676
- L 243.057664 627.306793
- L 243.824933 631.651819
- L 244.592203 630.285132
- L 245.359472 631.708587
- L 246.126742 634.046781
- L 246.894011 630.629437
- L 247.661281 625.366895
- L 249.19582 632.294855
- L 249.963089 632.933311
- L 250.730359 632.191176
- L 251.497628 630.129913
- L 252.264898 633.167783
- L 253.032168 625.893397
- L 253.799437 634.7251
- L 254.566707 629.641683
- L 255.333976 636.807631
- L 256.101246 631.768195
- L 256.868515 629.882075
- L 257.635785 636.414564
- L 258.403054 628.083633
- L 259.170324 632.875477
- L 259.937593 632.254241
- L 260.704863 628.937643
- L 261.472132 636.794351
- L 262.239402 628.177527
- L 263.006671 635.006984
- L 263.773941 629.600207
- L 264.54121 632.286645
- L 265.30848 626.786011
- L 266.843019 631.48363
- L 267.610288 629.369585
- L 268.377558 635.738432
- L 269.144827 629.462443
- L 269.912097 629.924075
- L 270.679367 631.893896
- L 271.446636 629.755539
- L 272.213906 627.099847
- L 272.981175 631.928122
- L 274.515714 631.824052
- L 275.282984 634.774581
- L 276.050253 627.724348
- L 276.817523 634.868436
- L 277.584792 629.716556
- L 278.352062 630.47302
- L 279.119331 630.592302
- L 279.886601 627.186408
- L 280.65387 635.750576
- L 281.42114 627.910468
- L 281.42114 627.910468
- " style="fill:none;stroke:#ff0000;stroke-linecap:round;"/>
- </g>
- </g>
- <g id="axes_135">
- <g id="patch_55">
- <path d="M 150.218051 663.605955
- L 282.188409 663.605955
- L 282.188409 648.506142
- L 150.218051 648.506142
- z
- " style="fill:none;"/>
- </g>
- <g id="matplotlib.axis_54">
- <g id="xtick_186">
- <g id="text_213">
- <!-- 0.05 -->
- <g style="fill:#ff0000;" transform="translate(175.366509 671.665018)scale(0.06 -0.06)">
- <use xlink:href="#DejaVuSans-30"/>
- <use x="63.623047" xlink:href="#DejaVuSans-2e"/>
- <use x="95.410156" xlink:href="#DejaVuSans-30"/>
- <use x="159.033203" xlink:href="#DejaVuSans-35"/>
- </g>
- </g>
- </g>
- <g id="xtick_187">
- <g id="text_214">
- <!-- 0.10 -->
- <g style="fill:#ff0000;" transform="translate(208.747247 671.665018)scale(0.06 -0.06)">
- <use xlink:href="#DejaVuSans-30"/>
- <use x="63.623047" xlink:href="#DejaVuSans-2e"/>
- <use x="95.410156" xlink:href="#DejaVuSans-31"/>
- <use x="159.033203" xlink:href="#DejaVuSans-30"/>
- </g>
- </g>
- </g>
- <g id="xtick_188">
- <g id="text_215">
- <!-- 0.15 -->
- <g style="fill:#ff0000;" transform="translate(242.127984 671.665018)scale(0.06 -0.06)">
- <use xlink:href="#DejaVuSans-30"/>
- <use x="63.623047" xlink:href="#DejaVuSans-2e"/>
- <use x="95.410156" xlink:href="#DejaVuSans-31"/>
- <use x="159.033203" xlink:href="#DejaVuSans-35"/>
- </g>
- </g>
- </g>
- <g id="xtick_189">
- <g id="text_216">
- <!-- 0.20 -->
- <g style="fill:#ff0000;" transform="translate(275.508722 671.665018)scale(0.06 -0.06)">
- <use xlink:href="#DejaVuSans-30"/>
- <use x="63.623047" xlink:href="#DejaVuSans-2e"/>
- <use x="95.410156" xlink:href="#DejaVuSans-32"/>
- <use x="159.033203" xlink:href="#DejaVuSans-30"/>
- </g>
- </g>
- </g>
- </g>
- <g id="line2d_54">
- <path clip-path="url(#pe70a5752c8)" d="M 150.218051 661.742044
- L 151.770644 662.805549
- L 153.323236 661.132981
- L 154.875829 662.761678
- L 156.428421 662.752145
- L 157.981014 662.406837
- L 159.533606 652.813962
- L 161.086199 661.749132
- L 162.638791 662.355913
- L 164.191383 662.909175
- L 165.743976 662.555321
- L 167.296568 662.802945
- L 168.849161 662.578894
- L 170.401753 662.416264
- L 171.954346 662.042215
- L 173.506938 662.871242
- L 175.059531 662.52763
- L 176.612123 661.99593
- L 178.164715 662.643972
- L 179.717308 661.632169
- L 181.2699 662.450509
- L 182.822493 662.429981
- L 184.375085 661.539334
- L 185.927678 662.518492
- L 187.48027 662.834116
- L 189.032863 662.366877
- L 190.585455 662.90289
- L 192.138047 659.904157
- L 193.69064 662.764133
- L 195.243232 662.243163
- L 196.795825 660.968422
- L 198.348417 662.907186
- L 199.90101 662.68608
- L 201.453602 662.698821
- L 203.006195 662.594504
- L 204.558787 662.9196
- L 206.11138 662.657626
- L 207.663972 662.390955
- L 209.216564 662.623732
- L 210.769157 662.779533
- L 212.321749 661.277047
- L 213.874342 661.820742
- L 215.426934 661.949988
- L 216.979527 662.799443
- L 218.532119 662.237526
- L 220.084712 662.361269
- L 221.637304 661.648127
- L 223.189896 662.867705
- L 224.742489 662.764574
- L 226.295081 662.513642
- L 227.847674 662.327835
- L 229.400266 662.864484
- L 230.952859 662.426718
- L 232.505451 662.679705
- L 234.058044 662.373988
- L 235.610636 662.883147
- L 237.163228 662.690525
- L 238.715821 661.589928
- L 240.268413 662.877686
- L 241.821006 660.288127
- L 243.373598 662.803368
- L 244.926191 662.032864
- L 246.478783 662.619818
- L 248.031376 661.758324
- L 249.583968 659.846061
- L 251.13656 658.4691
- L 252.689153 660.588858
- L 254.241745 662.656405
- L 255.794338 649.192497
- L 257.34693 660.555051
- L 258.899523 661.790588
- L 260.452115 662.913585
- L 262.004708 661.786371
- L 263.5573 657.458108
- L 265.109892 654.051513
- L 266.662485 661.294978
- L 268.215077 660.642384
- L 269.76767 662.03594
- L 271.320262 662.617005
- L 272.872855 661.71232
- L 274.425447 661.910885
- L 275.97804 661.783735
- L 277.530632 662.02552
- L 279.083224 662.24442
- L 280.635817 662.78063
- L 282.188409 660.497417
- " style="fill:none;stroke:#ff0000;stroke-linecap:round;"/>
- </g>
- </g>
- <g id="axes_136">
- <g clip-path="url(#p1523979e92)">
- <image height="27.6" id="image90ffabfe9a" transform="scale(1 -1)translate(0 -27.6)" width="33.12" x="302.751591" xlink:href="data:image/png;base64,
- 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" y="-629.959587"/>
- </g>
- <g id="LineCollection_82">
- <path clip-path="url(#p1523979e92)" d="M 317.734464 632.134105
- L 318.339832 632.134105
- L 318.642517 632.436789
- L 322.577413 632.436789
- L 322.728755 632.588131
- L 322.728755 632.890816
- L 323.78815 633.950211
- L 324.090834 633.950211
- L 324.393519 634.252895
- L 324.696203 634.252895
- L 324.998887 634.555579
- L 325.301572 634.555579
- L 325.90694 635.160948
- L 326.209624 635.160948
- L 326.814993 635.766317
- L 327.420362 635.766317
- L 327.723046 636.069001
- L 328.02573 636.069001
- L 328.328415 636.371685
- L 328.631099 636.371685
- L 329.236468 636.977054
- L 329.539152 636.977054
- L 330.14452 637.582422
- L 330.447205 637.582422
- L 331.203916 638.339133
- L 331.203916 638.641817
- L 331.809284 639.247186
- L 331.809284 639.54987
- L 333.020021 640.760608
- L 333.020021 641.063292
- L 333.322706 641.365976
- L 333.322706 641.668661
- L 333.62539 641.971345
- L 333.62539 642.274029
- L 333.928074 642.576713
- L 333.928074 643.182082
- L 334.230759 643.484766
- L 334.230759 645.300872
- L 333.928074 645.603557
- L 333.928074 645.906241
- L 333.62539 646.208925
- L 333.62539 646.511609
- L 333.322706 646.814294
- L 333.322706 647.722347
- L 333.020021 648.025031
- L 333.020021 648.6304
- L 332.263311 649.38711
- L 331.960626 649.38711
- L 331.657942 649.689795
- L 331.355258 649.38711
- L 328.933783 649.38711
- L 328.631099 649.689795
- L 328.02573 649.689795
- L 327.723046 649.992479
- L 327.420362 649.992479
- L 326.663651 650.74919
- L 326.663651 651.354558
- L 326.360967 651.657243
- L 326.360967 651.959927
- L 326.058282 652.262611
- L 326.058282 652.565296
- L 325.90694 652.716638
- L 325.604256 652.716638
- L 325.301572 653.019322
- L 324.998887 653.019322
- L 324.090834 653.927375
- L 323.78815 653.927375
- L 323.485466 654.230059
- L 321.66936 654.230059
- L 321.063991 653.624691
- L 320.458623 653.624691
- L 320.004596 654.078717
- L 320.004596 654.684086
- L 319.853254 654.835428
- L 318.339832 654.835428
- L 318.037148 654.532744
- L 314.707621 654.532744
- L 314.404936 654.230059
- L 313.496884 654.230059
- L 313.194199 653.927375
- L 310.47004 653.927375
- L 310.167356 653.624691
- L 308.35125 653.624691
- L 308.199908 653.473349
- L 308.199908 652.86798
- L 307.897224 652.565296
- L 307.897224 651.051874
- L 307.59454 650.74919
- L 307.59454 650.143821
- L 307.140513 649.689795
- L 306.837829 649.689795
- L 306.535144 649.38711
- L 306.23246 649.38711
- L 306.081118 649.235768
- L 306.081118 648.933084
- L 305.475749 648.327715
- L 305.475749 647.116978
- L 305.173065 646.814294
- L 305.173065 645.906241
- L 305.475749 645.603557
- L 305.475749 644.998188
- L 305.778434 644.695504
- L 305.778434 643.787451
- L 306.081118 643.484766
- L 306.081118 642.879398
- L 306.383802 642.576713
- L 306.383802 642.274029
- L 306.686487 641.971345
- L 306.686487 641.668661
- L 306.989171 641.365976
- L 306.989171 641.063292
- L 307.291855 640.760608
- L 307.291855 640.457923
- L 307.59454 640.155239
- L 307.59454 639.54987
- L 307.897224 639.247186
- L 307.897224 638.944502
- L 308.199908 638.641817
- L 308.199908 638.339133
- L 309.107961 637.43108
- L 309.107961 637.128396
- L 309.71333 636.523027
- L 309.71333 636.220343
- L 311.075409 634.858264
- L 311.378093 634.858264
- L 311.983462 634.252895
- L 312.286146 634.252895
- L 312.588831 633.950211
- L 312.891515 633.950211
- L 313.194199 633.647526
- L 313.496884 633.647526
- L 313.799568 633.344842
- L 314.707621 633.344842
- L 315.010305 633.042158
- L 315.615674 633.042158
- L 315.918358 632.739474
- L 317.129095 632.739474
- L 317.734464 632.134105
- L 317.734464 632.134105
- " style="fill:none;stroke:#000000;stroke-width:0.5;"/>
- </g>
- <g id="text_217">
- <!-- C28: Tot. var. expl. 1.7% -->
- <g style="fill:#008000;" transform="translate(302.751591 624.376252)scale(0.07 -0.07)">
- <use xlink:href="#DejaVuSans-43"/>
- <use x="69.824219" xlink:href="#DejaVuSans-32"/>
- <use x="133.447266" xlink:href="#DejaVuSans-38"/>
- <use x="197.070312" xlink:href="#DejaVuSans-3a"/>
- <use x="230.761719" xlink:href="#DejaVuSans-20"/>
- <use x="262.548828" xlink:href="#DejaVuSans-54"/>
- <use x="323.367188" xlink:href="#DejaVuSans-6f"/>
- <use x="384.548828" xlink:href="#DejaVuSans-74"/>
- <use x="423.757812" xlink:href="#DejaVuSans-2e"/>
- <use x="455.544922" xlink:href="#DejaVuSans-20"/>
- <use x="487.332031" xlink:href="#DejaVuSans-76"/>
- <use x="546.511719" xlink:href="#DejaVuSans-61"/>
- <use x="607.791016" xlink:href="#DejaVuSans-72"/>
- <use x="648.763672" xlink:href="#DejaVuSans-2e"/>
- <use x="680.550781" xlink:href="#DejaVuSans-20"/>
- <use x="712.337891" xlink:href="#DejaVuSans-65"/>
- <use x="773.845703" xlink:href="#DejaVuSans-78"/>
- <use x="833.025391" xlink:href="#DejaVuSans-70"/>
- <use x="896.501953" xlink:href="#DejaVuSans-6c"/>
- <use x="924.285156" xlink:href="#DejaVuSans-2e"/>
- <use x="956.072266" xlink:href="#DejaVuSans-20"/>
- <use x="987.859375" xlink:href="#DejaVuSans-31"/>
- <use x="1051.482422" xlink:href="#DejaVuSans-2e"/>
- <use x="1083.269531" xlink:href="#DejaVuSans-37"/>
- <use x="1146.892578" xlink:href="#DejaVuSans-25"/>
- </g>
- </g>
- </g>
- <g id="axes_137">
- <g clip-path="url(#pa604e365a4)">
- <image height="33.12" id="imageec2b1d8411" transform="scale(1 -1)translate(0 -33.12)" width="33.12" x="346.009274" xlink:href="data:image/png;base64,
- 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" y="-627.163745"/>
- </g>
- <g id="LineCollection_83">
- <path clip-path="url(#pa604e365a4)" d="M 358.517454 629.829047
- L 360.330234 629.829047
- L 360.69279 630.191603
- L 361.055345 629.829047
- L 361.417901 629.829047
- L 361.780457 630.191603
- L 362.143013 630.191603
- L 362.505569 630.554159
- L 365.406017 630.554159
- L 365.768573 630.916715
- L 366.131128 630.916715
- L 366.493684 631.279271
- L 366.85624 631.279271
- L 367.218796 631.641827
- L 367.581352 631.641827
- L 367.943908 632.004383
- L 368.306464 632.004383
- L 368.66902 632.366939
- L 369.031576 632.366939
- L 370.844356 634.179719
- L 371.206911 634.179719
- L 373.563525 636.536332
- L 373.563525 636.898888
- L 374.288637 637.624
- L 374.288637 637.986556
- L 375.013749 638.711668
- L 375.013749 639.43678
- L 375.376305 639.799336
- L 375.376305 642.337227
- L 375.738861 642.699783
- L 375.738861 643.062339
- L 376.101417 643.424895
- L 376.101417 647.050454
- L 375.738861 647.41301
- L 375.738861 647.775566
- L 375.376305 648.138122
- L 375.376305 648.863234
- L 375.013749 649.22579
- L 375.013749 649.588346
- L 374.651193 649.950902
- L 374.651193 650.313457
- L 373.926081 651.038569
- L 373.926081 651.763681
- L 373.563525 652.126237
- L 373.563525 653.213905
- L 373.200969 653.576461
- L 373.200969 653.939017
- L 372.657135 654.482851
- L 372.294579 654.482851
- L 372.113301 654.664129
- L 372.113301 655.38924
- L 371.932023 655.570518
- L 370.844356 655.570518
- L 370.4818 655.933074
- L 370.119244 655.933074
- L 369.756688 656.29563
- L 366.493684 656.29563
- L 366.131128 656.658186
- L 364.680905 656.658186
- L 364.318349 657.020742
- L 359.967678 657.020742
- L 359.605122 656.658186
- L 356.342118 656.658186
- L 355.617007 655.933074
- L 354.166783 655.933074
- L 353.441671 655.207962
- L 353.079115 655.207962
- L 351.085057 653.213905
- L 351.085057 652.126237
- L 350.722502 651.763681
- L 350.722502 649.950902
- L 349.634834 648.863234
- L 349.634834 648.500678
- L 349.272278 648.138122
- L 349.272278 647.41301
- L 348.909722 647.050454
- L 348.909722 643.062339
- L 349.272278 642.699783
- L 349.272278 641.612115
- L 349.634834 641.249559
- L 349.634834 639.43678
- L 349.99739 639.074224
- L 349.99739 638.711668
- L 350.722502 637.986556
- L 350.722502 637.624
- L 351.447613 636.898888
- L 351.447613 636.536332
- L 351.810169 636.173776
- L 351.810169 635.81122
- L 352.354003 635.267386
- L 352.716559 635.267386
- L 356.342118 631.641827
- L 356.704674 631.641827
- L 357.06723 631.279271
- L 357.429786 631.279271
- L 357.97362 630.735437
- L 357.97362 630.372881
- L 358.517454 629.829047
- L 358.517454 629.829047
- " style="fill:none;stroke:#000000;stroke-width:0.5;"/>
- </g>
- </g>
- <g id="axes_138">
- <g clip-path="url(#pf7e7d3d063)">
- <image height="39.6" id="image6c4410a70f" transform="scale(1 -1)translate(0 -39.6)" width="33.12" x="389.266958" xlink:href="data:image/png;base64,
- 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" y="-623.946749"/>
- </g>
- <g id="LineCollection_84">
- <path clip-path="url(#pf7e7d3d063)" d="M 405.400697 625.840932
- L 407.576033 625.840932
- L 407.938589 626.203488
- L 408.6637 626.203488
- L 409.026256 626.566044
- L 410.47648 626.566044
- L 410.839036 626.9286
- L 411.564148 626.9286
- L 411.926704 627.291156
- L 412.28926 627.291156
- L 414.645873 629.64777
- L 414.645873 630.010325
- L 415.370985 630.735437
- L 415.370985 631.097993
- L 416.096097 631.823105
- L 416.096097 632.185661
- L 416.458653 632.548217
- L 416.458653 632.910773
- L 416.821209 633.273329
- L 416.821209 633.998441
- L 417.183765 634.360997
- L 417.183765 635.086108
- L 417.546321 635.448664
- L 417.546321 636.173776
- L 417.908877 636.536332
- L 417.908877 637.261444
- L 418.271433 637.624
- L 418.271433 638.349112
- L 418.633988 638.711668
- L 418.633988 639.799336
- L 418.996544 640.161891
- L 418.996544 641.249559
- L 419.3591 641.612115
- L 419.3591 647.775566
- L 418.996544 648.138122
- L 418.996544 649.22579
- L 418.633988 649.588346
- L 418.633988 650.313457
- L 418.271433 650.676013
- L 418.271433 651.401125
- L 417.908877 651.763681
- L 417.908877 652.126237
- L 417.183765 652.851349
- L 417.183765 653.213905
- L 416.821209 653.576461
- L 416.821209 653.939017
- L 415.370985 655.38924
- L 415.370985 655.751796
- L 414.283317 656.839464
- L 414.283317 657.20202
- L 413.376928 658.10841
- L 413.014372 658.10841
- L 412.651816 658.470966
- L 412.28926 658.470966
- L 411.926704 658.833522
- L 411.564148 658.833522
- L 411.201592 659.196078
- L 410.839036 659.196078
- L 410.47648 659.558634
- L 410.113924 659.558634
- L 409.751368 659.92119
- L 406.125809 659.92119
- L 405.763253 660.283745
- L 403.950473 660.283745
- L 403.587917 660.646301
- L 402.50025 660.646301
- L 402.137694 660.283745
- L 401.412582 660.283745
- L 401.050026 659.92119
- L 400.68747 659.92119
- L 399.962358 659.196078
- L 399.599802 659.196078
- L 398.149579 657.745854
- L 397.787023 657.745854
- L 394.705297 654.664129
- L 394.705297 654.301573
- L 394.342741 653.939017
- L 394.342741 653.576461
- L 393.980185 653.213905
- L 393.980185 652.851349
- L 393.255073 652.126237
- L 393.255073 651.401125
- L 392.892518 651.038569
- L 392.892518 649.950902
- L 392.529962 649.588346
- L 392.529962 648.500678
- L 392.167406 648.138122
- L 392.167406 647.41301
- L 392.529962 647.050454
- L 392.529962 646.687898
- L 392.167406 646.325342
- L 392.167406 642.699783
- L 392.529962 642.337227
- L 392.529962 641.612115
- L 392.892518 641.249559
- L 392.892518 640.887003
- L 393.255073 640.524447
- L 393.255073 638.711668
- L 393.617629 638.349112
- L 393.617629 637.261444
- L 393.980185 636.898888
- L 393.980185 636.173776
- L 394.342741 635.81122
- L 394.342741 635.448664
- L 394.705297 635.086108
- L 394.705297 633.635885
- L 395.067853 633.273329
- L 395.067853 632.910773
- L 395.792965 632.185661
- L 395.792965 631.823105
- L 396.155521 631.460549
- L 396.155521 631.097993
- L 399.599802 627.653712
- L 399.962358 627.653712
- L 400.324914 627.291156
- L 400.68747 627.291156
- L 401.050026 626.9286
- L 401.775138 626.9286
- L 402.137694 626.566044
- L 404.313029 626.566044
- L 404.675585 626.203488
- L 405.038141 626.203488
- L 405.400697 625.840932
- L 405.400697 625.840932
- " style="fill:none;stroke:#000000;stroke-width:0.5;"/>
- </g>
- </g>
- <g id="axes_139">
- <g id="patch_56">
- <path d="M 432.524642 640.57874
- L 564.495 640.57874
- L 564.495 623.968946
- L 432.524642 623.968946
- z
- " style="fill:none;"/>
- </g>
- <g id="matplotlib.axis_55">
- <g id="xtick_190">
- <g id="text_218">
- <!-- 0 -->
- <g style="fill:#008000;" transform="translate(430.615892 648.637803)scale(0.06 -0.06)">
- <use xlink:href="#DejaVuSans-30"/>
- </g>
- </g>
- </g>
- <g id="xtick_191">
- <g id="text_219">
- <!-- 200 -->
- <g style="fill:#008000;" transform="translate(488.179954 648.637803)scale(0.06 -0.06)">
- <use xlink:href="#DejaVuSans-32"/>
- <use x="63.623047" xlink:href="#DejaVuSans-30"/>
- <use x="127.246094" xlink:href="#DejaVuSans-30"/>
- </g>
- </g>
- </g>
- <g id="xtick_192">
- <g id="text_220">
- <!-- 400 -->
- <g style="fill:#008000;" transform="translate(549.561516 648.637803)scale(0.06 -0.06)">
- <use xlink:href="#DejaVuSans-34"/>
- <use x="63.623047" xlink:href="#DejaVuSans-30"/>
- <use x="127.246094" xlink:href="#DejaVuSans-30"/>
- </g>
- </g>
- </g>
- </g>
- <g id="line2d_55">
- <path clip-path="url(#pfc49e704c9)" d="M 432.524642 629.865415
- L 433.291912 628.188396
- L 434.059181 627.483695
- L 434.826451 626.148057
- L 435.59372 629.228633
- L 436.36099 627.948544
- L 437.128259 625.166885
- L 437.895529 629.698609
- L 438.662798 630.533687
- L 439.430068 627.189466
- L 440.197337 631.584261
- L 440.964607 631.107214
- L 441.731876 631.255149
- L 442.499146 630.262386
- L 443.266415 627.535647
- L 444.033685 632.693892
- L 444.800954 633.964068
- L 445.568224 630.354607
- L 446.335493 630.112434
- L 447.102763 630.993718
- L 447.870033 629.110144
- L 448.637302 633.281506
- L 449.404572 632.027508
- L 450.171841 629.870128
- L 450.939111 631.460739
- L 451.70638 631.708614
- L 452.47365 632.574917
- L 453.240919 634.241755
- L 454.008189 632.67682
- L 454.775458 629.613714
- L 455.542728 627.493243
- L 456.309997 630.369349
- L 457.077267 629.351938
- L 457.844536 625.3903
- L 458.611806 624.723937
- L 459.379075 629.89631
- L 460.146345 631.096373
- L 460.913614 629.462755
- L 461.680884 627.558868
- L 462.448153 630.021286
- L 463.215423 631.516383
- L 463.982693 628.502826
- L 464.749962 633.349849
- L 465.517232 631.802344
- L 466.284501 631.691895
- L 467.051771 631.786789
- L 467.81904 630.927311
- L 468.58631 630.236366
- L 469.353579 632.833824
- L 470.120849 629.034188
- L 471.655388 630.496169
- L 472.422657 630.209216
- L 473.189927 631.463071
- L 473.957196 629.757164
- L 474.724466 628.44609
- L 475.491735 628.30617
- L 476.259005 626.290612
- L 477.026274 628.023682
- L 477.793544 628.884352
- L 478.560813 631.662496
- L 479.328083 631.347532
- L 480.095352 630.067974
- L 480.862622 630.897375
- L 481.629892 633.47926
- L 482.397161 631.626114
- L 483.164431 629.186782
- L 483.9317 632.049335
- L 485.466239 633.933302
- L 486.233509 633.719422
- L 487.000778 633.664563
- L 488.535317 634.114506
- L 489.302587 632.492815
- L 490.069856 633.378526
- L 490.837126 633.218423
- L 491.604395 637.432825
- L 492.371665 632.33607
- L 493.138934 631.055262
- L 493.906204 633.073905
- L 494.673473 632.732461
- L 495.440743 630.903677
- L 496.208012 634.450615
- L 496.975282 634.511321
- L 497.742552 633.814585
- L 498.509821 636.037907
- L 499.277091 633.115114
- L 500.04436 639.82375
- L 500.81163 638.942043
- L 501.578899 637.716871
- L 502.346169 635.784525
- L 503.113438 629.761936
- L 503.880708 634.453462
- L 504.647977 635.459053
- L 505.415247 633.735835
- L 506.182516 633.561924
- L 506.949786 635.007581
- L 507.717055 634.939358
- L 509.251594 632.211839
- L 510.018864 634.729791
- L 510.786133 631.897886
- L 511.553403 630.731669
- L 512.320672 629.136004
- L 513.087942 632.060271
- L 513.855211 633.376513
- L 514.622481 631.996836
- L 515.389751 636.883852
- L 516.15702 636.00435
- L 516.92429 633.694521
- L 517.691559 636.365105
- L 518.458829 634.395436
- L 519.226098 636.021524
- L 519.993368 635.375893
- L 520.760637 633.959364
- L 521.527907 635.330764
- L 522.295176 635.516912
- L 523.062446 634.812815
- L 523.829715 630.607701
- L 524.596985 632.77453
- L 525.364254 633.740525
- L 526.131524 633.825687
- L 526.898793 632.788037
- L 527.666063 630.131536
- L 528.433332 636.79758
- L 529.200602 638.272745
- L 529.967871 629.696292
- L 530.735141 632.126827
- L 531.502411 632.426875
- L 532.26968 626.064858
- L 533.03695 632.380321
- L 533.804219 631.857646
- L 534.571489 632.556188
- L 535.338758 630.571789
- L 536.106028 635.716463
- L 536.873297 631.709507
- L 537.640567 633.977929
- L 538.407836 633.434101
- L 539.175106 632.650461
- L 539.942375 633.932134
- L 540.709645 631.579872
- L 541.476914 631.517821
- L 542.244184 633.877556
- L 543.011453 631.985317
- L 543.778723 633.378758
- L 544.545992 632.281771
- L 545.313262 631.745017
- L 546.080531 629.213732
- L 546.847801 632.671044
- L 547.61507 627.402342
- L 548.38234 627.33667
- L 549.14961 630.884206
- L 549.916879 628.383902
- L 550.684149 627.534246
- L 551.451418 628.39426
- L 552.218688 632.802721
- L 552.985957 629.325788
- L 553.753227 625.317307
- L 554.520496 627.249287
- L 555.287766 628.846407
- L 556.055035 631.353288
- L 556.822305 630.574722
- L 557.589574 630.063004
- L 558.356844 630.453099
- L 559.124113 631.239722
- L 559.891383 628.728255
- L 560.658652 628.117429
- L 561.425922 629.663599
- L 562.193191 628.511728
- L 562.960461 630.730677
- L 563.72773 629.270207
- L 563.72773 629.270207
- " style="fill:none;stroke:#008000;stroke-linecap:round;"/>
- </g>
- </g>
- <g id="axes_140">
- <g id="patch_57">
- <path d="M 432.524642 663.605955
- L 564.495 663.605955
- L 564.495 648.506142
- L 432.524642 648.506142
- z
- " style="fill:none;"/>
- </g>
- <g id="matplotlib.axis_56">
- <g id="xtick_193">
- <g id="text_221">
- <!-- 0.05 -->
- <g style="fill:#008000;" transform="translate(457.6731 671.665018)scale(0.06 -0.06)">
- <use xlink:href="#DejaVuSans-30"/>
- <use x="63.623047" xlink:href="#DejaVuSans-2e"/>
- <use x="95.410156" xlink:href="#DejaVuSans-30"/>
- <use x="159.033203" xlink:href="#DejaVuSans-35"/>
- </g>
- </g>
- </g>
- <g id="xtick_194">
- <g id="text_222">
- <!-- 0.10 -->
- <g style="fill:#008000;" transform="translate(491.053837 671.665018)scale(0.06 -0.06)">
- <use xlink:href="#DejaVuSans-30"/>
- <use x="63.623047" xlink:href="#DejaVuSans-2e"/>
- <use x="95.410156" xlink:href="#DejaVuSans-31"/>
- <use x="159.033203" xlink:href="#DejaVuSans-30"/>
- </g>
- </g>
- </g>
- <g id="xtick_195">
- <g id="text_223">
- <!-- 0.15 -->
- <g style="fill:#008000;" transform="translate(524.434575 671.665018)scale(0.06 -0.06)">
- <use xlink:href="#DejaVuSans-30"/>
- <use x="63.623047" xlink:href="#DejaVuSans-2e"/>
- <use x="95.410156" xlink:href="#DejaVuSans-31"/>
- <use x="159.033203" xlink:href="#DejaVuSans-35"/>
- </g>
- </g>
- </g>
- <g id="xtick_196">
- <g id="text_224">
- <!-- 0.20 -->
- <g style="fill:#008000;" transform="translate(557.815312 671.665018)scale(0.06 -0.06)">
- <use xlink:href="#DejaVuSans-30"/>
- <use x="63.623047" xlink:href="#DejaVuSans-2e"/>
- <use x="95.410156" xlink:href="#DejaVuSans-32"/>
- <use x="159.033203" xlink:href="#DejaVuSans-30"/>
- </g>
- </g>
- </g>
- </g>
- <g id="line2d_56">
- <path clip-path="url(#p079c4213d3)" d="M 432.524642 649.192497
- L 434.077235 661.777509
- L 435.629827 661.297872
- L 437.182419 662.912137
- L 438.735012 662.554175
- L 440.287604 662.520145
- L 441.840197 659.628782
- L 443.392789 662.520894
- L 444.945382 662.56287
- L 446.497974 662.64067
- L 448.050567 662.719618
- L 449.603159 662.630879
- L 451.155751 662.882856
- L 452.708344 661.886933
- L 454.260936 662.708856
- L 455.813529 662.918371
- L 457.366121 662.870157
- L 458.918714 662.535811
- L 460.471306 661.840912
- L 462.023899 662.806076
- L 463.576491 662.888379
- L 465.129083 662.708891
- L 466.681676 662.823061
- L 468.234268 662.843641
- L 469.786861 662.908067
- L 471.339453 662.76981
- L 472.892046 662.870271
- L 474.444638 662.418664
- L 475.997231 662.795149
- L 477.549823 662.87416
- L 479.102415 662.676176
- L 480.655008 662.737309
- L 482.2076 662.534359
- L 483.760193 662.875903
- L 485.312785 662.916094
- L 486.865378 662.447623
- L 488.41797 662.886235
- L 489.970563 662.584078
- L 491.523155 662.7078
- L 493.075747 662.897698
- L 494.62834 662.657973
- L 496.180932 662.420501
- L 497.733525 662.301699
- L 499.286117 662.175739
- L 500.83871 662.886082
- L 502.391302 662.87395
- L 503.943895 662.86638
- L 505.496487 662.853154
- L 507.049079 662.913296
- L 508.601672 662.000785
- L 510.154264 662.714723
- L 511.706857 662.9196
- L 513.259449 662.760603
- L 514.812042 662.870811
- L 516.364634 662.919154
- L 517.917227 662.841634
- L 519.469819 662.799173
- L 521.022412 662.376554
- L 522.575004 662.494315
- L 524.127596 662.577765
- L 525.680189 662.568243
- L 527.232781 662.888678
- L 528.785374 662.768296
- L 530.337966 662.516809
- L 531.890559 662.833276
- L 533.443151 662.903152
- L 534.995744 662.836298
- L 536.548336 662.637599
- L 538.100928 662.805749
- L 539.653521 662.739348
- L 541.206113 662.799944
- L 542.758706 662.895713
- L 544.311298 662.810846
- L 545.863891 662.725387
- L 547.416483 662.790526
- L 548.969076 662.848333
- L 550.521668 662.809681
- L 552.07426 662.867739
- L 553.626853 662.909167
- L 555.179445 662.834449
- L 556.732038 662.834652
- L 558.28463 662.877553
- L 559.837223 662.718497
- L 561.389815 662.91061
- L 562.942408 662.823081
- L 564.495 662.858871
- " style="fill:none;stroke:#008000;stroke-linecap:round;"/>
- </g>
- </g>
- <g id="axes_141">
- <g clip-path="url(#pa07a1fa5c8)">
- <image height="27.6" id="image016f8df530" transform="scale(1 -1)translate(0 -27.6)" width="33.12" x="20.445" xlink:href="data:image/png;base64,
- 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" y="-677.523998"/>
- </g>
- <g id="LineCollection_85">
- <path clip-path="url(#pa07a1fa5c8)" d="M 35.427873 679.698516
- L 36.033242 679.698516
- L 36.335926 680.0012
- L 40.270822 680.0012
- L 40.422164 680.152543
- L 40.422164 680.455227
- L 41.481559 681.514622
- L 41.784244 681.514622
- L 42.086928 681.817306
- L 42.389612 681.817306
- L 42.692297 682.119991
- L 42.994981 682.119991
- L 43.600349 682.725359
- L 43.903034 682.725359
- L 44.508402 683.330728
- L 45.113771 683.330728
- L 45.416455 683.633412
- L 45.71914 683.633412
- L 46.021824 683.936096
- L 46.324508 683.936096
- L 46.929877 684.541465
- L 47.232561 684.541465
- L 47.83793 685.146834
- L 48.140614 685.146834
- L 48.897325 685.903544
- L 48.897325 686.206229
- L 49.502693 686.811597
- L 49.502693 687.114282
- L 50.713431 688.325019
- L 50.713431 688.627703
- L 51.016115 688.930387
- L 51.016115 689.233072
- L 51.318799 689.535756
- L 51.318799 689.83844
- L 51.621484 690.141125
- L 51.621484 690.746493
- L 51.924168 691.049178
- L 51.924168 692.865283
- L 51.621484 693.167968
- L 51.621484 693.470652
- L 51.318799 693.773336
- L 51.318799 694.076021
- L 51.016115 694.378705
- L 51.016115 695.286758
- L 50.713431 695.589442
- L 50.713431 696.194811
- L 49.95672 696.951522
- L 49.654036 696.951522
- L 49.351351 697.254206
- L 49.048667 696.951522
- L 46.627193 696.951522
- L 46.324508 697.254206
- L 45.71914 697.254206
- L 45.416455 697.55689
- L 45.113771 697.55689
- L 44.35706 698.313601
- L 44.35706 698.91897
- L 44.054376 699.221654
- L 44.054376 699.524338
- L 43.751692 699.827023
- L 43.751692 700.129707
- L 43.600349 700.281049
- L 43.297665 700.281049
- L 42.994981 700.583733
- L 42.692297 700.583733
- L 41.784244 701.491786
- L 41.481559 701.491786
- L 41.178875 701.794471
- L 39.362769 701.794471
- L 38.757401 701.189102
- L 38.152032 701.189102
- L 37.698006 701.643128
- L 37.698006 702.248497
- L 37.546663 702.399839
- L 36.033242 702.399839
- L 35.730558 702.097155
- L 32.40103 702.097155
- L 32.098346 701.794471
- L 31.190293 701.794471
- L 30.887609 701.491786
- L 28.16345 701.491786
- L 27.860766 701.189102
- L 26.04466 701.189102
- L 25.893318 701.03776
- L 25.893318 700.432391
- L 25.590633 700.129707
- L 25.590633 698.616285
- L 25.287949 698.313601
- L 25.287949 697.708232
- L 24.833922 697.254206
- L 24.531238 697.254206
- L 24.228554 696.951522
- L 23.92587 696.951522
- L 23.774527 696.800179
- L 23.774527 696.497495
- L 23.169159 695.892127
- L 23.169159 694.681389
- L 22.866474 694.378705
- L 22.866474 693.470652
- L 23.169159 693.167968
- L 23.169159 692.562599
- L 23.471843 692.259915
- L 23.471843 691.351862
- L 23.774527 691.049178
- L 23.774527 690.443809
- L 24.077212 690.141125
- L 24.077212 689.83844
- L 24.379896 689.535756
- L 24.379896 689.233072
- L 24.68258 688.930387
- L 24.68258 688.627703
- L 24.985265 688.325019
- L 24.985265 688.022335
- L 25.287949 687.71965
- L 25.287949 687.114282
- L 25.590633 686.811597
- L 25.590633 686.508913
- L 25.893318 686.206229
- L 25.893318 685.903544
- L 26.80137 684.995491
- L 26.80137 684.692807
- L 27.406739 684.087439
- L 27.406739 683.784754
- L 28.768818 682.422675
- L 29.071503 682.422675
- L 29.676871 681.817306
- L 29.979556 681.817306
- L 30.28224 681.514622
- L 30.584924 681.514622
- L 30.887609 681.211938
- L 31.190293 681.211938
- L 31.492977 680.909253
- L 32.40103 680.909253
- L 32.703714 680.606569
- L 33.309083 680.606569
- L 33.611767 680.303885
- L 34.822505 680.303885
- L 35.427873 679.698516
- L 35.427873 679.698516
- " style="fill:none;stroke:#000000;stroke-width:0.5;"/>
- </g>
- <g id="text_225">
- <!-- C29: Tot. var. expl. 1.6% -->
- <g style="fill:#008000;" transform="translate(20.445 671.940663)scale(0.07 -0.07)">
- <use xlink:href="#DejaVuSans-43"/>
- <use x="69.824219" xlink:href="#DejaVuSans-32"/>
- <use x="133.447266" xlink:href="#DejaVuSans-39"/>
- <use x="197.070312" xlink:href="#DejaVuSans-3a"/>
- <use x="230.761719" xlink:href="#DejaVuSans-20"/>
- <use x="262.548828" xlink:href="#DejaVuSans-54"/>
- <use x="323.367188" xlink:href="#DejaVuSans-6f"/>
- <use x="384.548828" xlink:href="#DejaVuSans-74"/>
- <use x="423.757812" xlink:href="#DejaVuSans-2e"/>
- <use x="455.544922" xlink:href="#DejaVuSans-20"/>
- <use x="487.332031" xlink:href="#DejaVuSans-76"/>
- <use x="546.511719" xlink:href="#DejaVuSans-61"/>
- <use x="607.791016" xlink:href="#DejaVuSans-72"/>
- <use x="648.763672" xlink:href="#DejaVuSans-2e"/>
- <use x="680.550781" xlink:href="#DejaVuSans-20"/>
- <use x="712.337891" xlink:href="#DejaVuSans-65"/>
- <use x="773.845703" xlink:href="#DejaVuSans-78"/>
- <use x="833.025391" xlink:href="#DejaVuSans-70"/>
- <use x="896.501953" xlink:href="#DejaVuSans-6c"/>
- <use x="924.285156" xlink:href="#DejaVuSans-2e"/>
- <use x="956.072266" xlink:href="#DejaVuSans-20"/>
- <use x="987.859375" xlink:href="#DejaVuSans-31"/>
- <use x="1051.482422" xlink:href="#DejaVuSans-2e"/>
- <use x="1083.269531" xlink:href="#DejaVuSans-36"/>
- <use x="1146.892578" xlink:href="#DejaVuSans-25"/>
- </g>
- </g>
- </g>
- <g id="axes_142">
- <g clip-path="url(#p95e625d7a5)">
- <image height="33.12" id="image4cb8af5d87" transform="scale(1 -1)translate(0 -33.12)" width="33.12" x="63.702684" xlink:href="data:image/png;base64,
- 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" y="-674.728157"/>
- </g>
- <g id="LineCollection_86">
- <path clip-path="url(#p95e625d7a5)" d="M 76.210863 677.393459
- L 78.023643 677.393459
- L 78.386199 677.756015
- L 78.748755 677.393459
- L 79.111311 677.393459
- L 79.473867 677.756015
- L 79.836423 677.756015
- L 80.198979 678.118571
- L 83.099426 678.118571
- L 83.461982 678.481126
- L 83.824538 678.481126
- L 84.187094 678.843682
- L 84.54965 678.843682
- L 84.912206 679.206238
- L 85.274762 679.206238
- L 85.637317 679.568794
- L 85.999873 679.568794
- L 86.362429 679.93135
- L 86.724985 679.93135
- L 88.537765 681.74413
- L 88.900321 681.74413
- L 91.256934 684.100743
- L 91.256934 684.463299
- L 91.982046 685.188411
- L 91.982046 685.550967
- L 92.707158 686.276079
- L 92.707158 687.001191
- L 93.069714 687.363747
- L 93.069714 689.901638
- L 93.43227 690.264194
- L 93.43227 690.62675
- L 93.794826 690.989306
- L 93.794826 694.614865
- L 93.43227 694.977421
- L 93.43227 695.339977
- L 93.069714 695.702533
- L 93.069714 696.427645
- L 92.707158 696.790201
- L 92.707158 697.152757
- L 92.344602 697.515313
- L 92.344602 697.877869
- L 91.61949 698.602981
- L 91.61949 699.328092
- L 91.256934 699.690648
- L 91.256934 700.778316
- L 90.894378 701.140872
- L 90.894378 701.503428
- L 90.350545 702.047262
- L 89.987989 702.047262
- L 89.806711 702.22854
- L 89.806711 702.953652
- L 89.625433 703.13493
- L 88.537765 703.13493
- L 88.175209 703.497486
- L 87.812653 703.497486
- L 87.450097 703.860041
- L 84.187094 703.860041
- L 83.824538 704.222597
- L 82.374314 704.222597
- L 82.011758 704.585153
- L 77.661087 704.585153
- L 77.298531 704.222597
- L 74.035528 704.222597
- L 73.310416 703.497486
- L 71.860192 703.497486
- L 71.13508 702.772374
- L 70.772524 702.772374
- L 68.778467 700.778316
- L 68.778467 699.690648
- L 68.415911 699.328092
- L 68.415911 697.515313
- L 67.328243 696.427645
- L 67.328243 696.065089
- L 66.965687 695.702533
- L 66.965687 694.977421
- L 66.603131 694.614865
- L 66.603131 690.62675
- L 66.965687 690.264194
- L 66.965687 689.176526
- L 67.328243 688.81397
- L 67.328243 687.001191
- L 67.690799 686.638635
- L 67.690799 686.276079
- L 68.415911 685.550967
- L 68.415911 685.188411
- L 69.141023 684.463299
- L 69.141023 684.100743
- L 69.503579 683.738187
- L 69.503579 683.375632
- L 70.047413 682.831798
- L 70.409968 682.831798
- L 74.035528 679.206238
- L 74.398084 679.206238
- L 74.76064 678.843682
- L 75.123196 678.843682
- L 75.667029 678.299849
- L 75.667029 677.937293
- L 76.210863 677.393459
- L 76.210863 677.393459
- " style="fill:none;stroke:#000000;stroke-width:0.5;"/>
- </g>
- </g>
- <g id="axes_143">
- <g clip-path="url(#pbcd9f78c37)">
- <image height="39.6" id="image9d08799964" transform="scale(1 -1)translate(0 -39.6)" width="33.12" x="106.960368" xlink:href="data:image/png;base64,
- 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" y="-671.51116"/>
- </g>
- <g id="LineCollection_87">
- <path clip-path="url(#pbcd9f78c37)" d="M 123.094106 673.405343
- L 125.269442 673.405343
- L 125.631998 673.767899
- L 126.35711 673.767899
- L 126.719666 674.130455
- L 128.169889 674.130455
- L 128.532445 674.493011
- L 129.257557 674.493011
- L 129.620113 674.855567
- L 129.982669 674.855567
- L 132.339283 677.212181
- L 132.339283 677.574737
- L 133.064394 678.299849
- L 133.064394 678.662404
- L 133.789506 679.387516
- L 133.789506 679.750072
- L 134.152062 680.112628
- L 134.152062 680.475184
- L 134.514618 680.83774
- L 134.514618 681.562852
- L 134.877174 681.925408
- L 134.877174 682.65052
- L 135.23973 683.013076
- L 135.23973 683.738187
- L 135.602286 684.100743
- L 135.602286 684.825855
- L 135.964842 685.188411
- L 135.964842 685.913523
- L 136.327398 686.276079
- L 136.327398 687.363747
- L 136.689954 687.726303
- L 136.689954 688.81397
- L 137.05251 689.176526
- L 137.05251 695.339977
- L 136.689954 695.702533
- L 136.689954 696.790201
- L 136.327398 697.152757
- L 136.327398 697.877869
- L 135.964842 698.240425
- L 135.964842 698.965536
- L 135.602286 699.328092
- L 135.602286 699.690648
- L 134.877174 700.41576
- L 134.877174 700.778316
- L 134.514618 701.140872
- L 134.514618 701.503428
- L 133.064394 702.953652
- L 133.064394 703.316208
- L 131.976727 704.403875
- L 131.976727 704.766431
- L 131.070337 705.672821
- L 130.707781 705.672821
- L 130.345225 706.035377
- L 129.982669 706.035377
- L 129.620113 706.397933
- L 129.257557 706.397933
- L 128.895001 706.760489
- L 128.532445 706.760489
- L 128.169889 707.123045
- L 127.807334 707.123045
- L 127.444778 707.485601
- L 123.819218 707.485601
- L 123.456662 707.848157
- L 121.643883 707.848157
- L 121.281327 708.210713
- L 120.193659 708.210713
- L 119.831103 707.848157
- L 119.105991 707.848157
- L 118.743435 707.485601
- L 118.380879 707.485601
- L 117.655768 706.760489
- L 117.293212 706.760489
- L 115.842988 705.310265
- L 115.480432 705.310265
- L 112.398707 702.22854
- L 112.398707 701.865984
- L 112.036151 701.503428
- L 112.036151 701.140872
- L 111.673595 700.778316
- L 111.673595 700.41576
- L 110.948483 699.690648
- L 110.948483 698.965536
- L 110.585927 698.602981
- L 110.585927 697.515313
- L 110.223371 697.152757
- L 110.223371 696.065089
- L 109.860815 695.702533
- L 109.860815 694.977421
- L 110.223371 694.614865
- L 110.223371 694.252309
- L 109.860815 693.889753
- L 109.860815 690.264194
- L 110.223371 689.901638
- L 110.223371 689.176526
- L 110.585927 688.81397
- L 110.585927 688.451415
- L 110.948483 688.088859
- L 110.948483 686.276079
- L 111.311039 685.913523
- L 111.311039 684.825855
- L 111.673595 684.463299
- L 111.673595 683.738187
- L 112.036151 683.375632
- L 112.036151 683.013076
- L 112.398707 682.65052
- L 112.398707 681.200296
- L 112.761262 680.83774
- L 112.761262 680.475184
- L 113.486374 679.750072
- L 113.486374 679.387516
- L 113.84893 679.02496
- L 113.84893 678.662404
- L 117.293212 675.218123
- L 117.655768 675.218123
- L 118.018323 674.855567
- L 118.380879 674.855567
- L 118.743435 674.493011
- L 119.468547 674.493011
- L 119.831103 674.130455
- L 122.006439 674.130455
- L 122.368995 673.767899
- L 122.731551 673.767899
- L 123.094106 673.405343
- L 123.094106 673.405343
- " style="fill:none;stroke:#000000;stroke-width:0.5;"/>
- </g>
- </g>
- <g id="axes_144">
- <g id="patch_58">
- <path d="M 150.218051 688.143152
- L 282.188409 688.143152
- L 282.188409 671.533357
- L 150.218051 671.533357
- z
- " style="fill:none;"/>
- </g>
- <g id="matplotlib.axis_57">
- <g id="xtick_197">
- <g id="text_226">
- <!-- 0 -->
- <g style="fill:#008000;" transform="translate(148.309301 696.202214)scale(0.06 -0.06)">
- <use xlink:href="#DejaVuSans-30"/>
- </g>
- </g>
- </g>
- <g id="xtick_198">
- <g id="text_227">
- <!-- 200 -->
- <g style="fill:#008000;" transform="translate(205.873363 696.202214)scale(0.06 -0.06)">
- <use xlink:href="#DejaVuSans-32"/>
- <use x="63.623047" xlink:href="#DejaVuSans-30"/>
- <use x="127.246094" xlink:href="#DejaVuSans-30"/>
- </g>
- </g>
- </g>
- <g id="xtick_199">
- <g id="text_228">
- <!-- 400 -->
- <g style="fill:#008000;" transform="translate(267.254925 696.202214)scale(0.06 -0.06)">
- <use xlink:href="#DejaVuSans-34"/>
- <use x="63.623047" xlink:href="#DejaVuSans-30"/>
- <use x="127.246094" xlink:href="#DejaVuSans-30"/>
- </g>
- </g>
- </g>
- </g>
- <g id="line2d_57">
- <path clip-path="url(#pbc9f7aa3e1)" d="M 150.218051 678.480559
- L 150.985321 673.43938
- L 151.75259 673.336373
- L 152.51986 675.303967
- L 153.28713 676.276796
- L 154.821669 680.692556
- L 155.588938 680.260931
- L 156.356208 681.2455
- L 157.123477 679.946056
- L 157.890747 679.332351
- L 159.425286 675.044972
- L 160.192555 676.556821
- L 160.959825 676.500608
- L 162.494364 679.933259
- L 163.261633 674.14071
- L 164.028903 673.757251
- L 164.796172 672.930472
- L 165.563442 674.899421
- L 166.330711 675.794157
- L 167.097981 674.932912
- L 167.86525 675.710847
- L 168.63252 675.939361
- L 169.39979 673.938239
- L 170.167059 676.891459
- L 170.934329 675.357117
- L 171.701598 680.542781
- L 172.468868 681.832676
- L 173.236137 676.918653
- L 174.003407 680.627649
- L 174.770676 678.909077
- L 175.537946 677.881611
- L 176.305215 680.517121
- L 177.072485 676.996382
- L 177.839754 676.77826
- L 178.607024 674.592746
- L 179.374293 679.852169
- L 180.141563 679.33177
- L 180.908832 676.590167
- L 181.676102 677.151532
- L 182.443371 674.186918
- L 183.210641 677.187306
- L 183.97791 677.523748
- L 184.74518 679.72028
- L 185.512449 675.715633
- L 186.279719 678.280015
- L 187.046989 676.940964
- L 187.814258 676.566634
- L 188.581528 675.873453
- L 190.116067 682.23538
- L 190.883336 676.834125
- L 191.650606 678.346251
- L 192.417875 678.560329
- L 193.185145 679.271215
- L 193.952414 679.534838
- L 194.719684 680.231828
- L 195.486953 680.014205
- L 196.254223 678.583622
- L 197.021492 680.20773
- L 197.788762 675.85566
- L 198.556031 675.952084
- L 199.323301 674.044865
- L 200.09057 677.336013
- L 200.85784 675.098915
- L 201.625109 673.309091
- L 202.392379 675.751479
- L 203.159649 677.305366
- L 203.926918 674.752053
- L 204.694188 677.281802
- L 205.461457 675.515579
- L 206.228727 677.233368
- L 206.995996 674.159707
- L 207.763266 676.968457
- L 208.530535 678.483775
- L 209.297805 680.766896
- L 210.065074 679.161914
- L 210.832344 676.989596
- L 211.599613 676.790609
- L 212.366883 679.652911
- L 213.134152 680.556245
- L 213.901422 678.148832
- L 214.668691 679.322205
- L 215.435961 677.585217
- L 216.20323 679.407355
- L 216.9705 678.10051
- L 217.737769 680.035391
- L 219.272309 677.597418
- L 220.039578 677.596558
- L 220.806848 675.77604
- L 221.574117 675.331651
- L 222.341387 675.211334
- L 223.108656 675.804426
- L 223.875926 676.684887
- L 224.643195 675.026234
- L 225.410465 676.651786
- L 226.177734 675.300742
- L 226.945004 681.140133
- L 227.712273 676.854668
- L 228.479543 680.593645
- L 229.246812 677.85465
- L 230.014082 678.072739
- L 230.781351 680.284376
- L 231.548621 678.357345
- L 232.31589 679.109678
- L 233.08316 676.431692
- L 233.850429 680.3609
- L 234.617699 680.222429
- L 235.384968 680.451786
- L 236.152238 677.460622
- L 236.919508 675.775792
- L 238.454047 677.546212
- L 239.221316 676.51817
- L 239.988586 677.675732
- L 240.755855 676.354358
- L 241.523125 677.553435
- L 242.290394 675.472116
- L 243.057664 678.012205
- L 243.824933 674.683857
- L 244.592203 681.098571
- L 245.359472 680.205789
- L 246.126742 682.433439
- L 246.894011 687.388161
- L 247.661281 682.008926
- L 248.42855 677.91052
- L 249.19582 677.430154
- L 249.963089 679.213169
- L 250.730359 677.472704
- L 251.497628 674.503388
- L 252.264898 677.163052
- L 253.032168 679.189408
- L 253.799437 678.054941
- L 254.566707 677.285108
- L 255.333976 676.786784
- L 256.101246 676.936034
- L 256.868515 676.465176
- L 257.635785 678.867388
- L 258.403054 676.566337
- L 259.170324 677.904261
- L 259.937593 677.990259
- L 260.704863 678.884456
- L 261.472132 678.4848
- L 262.239402 677.164723
- L 263.006671 679.276772
- L 263.773941 679.418891
- L 264.54121 679.98562
- L 265.30848 683.308598
- L 266.075749 679.343378
- L 266.843019 680.534224
- L 267.610288 680.193503
- L 268.377558 682.433688
- L 269.144827 677.939388
- L 269.912097 681.697432
- L 270.679367 683.908843
- L 271.446636 674.262019
- L 272.213906 672.288348
- L 272.981175 674.185457
- L 273.748445 673.910787
- L 274.515714 675.226396
- L 275.282984 674.159611
- L 276.050253 674.573655
- L 276.817523 676.235963
- L 277.584792 675.574713
- L 278.352062 674.559156
- L 279.119331 676.339058
- L 279.886601 674.849207
- L 280.65387 675.19759
- L 281.42114 674.198973
- L 281.42114 674.198973
- " style="fill:none;stroke:#008000;stroke-linecap:round;"/>
- </g>
- </g>
- <g id="axes_145">
- <g id="patch_59">
- <path d="M 150.218051 711.170367
- L 282.188409 711.170367
- L 282.188409 696.070554
- L 150.218051 696.070554
- z
- " style="fill:none;"/>
- </g>
- <g id="matplotlib.axis_58">
- <g id="xtick_200">
- <g id="text_229">
- <!-- 0.05 -->
- <g style="fill:#008000;" transform="translate(175.366509 719.229429)scale(0.06 -0.06)">
- <use xlink:href="#DejaVuSans-30"/>
- <use x="63.623047" xlink:href="#DejaVuSans-2e"/>
- <use x="95.410156" xlink:href="#DejaVuSans-30"/>
- <use x="159.033203" xlink:href="#DejaVuSans-35"/>
- </g>
- </g>
- </g>
- <g id="xtick_201">
- <g id="text_230">
- <!-- 0.10 -->
- <g style="fill:#008000;" transform="translate(208.747247 719.229429)scale(0.06 -0.06)">
- <use xlink:href="#DejaVuSans-30"/>
- <use x="63.623047" xlink:href="#DejaVuSans-2e"/>
- <use x="95.410156" xlink:href="#DejaVuSans-31"/>
- <use x="159.033203" xlink:href="#DejaVuSans-30"/>
- </g>
- </g>
- </g>
- <g id="xtick_202">
- <g id="text_231">
- <!-- 0.15 -->
- <g style="fill:#008000;" transform="translate(242.127984 719.229429)scale(0.06 -0.06)">
- <use xlink:href="#DejaVuSans-30"/>
- <use x="63.623047" xlink:href="#DejaVuSans-2e"/>
- <use x="95.410156" xlink:href="#DejaVuSans-31"/>
- <use x="159.033203" xlink:href="#DejaVuSans-35"/>
- </g>
- </g>
- </g>
- <g id="xtick_203">
- <g id="text_232">
- <!-- 0.20 -->
- <g style="fill:#008000;" transform="translate(275.508722 719.229429)scale(0.06 -0.06)">
- <use xlink:href="#DejaVuSans-30"/>
- <use x="63.623047" xlink:href="#DejaVuSans-2e"/>
- <use x="95.410156" xlink:href="#DejaVuSans-32"/>
- <use x="159.033203" xlink:href="#DejaVuSans-30"/>
- </g>
- </g>
- </g>
- </g>
- <g id="line2d_58">
- <path clip-path="url(#p528664aeaf)" d="M 150.218051 708.687291
- L 151.770644 708.405524
- L 153.323236 710.023703
- L 154.875829 710.279619
- L 156.428421 707.686262
- L 157.981014 708.649311
- L 159.533606 696.756909
- L 161.086199 710.067526
- L 162.638791 709.447856
- L 164.191383 710.424338
- L 165.743976 709.168414
- L 167.296568 709.811185
- L 168.849161 708.228011
- L 170.401753 709.935076
- L 171.954346 710.027852
- L 173.506938 709.457186
- L 175.059531 710.239296
- L 176.612123 710.05982
- L 178.164715 710.162524
- L 179.717308 710.032514
- L 181.2699 710.390863
- L 182.822493 708.679293
- L 184.375085 708.421868
- L 185.927678 710.476115
- L 187.48027 710.443906
- L 189.032863 710.364763
- L 190.585455 710.311541
- L 192.138047 708.949507
- L 193.69064 710.256118
- L 195.243232 710.466668
- L 196.795825 709.770382
- L 198.348417 710.226112
- L 199.90101 710.28027
- L 201.453602 709.825522
- L 203.006195 710.367322
- L 204.558787 709.472015
- L 206.11138 710.453456
- L 207.663972 710.373488
- L 209.216564 709.667538
- L 210.769157 710.437439
- L 212.321749 710.072424
- L 213.874342 710.179705
- L 215.426934 710.328871
- L 216.979527 710.051227
- L 218.532119 709.638208
- L 220.084712 710.3687
- L 221.637304 710.392098
- L 223.189896 710.484011
- L 224.742489 710.155519
- L 226.295081 709.880179
- L 227.847674 710.010804
- L 229.400266 710.113953
- L 230.952859 710.136906
- L 232.505451 710.175979
- L 234.058044 710.227457
- L 235.610636 710.298203
- L 237.163228 710.266601
- L 238.715821 710.244399
- L 240.268413 710.43466
- L 241.821006 710.311005
- L 243.373598 710.403025
- L 244.926191 710.392336
- L 246.478783 710.454643
- L 248.031376 710.480177
- L 249.583968 710.22994
- L 251.13656 709.908717
- L 252.689153 709.894261
- L 254.241745 710.076955
- L 255.794338 710.298503
- L 257.34693 710.412576
- L 258.899523 710.362774
- L 260.452115 709.920939
- L 262.004708 710.133961
- L 263.5573 709.760788
- L 265.109892 709.812858
- L 266.662485 710.092087
- L 268.215077 710.264451
- L 269.76767 710.353821
- L 271.320262 710.242581
- L 272.872855 710.427537
- L 274.425447 710.319103
- L 275.97804 710.138571
- L 277.530632 710.014594
- L 279.083224 710.211431
- L 280.635817 710.191509
- L 282.188409 710.453912
- " style="fill:none;stroke:#008000;stroke-linecap:round;"/>
- </g>
- </g>
- <g id="axes_146">
- <g clip-path="url(#p5301ca9157)">
- <image height="27.6" id="image09406fd1fb" transform="scale(1 -1)translate(0 -27.6)" width="33.12" x="302.751591" xlink:href="data:image/png;base64,
- 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" y="-677.523998"/>
- </g>
- <g id="LineCollection_88">
- <path clip-path="url(#p5301ca9157)" d="M 317.734464 679.698516
- L 318.339832 679.698516
- L 318.642517 680.0012
- L 322.577413 680.0012
- L 322.728755 680.152543
- L 322.728755 680.455227
- L 323.78815 681.514622
- L 324.090834 681.514622
- L 324.393519 681.817306
- L 324.696203 681.817306
- L 324.998887 682.119991
- L 325.301572 682.119991
- L 325.90694 682.725359
- L 326.209624 682.725359
- L 326.814993 683.330728
- L 327.420362 683.330728
- L 327.723046 683.633412
- L 328.02573 683.633412
- L 328.328415 683.936096
- L 328.631099 683.936096
- L 329.236468 684.541465
- L 329.539152 684.541465
- L 330.14452 685.146834
- L 330.447205 685.146834
- L 331.203916 685.903544
- L 331.203916 686.206229
- L 331.809284 686.811597
- L 331.809284 687.114282
- L 333.020021 688.325019
- L 333.020021 688.627703
- L 333.322706 688.930387
- L 333.322706 689.233072
- L 333.62539 689.535756
- L 333.62539 689.83844
- L 333.928074 690.141125
- L 333.928074 690.746493
- L 334.230759 691.049178
- L 334.230759 692.865283
- L 333.928074 693.167968
- L 333.928074 693.470652
- L 333.62539 693.773336
- L 333.62539 694.076021
- L 333.322706 694.378705
- L 333.322706 695.286758
- L 333.020021 695.589442
- L 333.020021 696.194811
- L 332.263311 696.951522
- L 331.960626 696.951522
- L 331.657942 697.254206
- L 331.355258 696.951522
- L 328.933783 696.951522
- L 328.631099 697.254206
- L 328.02573 697.254206
- L 327.723046 697.55689
- L 327.420362 697.55689
- L 326.663651 698.313601
- L 326.663651 698.91897
- L 326.360967 699.221654
- L 326.360967 699.524338
- L 326.058282 699.827023
- L 326.058282 700.129707
- L 325.90694 700.281049
- L 325.604256 700.281049
- L 325.301572 700.583733
- L 324.998887 700.583733
- L 324.090834 701.491786
- L 323.78815 701.491786
- L 323.485466 701.794471
- L 321.66936 701.794471
- L 321.063991 701.189102
- L 320.458623 701.189102
- L 320.004596 701.643128
- L 320.004596 702.248497
- L 319.853254 702.399839
- L 318.339832 702.399839
- L 318.037148 702.097155
- L 314.707621 702.097155
- L 314.404936 701.794471
- L 313.496884 701.794471
- L 313.194199 701.491786
- L 310.47004 701.491786
- L 310.167356 701.189102
- L 308.35125 701.189102
- L 308.199908 701.03776
- L 308.199908 700.432391
- L 307.897224 700.129707
- L 307.897224 698.616285
- L 307.59454 698.313601
- L 307.59454 697.708232
- L 307.140513 697.254206
- L 306.837829 697.254206
- L 306.535144 696.951522
- L 306.23246 696.951522
- L 306.081118 696.800179
- L 306.081118 696.497495
- L 305.475749 695.892127
- L 305.475749 694.681389
- L 305.173065 694.378705
- L 305.173065 693.470652
- L 305.475749 693.167968
- L 305.475749 692.562599
- L 305.778434 692.259915
- L 305.778434 691.351862
- L 306.081118 691.049178
- L 306.081118 690.443809
- L 306.383802 690.141125
- L 306.383802 689.83844
- L 306.686487 689.535756
- L 306.686487 689.233072
- L 306.989171 688.930387
- L 306.989171 688.627703
- L 307.291855 688.325019
- L 307.291855 688.022335
- L 307.59454 687.71965
- L 307.59454 687.114282
- L 307.897224 686.811597
- L 307.897224 686.508913
- L 308.199908 686.206229
- L 308.199908 685.903544
- L 309.107961 684.995491
- L 309.107961 684.692807
- L 309.71333 684.087439
- L 309.71333 683.784754
- L 311.075409 682.422675
- L 311.378093 682.422675
- L 311.983462 681.817306
- L 312.286146 681.817306
- L 312.588831 681.514622
- L 312.891515 681.514622
- L 313.194199 681.211938
- L 313.496884 681.211938
- L 313.799568 680.909253
- L 314.707621 680.909253
- L 315.010305 680.606569
- L 315.615674 680.606569
- L 315.918358 680.303885
- L 317.129095 680.303885
- L 317.734464 679.698516
- L 317.734464 679.698516
- " style="fill:none;stroke:#000000;stroke-width:0.5;"/>
- </g>
- <g id="text_233">
- <!-- C30: Tot. var. expl. 1.6% -->
- <g style="fill:#008000;" transform="translate(302.751591 671.940663)scale(0.07 -0.07)">
- <use xlink:href="#DejaVuSans-43"/>
- <use x="69.824219" xlink:href="#DejaVuSans-33"/>
- <use x="133.447266" xlink:href="#DejaVuSans-30"/>
- <use x="197.070312" xlink:href="#DejaVuSans-3a"/>
- <use x="230.761719" xlink:href="#DejaVuSans-20"/>
- <use x="262.548828" xlink:href="#DejaVuSans-54"/>
- <use x="323.367188" xlink:href="#DejaVuSans-6f"/>
- <use x="384.548828" xlink:href="#DejaVuSans-74"/>
- <use x="423.757812" xlink:href="#DejaVuSans-2e"/>
- <use x="455.544922" xlink:href="#DejaVuSans-20"/>
- <use x="487.332031" xlink:href="#DejaVuSans-76"/>
- <use x="546.511719" xlink:href="#DejaVuSans-61"/>
- <use x="607.791016" xlink:href="#DejaVuSans-72"/>
- <use x="648.763672" xlink:href="#DejaVuSans-2e"/>
- <use x="680.550781" xlink:href="#DejaVuSans-20"/>
- <use x="712.337891" xlink:href="#DejaVuSans-65"/>
- <use x="773.845703" xlink:href="#DejaVuSans-78"/>
- <use x="833.025391" xlink:href="#DejaVuSans-70"/>
- <use x="896.501953" xlink:href="#DejaVuSans-6c"/>
- <use x="924.285156" xlink:href="#DejaVuSans-2e"/>
- <use x="956.072266" xlink:href="#DejaVuSans-20"/>
- <use x="987.859375" xlink:href="#DejaVuSans-31"/>
- <use x="1051.482422" xlink:href="#DejaVuSans-2e"/>
- <use x="1083.269531" xlink:href="#DejaVuSans-36"/>
- <use x="1146.892578" xlink:href="#DejaVuSans-25"/>
- </g>
- </g>
- </g>
- <g id="axes_147">
- <g clip-path="url(#p043ff11ac2)">
- <image height="33.12" id="imagec177e62371" transform="scale(1 -1)translate(0 -33.12)" width="33.12" x="346.009274" xlink:href="data:image/png;base64,
- 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" y="-674.728157"/>
- </g>
- <g id="LineCollection_89">
- <path clip-path="url(#p043ff11ac2)" d="M 358.517454 677.393459
- L 360.330234 677.393459
- L 360.69279 677.756015
- L 361.055345 677.393459
- L 361.417901 677.393459
- L 361.780457 677.756015
- L 362.143013 677.756015
- L 362.505569 678.118571
- L 365.406017 678.118571
- L 365.768573 678.481126
- L 366.131128 678.481126
- L 366.493684 678.843682
- L 366.85624 678.843682
- L 367.218796 679.206238
- L 367.581352 679.206238
- L 367.943908 679.568794
- L 368.306464 679.568794
- L 368.66902 679.93135
- L 369.031576 679.93135
- L 370.844356 681.74413
- L 371.206911 681.74413
- L 373.563525 684.100743
- L 373.563525 684.463299
- L 374.288637 685.188411
- L 374.288637 685.550967
- L 375.013749 686.276079
- L 375.013749 687.001191
- L 375.376305 687.363747
- L 375.376305 689.901638
- L 375.738861 690.264194
- L 375.738861 690.62675
- L 376.101417 690.989306
- L 376.101417 694.614865
- L 375.738861 694.977421
- L 375.738861 695.339977
- L 375.376305 695.702533
- L 375.376305 696.427645
- L 375.013749 696.790201
- L 375.013749 697.152757
- L 374.651193 697.515313
- L 374.651193 697.877869
- L 373.926081 698.602981
- L 373.926081 699.328092
- L 373.563525 699.690648
- L 373.563525 700.778316
- L 373.200969 701.140872
- L 373.200969 701.503428
- L 372.657135 702.047262
- L 372.294579 702.047262
- L 372.113301 702.22854
- L 372.113301 702.953652
- L 371.932023 703.13493
- L 370.844356 703.13493
- L 370.4818 703.497486
- L 370.119244 703.497486
- L 369.756688 703.860041
- L 366.493684 703.860041
- L 366.131128 704.222597
- L 364.680905 704.222597
- L 364.318349 704.585153
- L 359.967678 704.585153
- L 359.605122 704.222597
- L 356.342118 704.222597
- L 355.617007 703.497486
- L 354.166783 703.497486
- L 353.441671 702.772374
- L 353.079115 702.772374
- L 351.085057 700.778316
- L 351.085057 699.690648
- L 350.722502 699.328092
- L 350.722502 697.515313
- L 349.634834 696.427645
- L 349.634834 696.065089
- L 349.272278 695.702533
- L 349.272278 694.977421
- L 348.909722 694.614865
- L 348.909722 690.62675
- L 349.272278 690.264194
- L 349.272278 689.176526
- L 349.634834 688.81397
- L 349.634834 687.001191
- L 349.99739 686.638635
- L 349.99739 686.276079
- L 350.722502 685.550967
- L 350.722502 685.188411
- L 351.447613 684.463299
- L 351.447613 684.100743
- L 351.810169 683.738187
- L 351.810169 683.375632
- L 352.354003 682.831798
- L 352.716559 682.831798
- L 356.342118 679.206238
- L 356.704674 679.206238
- L 357.06723 678.843682
- L 357.429786 678.843682
- L 357.97362 678.299849
- L 357.97362 677.937293
- L 358.517454 677.393459
- L 358.517454 677.393459
- " style="fill:none;stroke:#000000;stroke-width:0.5;"/>
- </g>
- </g>
- <g id="axes_148">
- <g clip-path="url(#p158e4eba9a)">
- <image height="39.6" id="image130e60e47f" transform="scale(1 -1)translate(0 -39.6)" width="33.12" x="389.266958" xlink:href="data:image/png;base64,
- 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" y="-671.51116"/>
- </g>
- <g id="LineCollection_90">
- <path clip-path="url(#p158e4eba9a)" d="M 405.400697 673.405343
- L 407.576033 673.405343
- L 407.938589 673.767899
- L 408.6637 673.767899
- L 409.026256 674.130455
- L 410.47648 674.130455
- L 410.839036 674.493011
- L 411.564148 674.493011
- L 411.926704 674.855567
- L 412.28926 674.855567
- L 414.645873 677.212181
- L 414.645873 677.574737
- L 415.370985 678.299849
- L 415.370985 678.662404
- L 416.096097 679.387516
- L 416.096097 679.750072
- L 416.458653 680.112628
- L 416.458653 680.475184
- L 416.821209 680.83774
- L 416.821209 681.562852
- L 417.183765 681.925408
- L 417.183765 682.65052
- L 417.546321 683.013076
- L 417.546321 683.738187
- L 417.908877 684.100743
- L 417.908877 684.825855
- L 418.271433 685.188411
- L 418.271433 685.913523
- L 418.633988 686.276079
- L 418.633988 687.363747
- L 418.996544 687.726303
- L 418.996544 688.81397
- L 419.3591 689.176526
- L 419.3591 695.339977
- L 418.996544 695.702533
- L 418.996544 696.790201
- L 418.633988 697.152757
- L 418.633988 697.877869
- L 418.271433 698.240425
- L 418.271433 698.965536
- L 417.908877 699.328092
- L 417.908877 699.690648
- L 417.183765 700.41576
- L 417.183765 700.778316
- L 416.821209 701.140872
- L 416.821209 701.503428
- L 415.370985 702.953652
- L 415.370985 703.316208
- L 414.283317 704.403875
- L 414.283317 704.766431
- L 413.376928 705.672821
- L 413.014372 705.672821
- L 412.651816 706.035377
- L 412.28926 706.035377
- L 411.926704 706.397933
- L 411.564148 706.397933
- L 411.201592 706.760489
- L 410.839036 706.760489
- L 410.47648 707.123045
- L 410.113924 707.123045
- L 409.751368 707.485601
- L 406.125809 707.485601
- L 405.763253 707.848157
- L 403.950473 707.848157
- L 403.587917 708.210713
- L 402.50025 708.210713
- L 402.137694 707.848157
- L 401.412582 707.848157
- L 401.050026 707.485601
- L 400.68747 707.485601
- L 399.962358 706.760489
- L 399.599802 706.760489
- L 398.149579 705.310265
- L 397.787023 705.310265
- L 394.705297 702.22854
- L 394.705297 701.865984
- L 394.342741 701.503428
- L 394.342741 701.140872
- L 393.980185 700.778316
- L 393.980185 700.41576
- L 393.255073 699.690648
- L 393.255073 698.965536
- L 392.892518 698.602981
- L 392.892518 697.515313
- L 392.529962 697.152757
- L 392.529962 696.065089
- L 392.167406 695.702533
- L 392.167406 694.977421
- L 392.529962 694.614865
- L 392.529962 694.252309
- L 392.167406 693.889753
- L 392.167406 690.264194
- L 392.529962 689.901638
- L 392.529962 689.176526
- L 392.892518 688.81397
- L 392.892518 688.451415
- L 393.255073 688.088859
- L 393.255073 686.276079
- L 393.617629 685.913523
- L 393.617629 684.825855
- L 393.980185 684.463299
- L 393.980185 683.738187
- L 394.342741 683.375632
- L 394.342741 683.013076
- L 394.705297 682.65052
- L 394.705297 681.200296
- L 395.067853 680.83774
- L 395.067853 680.475184
- L 395.792965 679.750072
- L 395.792965 679.387516
- L 396.155521 679.02496
- L 396.155521 678.662404
- L 399.599802 675.218123
- L 399.962358 675.218123
- L 400.324914 674.855567
- L 400.68747 674.855567
- L 401.050026 674.493011
- L 401.775138 674.493011
- L 402.137694 674.130455
- L 404.313029 674.130455
- L 404.675585 673.767899
- L 405.038141 673.767899
- L 405.400697 673.405343
- L 405.400697 673.405343
- " style="fill:none;stroke:#000000;stroke-width:0.5;"/>
- </g>
- </g>
- <g id="axes_149">
- <g id="patch_60">
- <path d="M 432.524642 688.143152
- L 564.495 688.143152
- L 564.495 671.533357
- L 432.524642 671.533357
- z
- " style="fill:none;"/>
- </g>
- <g id="matplotlib.axis_59">
- <g id="xtick_204">
- <g id="text_234">
- <!-- 0 -->
- <g style="fill:#008000;" transform="translate(430.615892 696.202214)scale(0.06 -0.06)">
- <use xlink:href="#DejaVuSans-30"/>
- </g>
- </g>
- </g>
- <g id="xtick_205">
- <g id="text_235">
- <!-- 200 -->
- <g style="fill:#008000;" transform="translate(488.179954 696.202214)scale(0.06 -0.06)">
- <use xlink:href="#DejaVuSans-32"/>
- <use x="63.623047" xlink:href="#DejaVuSans-30"/>
- <use x="127.246094" xlink:href="#DejaVuSans-30"/>
- </g>
- </g>
- </g>
- <g id="xtick_206">
- <g id="text_236">
- <!-- 400 -->
- <g style="fill:#008000;" transform="translate(549.561516 696.202214)scale(0.06 -0.06)">
- <use xlink:href="#DejaVuSans-34"/>
- <use x="63.623047" xlink:href="#DejaVuSans-30"/>
- <use x="127.246094" xlink:href="#DejaVuSans-30"/>
- </g>
- </g>
- </g>
- </g>
- <g id="line2d_59">
- <path clip-path="url(#pb9ef0fa86c)" d="M 432.524642 677.874619
- L 433.291912 678.565473
- L 434.059181 682.879601
- L 434.826451 679.373148
- L 436.36099 675.445495
- L 437.128259 680.183645
- L 437.895529 680.912019
- L 438.662798 675.898754
- L 439.430068 677.161082
- L 440.964607 682.783617
- L 441.731876 682.351607
- L 442.499146 686.328957
- L 443.266415 683.766827
- L 444.033685 681.976736
- L 444.800954 684.542967
- L 445.568224 681.855663
- L 446.335493 684.87998
- L 447.102763 684.511598
- L 447.870033 687.388161
- L 448.637302 681.455075
- L 449.404572 679.374553
- L 450.171841 680.920897
- L 450.939111 680.654737
- L 451.70638 682.322067
- L 452.47365 682.25937
- L 453.240919 683.803445
- L 454.008189 678.972829
- L 454.775458 678.426186
- L 455.542728 677.002026
- L 456.309997 680.960898
- L 457.844536 678.216879
- L 458.611806 680.272431
- L 459.379075 680.436821
- L 460.146345 683.560954
- L 460.913614 681.541222
- L 461.680884 680.807486
- L 462.448153 681.977001
- L 463.215423 678.900862
- L 463.982693 678.213226
- L 464.749962 680.427345
- L 465.517232 680.959354
- L 466.284501 683.493678
- L 467.81904 679.776217
- L 468.58631 679.885862
- L 469.353579 676.936126
- L 470.888118 679.286411
- L 471.655388 681.207605
- L 472.422657 679.245212
- L 473.189927 675.509185
- L 473.957196 675.845679
- L 474.724466 674.687791
- L 475.491735 677.738852
- L 476.259005 677.421576
- L 477.026274 676.787236
- L 478.560813 679.824929
- L 479.328083 684.703539
- L 480.095352 680.524264
- L 480.862622 680.676403
- L 481.629892 681.453557
- L 482.397161 679.120699
- L 483.164431 683.227529
- L 483.9317 680.467993
- L 484.69897 680.620832
- L 485.466239 680.912093
- L 486.233509 679.719742
- L 487.000778 677.425716
- L 487.768048 678.790821
- L 488.535317 678.290265
- L 489.302587 678.135629
- L 490.069856 678.911604
- L 490.837126 680.169687
- L 491.604395 679.393432
- L 492.371665 676.740706
- L 493.138934 675.757075
- L 494.673473 675.684398
- L 495.440743 678.709555
- L 496.208012 679.839953
- L 496.975282 683.083915
- L 497.742552 680.818874
- L 498.509821 680.918612
- L 499.277091 676.430408
- L 500.04436 677.896543
- L 500.81163 677.70404
- L 501.578899 681.811615
- L 502.346169 681.796343
- L 503.113438 679.869241
- L 503.880708 679.02769
- L 504.647977 681.568764
- L 505.415247 679.284123
- L 506.182516 678.505161
- L 506.949786 678.187554
- L 507.717055 679.112356
- L 508.484325 678.269943
- L 510.018864 677.300052
- L 510.786133 679.076509
- L 512.320672 672.942173
- L 513.855211 679.476614
- L 514.622481 682.011803
- L 515.389751 678.308459
- L 516.15702 679.810496
- L 516.92429 679.604267
- L 517.691559 682.213222
- L 518.458829 679.713581
- L 519.226098 678.686014
- L 519.993368 679.320468
- L 520.760637 680.454634
- L 521.527907 682.049178
- L 522.295176 681.424892
- L 523.062446 680.401028
- L 523.829715 678.758607
- L 524.596985 677.580836
- L 525.364254 677.923915
- L 526.131524 679.750465
- L 526.898793 682.323796
- L 527.666063 680.433108
- L 528.433332 675.83599
- L 529.200602 678.0731
- L 529.967871 679.673369
- L 530.735141 677.373042
- L 531.502411 681.07174
- L 532.26968 679.754289
- L 533.03695 680.95514
- L 533.804219 680.357927
- L 534.571489 677.975522
- L 535.338758 681.678057
- L 536.106028 680.992499
- L 536.873297 684.197515
- L 537.640567 679.592171
- L 538.407836 679.468332
- L 539.175106 683.083344
- L 539.942375 679.403329
- L 540.709645 681.826692
- L 541.476914 681.757132
- L 542.244184 680.752352
- L 543.011453 683.406633
- L 543.778723 677.737734
- L 544.545992 678.993301
- L 545.313262 678.034603
- L 546.080531 678.631961
- L 546.847801 678.273323
- L 547.61507 677.015783
- L 548.38234 677.981949
- L 549.14961 677.661062
- L 549.916879 678.784351
- L 550.684149 679.120491
- L 551.451418 681.133449
- L 552.218688 679.623386
- L 552.985957 680.319733
- L 553.753227 682.199755
- L 554.520496 679.00899
- L 555.287766 679.782537
- L 556.055035 680.148561
- L 556.822305 680.286716
- L 557.589574 677.577051
- L 558.356844 676.650605
- L 559.124113 677.529811
- L 559.891383 676.479387
- L 560.658652 674.348489
- L 561.425922 673.196641
- L 562.193191 677.473536
- L 562.960461 673.206994
- L 563.72773 672.288348
- L 563.72773 672.288348
- " style="fill:none;stroke:#008000;stroke-linecap:round;"/>
- </g>
- </g>
- <g id="axes_150">
- <g id="patch_61">
- <path d="M 432.524642 711.170367
- L 564.495 711.170367
- L 564.495 696.070554
- L 432.524642 696.070554
- z
- " style="fill:none;"/>
- </g>
- <g id="matplotlib.axis_60">
- <g id="xtick_207">
- <g id="text_237">
- <!-- 0.05 -->
- <g style="fill:#008000;" transform="translate(457.6731 719.229429)scale(0.06 -0.06)">
- <use xlink:href="#DejaVuSans-30"/>
- <use x="63.623047" xlink:href="#DejaVuSans-2e"/>
- <use x="95.410156" xlink:href="#DejaVuSans-30"/>
- <use x="159.033203" xlink:href="#DejaVuSans-35"/>
- </g>
- </g>
- </g>
- <g id="xtick_208">
- <g id="text_238">
- <!-- 0.10 -->
- <g style="fill:#008000;" transform="translate(491.053837 719.229429)scale(0.06 -0.06)">
- <use xlink:href="#DejaVuSans-30"/>
- <use x="63.623047" xlink:href="#DejaVuSans-2e"/>
- <use x="95.410156" xlink:href="#DejaVuSans-31"/>
- <use x="159.033203" xlink:href="#DejaVuSans-30"/>
- </g>
- </g>
- </g>
- <g id="xtick_209">
- <g id="text_239">
- <!-- 0.15 -->
- <g style="fill:#008000;" transform="translate(524.434575 719.229429)scale(0.06 -0.06)">
- <use xlink:href="#DejaVuSans-30"/>
- <use x="63.623047" xlink:href="#DejaVuSans-2e"/>
- <use x="95.410156" xlink:href="#DejaVuSans-31"/>
- <use x="159.033203" xlink:href="#DejaVuSans-35"/>
- </g>
- </g>
- </g>
- <g id="xtick_210">
- <g id="text_240">
- <!-- 0.20 -->
- <g style="fill:#008000;" transform="translate(557.815312 719.229429)scale(0.06 -0.06)">
- <use xlink:href="#DejaVuSans-30"/>
- <use x="63.623047" xlink:href="#DejaVuSans-2e"/>
- <use x="95.410156" xlink:href="#DejaVuSans-32"/>
- <use x="159.033203" xlink:href="#DejaVuSans-30"/>
- </g>
- </g>
- </g>
- </g>
- <g id="line2d_60">
- <path clip-path="url(#p6cbb6e3e68)" d="M 432.524642 708.56789
- L 434.077235 704.661999
- L 435.629827 701.483493
- L 437.182419 706.931541
- L 438.735012 709.090473
- L 440.287604 708.389572
- L 441.840197 696.756909
- L 443.392789 709.101212
- L 444.945382 709.493716
- L 446.497974 710.214416
- L 448.050567 707.484012
- L 449.603159 710.060665
- L 451.155751 710.322467
- L 452.708344 709.16907
- L 454.260936 708.857652
- L 455.813529 710.225562
- L 457.366121 709.810426
- L 458.918714 710.480354
- L 460.471306 710.099043
- L 462.023899 710.417384
- L 463.576491 705.180444
- L 465.129083 707.913645
- L 466.681676 710.079023
- L 468.234268 710.377427
- L 469.786861 710.29443
- L 471.339453 709.603283
- L 472.892046 708.922416
- L 474.444638 708.096746
- L 475.997231 709.864289
- L 477.549823 709.544558
- L 479.102415 709.092907
- L 480.655008 710.380557
- L 482.2076 710.15058
- L 483.760193 709.606312
- L 485.312785 709.614943
- L 486.865378 710.193211
- L 488.41797 710.291373
- L 489.970563 710.105063
- L 491.523155 710.290616
- L 493.075747 710.202724
- L 494.62834 707.490171
- L 496.180932 710.278566
- L 497.733525 709.826395
- L 499.286117 710.324616
- L 500.83871 710.334921
- L 502.391302 709.807469
- L 503.943895 710.407072
- L 505.496487 710.470968
- L 507.049079 710.164268
- L 508.601672 710.161609
- L 510.154264 710.108487
- L 511.706857 709.825631
- L 513.259449 710.263811
- L 514.812042 710.402419
- L 516.364634 710.04672
- L 517.917227 710.429772
- L 519.469819 710.09885
- L 521.022412 710.41004
- L 522.575004 710.445635
- L 524.127596 710.443626
- L 525.680189 710.449146
- L 527.232781 710.055629
- L 528.785374 710.468356
- L 530.337966 709.953305
- L 531.890559 710.308684
- L 533.443151 710.469324
- L 534.995744 709.947992
- L 536.548336 710.21107
- L 538.100928 709.313325
- L 539.653521 710.437563
- L 541.206113 709.711133
- L 542.758706 710.484011
- L 544.311298 709.836883
- L 545.863891 709.975989
- L 547.416483 709.164307
- L 548.969076 709.761978
- L 550.521668 710.307505
- L 552.07426 710.466503
- L 553.626853 710.176024
- L 555.179445 710.46294
- L 556.732038 710.478407
- L 558.28463 710.28159
- L 559.837223 710.312688
- L 561.389815 710.218389
- L 562.942408 710.467311
- L 564.495 710.259167
- " style="fill:none;stroke:#008000;stroke-linecap:round;"/>
- </g>
- </g>
- <g id="axes_151">
- <g clip-path="url(#p8bbc89cbec)">
- <image height="27.6" id="image70c7f59614" transform="scale(1 -1)translate(0 -27.6)" width="33.12" x="20.445" xlink:href="data:image/png;base64,
- 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" y="-725.088409"/>
- </g>
- <g id="LineCollection_91">
- <path clip-path="url(#p8bbc89cbec)" d="M 35.427873 727.262927
- L 36.033242 727.262927
- L 36.335926 727.565612
- L 40.270822 727.565612
- L 40.422164 727.716954
- L 40.422164 728.019638
- L 41.481559 729.079033
- L 41.784244 729.079033
- L 42.086928 729.381717
- L 42.389612 729.381717
- L 42.692297 729.684402
- L 42.994981 729.684402
- L 43.600349 730.28977
- L 43.903034 730.28977
- L 44.508402 730.895139
- L 45.113771 730.895139
- L 45.416455 731.197823
- L 45.71914 731.197823
- L 46.021824 731.500508
- L 46.324508 731.500508
- L 46.929877 732.105876
- L 47.232561 732.105876
- L 47.83793 732.711245
- L 48.140614 732.711245
- L 48.897325 733.467956
- L 48.897325 733.77064
- L 49.502693 734.376009
- L 49.502693 734.678693
- L 50.713431 735.88943
- L 50.713431 736.192114
- L 51.016115 736.494799
- L 51.016115 736.797483
- L 51.318799 737.100167
- L 51.318799 737.402852
- L 51.621484 737.705536
- L 51.621484 738.310905
- L 51.924168 738.613589
- L 51.924168 740.429695
- L 51.621484 740.732379
- L 51.621484 741.035063
- L 51.318799 741.337748
- L 51.318799 741.640432
- L 51.016115 741.943116
- L 51.016115 742.851169
- L 50.713431 743.153853
- L 50.713431 743.759222
- L 49.95672 744.515933
- L 49.654036 744.515933
- L 49.351351 744.818617
- L 49.048667 744.515933
- L 46.627193 744.515933
- L 46.324508 744.818617
- L 45.71914 744.818617
- L 45.416455 745.121301
- L 45.113771 745.121301
- L 44.35706 745.878012
- L 44.35706 746.483381
- L 44.054376 746.786065
- L 44.054376 747.088749
- L 43.751692 747.391434
- L 43.751692 747.694118
- L 43.600349 747.84546
- L 43.297665 747.84546
- L 42.994981 748.148145
- L 42.692297 748.148145
- L 41.784244 749.056197
- L 41.481559 749.056197
- L 41.178875 749.358882
- L 39.362769 749.358882
- L 38.757401 748.753513
- L 38.152032 748.753513
- L 37.698006 749.20754
- L 37.698006 749.812908
- L 37.546663 749.96425
- L 36.033242 749.96425
- L 35.730558 749.661566
- L 32.40103 749.661566
- L 32.098346 749.358882
- L 31.190293 749.358882
- L 30.887609 749.056197
- L 28.16345 749.056197
- L 27.860766 748.753513
- L 26.04466 748.753513
- L 25.893318 748.602171
- L 25.893318 747.996802
- L 25.590633 747.694118
- L 25.590633 746.180697
- L 25.287949 745.878012
- L 25.287949 745.272644
- L 24.833922 744.818617
- L 24.531238 744.818617
- L 24.228554 744.515933
- L 23.92587 744.515933
- L 23.774527 744.364591
- L 23.774527 744.061906
- L 23.169159 743.456538
- L 23.169159 742.245801
- L 22.866474 741.943116
- L 22.866474 741.035063
- L 23.169159 740.732379
- L 23.169159 740.12701
- L 23.471843 739.824326
- L 23.471843 738.916273
- L 23.774527 738.613589
- L 23.774527 738.00822
- L 24.077212 737.705536
- L 24.077212 737.402852
- L 24.379896 737.100167
- L 24.379896 736.797483
- L 24.68258 736.494799
- L 24.68258 736.192114
- L 24.985265 735.88943
- L 24.985265 735.586746
- L 25.287949 735.284061
- L 25.287949 734.678693
- L 25.590633 734.376009
- L 25.590633 734.073324
- L 25.893318 733.77064
- L 25.893318 733.467956
- L 26.80137 732.559903
- L 26.80137 732.257218
- L 27.406739 731.65185
- L 27.406739 731.349165
- L 28.768818 729.987086
- L 29.071503 729.987086
- L 29.676871 729.381717
- L 29.979556 729.381717
- L 30.28224 729.079033
- L 30.584924 729.079033
- L 30.887609 728.776349
- L 31.190293 728.776349
- L 31.492977 728.473665
- L 32.40103 728.473665
- L 32.703714 728.17098
- L 33.309083 728.17098
- L 33.611767 727.868296
- L 34.822505 727.868296
- L 35.427873 727.262927
- L 35.427873 727.262927
- " style="fill:none;stroke:#000000;stroke-width:0.5;"/>
- </g>
- <g id="text_241">
- <!-- C31: Tot. var. expl. 1.6% -->
- <g style="fill:#008000;" transform="translate(20.445 719.505074)scale(0.07 -0.07)">
- <use xlink:href="#DejaVuSans-43"/>
- <use x="69.824219" xlink:href="#DejaVuSans-33"/>
- <use x="133.447266" xlink:href="#DejaVuSans-31"/>
- <use x="197.070312" xlink:href="#DejaVuSans-3a"/>
- <use x="230.761719" xlink:href="#DejaVuSans-20"/>
- <use x="262.548828" xlink:href="#DejaVuSans-54"/>
- <use x="323.367188" xlink:href="#DejaVuSans-6f"/>
- <use x="384.548828" xlink:href="#DejaVuSans-74"/>
- <use x="423.757812" xlink:href="#DejaVuSans-2e"/>
- <use x="455.544922" xlink:href="#DejaVuSans-20"/>
- <use x="487.332031" xlink:href="#DejaVuSans-76"/>
- <use x="546.511719" xlink:href="#DejaVuSans-61"/>
- <use x="607.791016" xlink:href="#DejaVuSans-72"/>
- <use x="648.763672" xlink:href="#DejaVuSans-2e"/>
- <use x="680.550781" xlink:href="#DejaVuSans-20"/>
- <use x="712.337891" xlink:href="#DejaVuSans-65"/>
- <use x="773.845703" xlink:href="#DejaVuSans-78"/>
- <use x="833.025391" xlink:href="#DejaVuSans-70"/>
- <use x="896.501953" xlink:href="#DejaVuSans-6c"/>
- <use x="924.285156" xlink:href="#DejaVuSans-2e"/>
- <use x="956.072266" xlink:href="#DejaVuSans-20"/>
- <use x="987.859375" xlink:href="#DejaVuSans-31"/>
- <use x="1051.482422" xlink:href="#DejaVuSans-2e"/>
- <use x="1083.269531" xlink:href="#DejaVuSans-36"/>
- <use x="1146.892578" xlink:href="#DejaVuSans-25"/>
- </g>
- </g>
- </g>
- <g id="axes_152">
- <g clip-path="url(#pf3c1787f60)">
- <image height="33.12" id="image75e90c332a" transform="scale(1 -1)translate(0 -33.12)" width="33.12" x="63.702684" xlink:href="data:image/png;base64,
- 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" y="-722.292568"/>
- </g>
- <g id="LineCollection_92">
- <path clip-path="url(#pf3c1787f60)" d="M 76.210863 724.95787
- L 78.023643 724.95787
- L 78.386199 725.320426
- L 78.748755 724.95787
- L 79.111311 724.95787
- L 79.473867 725.320426
- L 79.836423 725.320426
- L 80.198979 725.682982
- L 83.099426 725.682982
- L 83.461982 726.045538
- L 83.824538 726.045538
- L 84.187094 726.408094
- L 84.54965 726.408094
- L 84.912206 726.77065
- L 85.274762 726.77065
- L 85.637317 727.133205
- L 85.999873 727.133205
- L 86.362429 727.495761
- L 86.724985 727.495761
- L 88.537765 729.308541
- L 88.900321 729.308541
- L 91.256934 731.665155
- L 91.256934 732.027711
- L 91.982046 732.752822
- L 91.982046 733.115378
- L 92.707158 733.84049
- L 92.707158 734.565602
- L 93.069714 734.928158
- L 93.069714 737.466049
- L 93.43227 737.828605
- L 93.43227 738.191161
- L 93.794826 738.553717
- L 93.794826 742.179277
- L 93.43227 742.541832
- L 93.43227 742.904388
- L 93.069714 743.266944
- L 93.069714 743.992056
- L 92.707158 744.354612
- L 92.707158 744.717168
- L 92.344602 745.079724
- L 92.344602 745.44228
- L 91.61949 746.167392
- L 91.61949 746.892504
- L 91.256934 747.25506
- L 91.256934 748.342727
- L 90.894378 748.705283
- L 90.894378 749.067839
- L 90.350545 749.611673
- L 89.987989 749.611673
- L 89.806711 749.792951
- L 89.806711 750.518063
- L 89.625433 750.699341
- L 88.537765 750.699341
- L 88.175209 751.061897
- L 87.812653 751.061897
- L 87.450097 751.424453
- L 84.187094 751.424453
- L 83.824538 751.787009
- L 82.374314 751.787009
- L 82.011758 752.149565
- L 77.661087 752.149565
- L 77.298531 751.787009
- L 74.035528 751.787009
- L 73.310416 751.061897
- L 71.860192 751.061897
- L 71.13508 750.336785
- L 70.772524 750.336785
- L 68.778467 748.342727
- L 68.778467 747.25506
- L 68.415911 746.892504
- L 68.415911 745.079724
- L 67.328243 743.992056
- L 67.328243 743.6295
- L 66.965687 743.266944
- L 66.965687 742.541832
- L 66.603131 742.179277
- L 66.603131 738.191161
- L 66.965687 737.828605
- L 66.965687 736.740938
- L 67.328243 736.378382
- L 67.328243 734.565602
- L 67.690799 734.203046
- L 67.690799 733.84049
- L 68.415911 733.115378
- L 68.415911 732.752822
- L 69.141023 732.027711
- L 69.141023 731.665155
- L 69.503579 731.302599
- L 69.503579 730.940043
- L 70.047413 730.396209
- L 70.409968 730.396209
- L 74.035528 726.77065
- L 74.398084 726.77065
- L 74.76064 726.408094
- L 75.123196 726.408094
- L 75.667029 725.86426
- L 75.667029 725.501704
- L 76.210863 724.95787
- L 76.210863 724.95787
- " style="fill:none;stroke:#000000;stroke-width:0.5;"/>
- </g>
- </g>
- <g id="axes_153">
- <g clip-path="url(#pa191782caa)">
- <image height="39.6" id="image654350cc2b" transform="scale(1 -1)translate(0 -39.6)" width="33.12" x="106.960368" xlink:href="data:image/png;base64,
- 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" y="-719.075571"/>
- </g>
- <g id="LineCollection_93">
- <path clip-path="url(#pa191782caa)" d="M 123.094106 720.969755
- L 125.269442 720.969755
- L 125.631998 721.332311
- L 126.35711 721.332311
- L 126.719666 721.694867
- L 128.169889 721.694867
- L 128.532445 722.057422
- L 129.257557 722.057422
- L 129.620113 722.419978
- L 129.982669 722.419978
- L 132.339283 724.776592
- L 132.339283 725.139148
- L 133.064394 725.86426
- L 133.064394 726.226816
- L 133.789506 726.951928
- L 133.789506 727.314483
- L 134.152062 727.677039
- L 134.152062 728.039595
- L 134.514618 728.402151
- L 134.514618 729.127263
- L 134.877174 729.489819
- L 134.877174 730.214931
- L 135.23973 730.577487
- L 135.23973 731.302599
- L 135.602286 731.665155
- L 135.602286 732.390266
- L 135.964842 732.752822
- L 135.964842 733.477934
- L 136.327398 733.84049
- L 136.327398 734.928158
- L 136.689954 735.290714
- L 136.689954 736.378382
- L 137.05251 736.740938
- L 137.05251 742.904388
- L 136.689954 743.266944
- L 136.689954 744.354612
- L 136.327398 744.717168
- L 136.327398 745.44228
- L 135.964842 745.804836
- L 135.964842 746.529948
- L 135.602286 746.892504
- L 135.602286 747.25506
- L 134.877174 747.980171
- L 134.877174 748.342727
- L 134.514618 748.705283
- L 134.514618 749.067839
- L 133.064394 750.518063
- L 133.064394 750.880619
- L 131.976727 751.968287
- L 131.976727 752.330842
- L 131.070337 753.237232
- L 130.707781 753.237232
- L 130.345225 753.599788
- L 129.982669 753.599788
- L 129.620113 753.962344
- L 129.257557 753.962344
- L 128.895001 754.3249
- L 128.532445 754.3249
- L 128.169889 754.687456
- L 127.807334 754.687456
- L 127.444778 755.050012
- L 123.819218 755.050012
- L 123.456662 755.412568
- L 121.643883 755.412568
- L 121.281327 755.775124
- L 120.193659 755.775124
- L 119.831103 755.412568
- L 119.105991 755.412568
- L 118.743435 755.050012
- L 118.380879 755.050012
- L 117.655768 754.3249
- L 117.293212 754.3249
- L 115.842988 752.874676
- L 115.480432 752.874676
- L 112.398707 749.792951
- L 112.398707 749.430395
- L 112.036151 749.067839
- L 112.036151 748.705283
- L 111.673595 748.342727
- L 111.673595 747.980171
- L 110.948483 747.25506
- L 110.948483 746.529948
- L 110.585927 746.167392
- L 110.585927 745.079724
- L 110.223371 744.717168
- L 110.223371 743.6295
- L 109.860815 743.266944
- L 109.860815 742.541832
- L 110.223371 742.179277
- L 110.223371 741.816721
- L 109.860815 741.454165
- L 109.860815 737.828605
- L 110.223371 737.466049
- L 110.223371 736.740938
- L 110.585927 736.378382
- L 110.585927 736.015826
- L 110.948483 735.65327
- L 110.948483 733.84049
- L 111.311039 733.477934
- L 111.311039 732.390266
- L 111.673595 732.027711
- L 111.673595 731.302599
- L 112.036151 730.940043
- L 112.036151 730.577487
- L 112.398707 730.214931
- L 112.398707 728.764707
- L 112.761262 728.402151
- L 112.761262 728.039595
- L 113.486374 727.314483
- L 113.486374 726.951928
- L 113.84893 726.589372
- L 113.84893 726.226816
- L 117.293212 722.782534
- L 117.655768 722.782534
- L 118.018323 722.419978
- L 118.380879 722.419978
- L 118.743435 722.057422
- L 119.468547 722.057422
- L 119.831103 721.694867
- L 122.006439 721.694867
- L 122.368995 721.332311
- L 122.731551 721.332311
- L 123.094106 720.969755
- L 123.094106 720.969755
- " style="fill:none;stroke:#000000;stroke-width:0.5;"/>
- </g>
- </g>
- <g id="axes_154">
- <g id="patch_62">
- <path d="M 150.218051 735.707563
- L 282.188409 735.707563
- L 282.188409 719.097768
- L 150.218051 719.097768
- z
- " style="fill:none;"/>
- </g>
- <g id="matplotlib.axis_61">
- <g id="xtick_211">
- <g id="text_242">
- <!-- 0 -->
- <g style="fill:#008000;" transform="translate(148.309301 743.766625)scale(0.06 -0.06)">
- <use xlink:href="#DejaVuSans-30"/>
- </g>
- </g>
- </g>
- <g id="xtick_212">
- <g id="text_243">
- <!-- 200 -->
- <g style="fill:#008000;" transform="translate(205.873363 743.766625)scale(0.06 -0.06)">
- <use xlink:href="#DejaVuSans-32"/>
- <use x="63.623047" xlink:href="#DejaVuSans-30"/>
- <use x="127.246094" xlink:href="#DejaVuSans-30"/>
- </g>
- </g>
- </g>
- <g id="xtick_213">
- <g id="text_244">
- <!-- 400 -->
- <g style="fill:#008000;" transform="translate(267.254925 743.766625)scale(0.06 -0.06)">
- <use xlink:href="#DejaVuSans-34"/>
- <use x="63.623047" xlink:href="#DejaVuSans-30"/>
- <use x="127.246094" xlink:href="#DejaVuSans-30"/>
- </g>
- </g>
- </g>
- </g>
- <g id="line2d_61">
- <path clip-path="url(#p56fe4d45ed)" d="M 150.218051 728.497669
- L 150.985321 725.263506
- L 151.75259 724.211591
- L 152.51986 723.659202
- L 153.28713 721.976537
- L 154.054399 719.852759
- L 154.821669 721.101563
- L 155.588938 723.381199
- L 156.356208 724.040759
- L 157.123477 725.236093
- L 157.890747 724.899859
- L 158.658016 728.243075
- L 159.425286 726.345779
- L 160.192555 726.610909
- L 160.959825 725.962504
- L 161.727094 728.137499
- L 162.494364 727.343305
- L 163.261633 727.224148
- L 164.028903 725.232071
- L 164.796172 728.31946
- L 165.563442 725.790196
- L 166.330711 725.161992
- L 167.097981 722.938385
- L 167.86525 727.059179
- L 168.63252 722.377581
- L 169.39979 725.39987
- L 171.701598 725.911927
- L 172.468868 723.752004
- L 173.236137 724.486998
- L 174.003407 724.693633
- L 174.770676 727.78649
- L 175.537946 725.436189
- L 176.305215 728.147197
- L 177.072485 727.974326
- L 177.839754 724.753484
- L 178.607024 725.809816
- L 179.374293 728.866901
- L 180.908832 726.461353
- L 181.676102 731.650801
- L 182.443371 729.998769
- L 183.210641 730.407496
- L 183.97791 730.548328
- L 184.74518 729.135409
- L 185.512449 727.484114
- L 186.279719 728.977979
- L 187.046989 729.011187
- L 187.814258 728.531062
- L 188.581528 730.69666
- L 189.348797 727.277306
- L 190.116067 727.382971
- L 190.883336 729.581322
- L 191.650606 725.205408
- L 192.417875 729.238259
- L 193.952414 729.895363
- L 194.719684 725.921334
- L 195.486953 732.892374
- L 196.254223 733.304001
- L 197.021492 727.922215
- L 197.788762 728.139499
- L 198.556031 732.090315
- L 199.323301 729.973342
- L 200.09057 734.165282
- L 200.85784 732.308148
- L 201.625109 731.053013
- L 202.392379 733.742453
- L 203.159649 732.644691
- L 203.926918 730.487197
- L 204.694188 731.240256
- L 205.461457 728.824242
- L 206.228727 732.34922
- L 206.995996 730.004314
- L 207.763266 729.802888
- L 208.530535 729.455864
- L 209.297805 732.079442
- L 210.065074 725.667927
- L 210.832344 728.49053
- L 211.599613 729.715333
- L 212.366883 730.317827
- L 213.134152 729.899146
- L 213.901422 734.952572
- L 214.668691 731.462872
- L 215.435961 729.446007
- L 216.20323 728.328353
- L 217.737769 731.69193
- L 218.505039 731.575208
- L 219.272309 733.11092
- L 220.039578 730.507426
- L 220.806848 731.757873
- L 221.574117 731.929093
- L 222.341387 729.806156
- L 223.108656 730.759843
- L 223.875926 728.611639
- L 224.643195 727.884313
- L 226.177734 728.724796
- L 226.945004 731.642729
- L 227.712273 729.528782
- L 228.479543 727.74357
- L 229.246812 726.697594
- L 230.014082 726.355863
- L 230.781351 731.024222
- L 231.548621 731.620626
- L 232.31589 728.935567
- L 233.08316 728.93254
- L 233.850429 728.427862
- L 234.617699 729.958138
- L 235.384968 729.790352
- L 236.152238 730.301402
- L 236.919508 728.399848
- L 237.686777 729.787607
- L 238.454047 730.660011
- L 239.221316 728.88525
- L 239.988586 727.848278
- L 240.755855 728.457466
- L 241.523125 727.699226
- L 242.290394 727.614868
- L 243.057664 726.158694
- L 243.824933 730.350538
- L 244.592203 729.37858
- L 245.359472 727.47189
- L 246.126742 728.493564
- L 246.894011 720.293405
- L 247.661281 727.007377
- L 249.19582 728.381866
- L 249.963089 731.484361
- L 250.730359 731.262599
- L 251.497628 726.333505
- L 253.032168 729.06434
- L 253.799437 726.530969
- L 254.566707 725.630862
- L 255.333976 724.966919
- L 256.101246 727.952204
- L 256.868515 727.521881
- L 257.635785 729.192713
- L 258.403054 728.363855
- L 259.170324 727.929068
- L 259.937593 728.224134
- L 260.704863 728.315443
- L 261.472132 727.088606
- L 262.239402 728.22248
- L 263.006671 727.407394
- L 263.773941 728.013986
- L 264.54121 729.852282
- L 265.30848 732.044289
- L 266.075749 731.790885
- L 266.843019 728.068163
- L 267.610288 726.167864
- L 268.377558 728.152502
- L 269.144827 728.59648
- L 269.912097 733.559514
- L 270.679367 732.745102
- L 271.446636 725.08196
- L 272.213906 723.925215
- L 272.981175 729.578421
- L 273.748445 726.992007
- L 274.515714 730.581326
- L 275.282984 728.128284
- L 276.050253 727.554621
- L 276.817523 730.328983
- L 277.584792 728.538956
- L 278.352062 728.263188
- L 279.119331 728.627978
- L 279.886601 727.512419
- L 280.65387 727.503475
- L 281.42114 729.08931
- L 281.42114 729.08931
- " style="fill:none;stroke:#008000;stroke-linecap:round;"/>
- </g>
- </g>
- <g id="axes_155">
- <g id="patch_63">
- <path d="M 150.218051 758.734778
- L 282.188409 758.734778
- L 282.188409 743.634965
- L 150.218051 743.634965
- z
- " style="fill:none;"/>
- </g>
- <g id="matplotlib.axis_62">
- <g id="xtick_214">
- <g id="text_245">
- <!-- 0.05 -->
- <g style="fill:#008000;" transform="translate(175.366509 766.79384)scale(0.06 -0.06)">
- <use xlink:href="#DejaVuSans-30"/>
- <use x="63.623047" xlink:href="#DejaVuSans-2e"/>
- <use x="95.410156" xlink:href="#DejaVuSans-30"/>
- <use x="159.033203" xlink:href="#DejaVuSans-35"/>
- </g>
- </g>
- </g>
- <g id="xtick_215">
- <g id="text_246">
- <!-- 0.10 -->
- <g style="fill:#008000;" transform="translate(208.747247 766.79384)scale(0.06 -0.06)">
- <use xlink:href="#DejaVuSans-30"/>
- <use x="63.623047" xlink:href="#DejaVuSans-2e"/>
- <use x="95.410156" xlink:href="#DejaVuSans-31"/>
- <use x="159.033203" xlink:href="#DejaVuSans-30"/>
- </g>
- </g>
- </g>
- <g id="xtick_216">
- <g id="text_247">
- <!-- 0.15 -->
- <g style="fill:#008000;" transform="translate(242.127984 766.79384)scale(0.06 -0.06)">
- <use xlink:href="#DejaVuSans-30"/>
- <use x="63.623047" xlink:href="#DejaVuSans-2e"/>
- <use x="95.410156" xlink:href="#DejaVuSans-31"/>
- <use x="159.033203" xlink:href="#DejaVuSans-35"/>
- </g>
- </g>
- </g>
- <g id="xtick_217">
- <g id="text_248">
- <!-- 0.20 -->
- <g style="fill:#008000;" transform="translate(275.508722 766.79384)scale(0.06 -0.06)">
- <use xlink:href="#DejaVuSans-30"/>
- <use x="63.623047" xlink:href="#DejaVuSans-2e"/>
- <use x="95.410156" xlink:href="#DejaVuSans-32"/>
- <use x="159.033203" xlink:href="#DejaVuSans-30"/>
- </g>
- </g>
- </g>
- </g>
- <g id="line2d_62">
- <path clip-path="url(#pd997de5f9e)" d="M 150.218051 744.32132
- L 151.770644 752.600975
- L 153.323236 756.932363
- L 154.875829 757.48398
- L 156.428421 757.778115
- L 157.981014 757.621608
- L 159.533606 754.7203
- L 161.086199 757.063747
- L 162.638791 756.972539
- L 164.191383 757.21196
- L 165.743976 757.691546
- L 167.296568 757.705885
- L 168.849161 757.864133
- L 170.401753 757.792524
- L 171.954346 758.029365
- L 173.506938 757.905676
- L 175.059531 757.412904
- L 176.612123 757.822182
- L 178.164715 757.944331
- L 179.717308 757.948797
- L 181.2699 755.141978
- L 182.822493 757.910704
- L 184.375085 758.011101
- L 185.927678 757.82977
- L 187.48027 757.614941
- L 189.032863 757.847536
- L 190.585455 757.89409
- L 192.138047 757.530321
- L 193.69064 758.016185
- L 195.243232 757.112664
- L 196.795825 757.037826
- L 198.348417 757.533092
- L 199.90101 757.895653
- L 201.453602 757.411646
- L 203.006195 758.040478
- L 204.558787 758.020421
- L 206.11138 757.616318
- L 207.663972 757.639212
- L 209.216564 757.91751
- L 210.769157 758.016947
- L 212.321749 757.82994
- L 213.874342 757.822658
- L 215.426934 757.806681
- L 216.979527 758.042699
- L 218.532119 757.597345
- L 220.084712 757.706189
- L 221.637304 758.042867
- L 223.189896 757.8532
- L 224.742489 757.74073
- L 226.295081 757.907796
- L 227.847674 757.809098
- L 229.400266 758.035747
- L 230.952859 757.817239
- L 232.505451 757.510484
- L 234.058044 757.530471
- L 235.610636 757.776869
- L 237.163228 757.611626
- L 238.715821 757.209997
- L 240.268413 758.009382
- L 241.821006 757.727927
- L 243.373598 757.94457
- L 244.926191 758.032744
- L 246.478783 758.011625
- L 248.031376 757.29521
- L 249.583968 757.990176
- L 251.13656 757.923956
- L 252.689153 758.048423
- L 254.241745 758.002856
- L 255.794338 757.492404
- L 257.34693 757.971771
- L 258.899523 758.014559
- L 260.452115 758.008211
- L 262.004708 758.011818
- L 263.5573 757.824319
- L 265.109892 758.010168
- L 266.662485 757.812736
- L 268.215077 757.953612
- L 269.76767 757.68581
- L 271.320262 757.959954
- L 272.872855 757.922244
- L 274.425447 757.951018
- L 275.97804 758.040418
- L 277.530632 757.534173
- L 279.083224 758.042802
- L 280.635817 757.686295
- L 282.188409 757.648848
- " style="fill:none;stroke:#008000;stroke-linecap:round;"/>
- </g>
- </g>
- <g id="axes_156">
- <g clip-path="url(#p7da74f5f3d)">
- <image height="27.6" id="imageba666440f9" transform="scale(1 -1)translate(0 -27.6)" width="33.12" x="302.751591" xlink:href="data:image/png;base64,
- 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" y="-725.088409"/>
- </g>
- <g id="LineCollection_94">
- <path clip-path="url(#p7da74f5f3d)" d="M 317.734464 727.262927
- L 318.339832 727.262927
- L 318.642517 727.565612
- L 322.577413 727.565612
- L 322.728755 727.716954
- L 322.728755 728.019638
- L 323.78815 729.079033
- L 324.090834 729.079033
- L 324.393519 729.381717
- L 324.696203 729.381717
- L 324.998887 729.684402
- L 325.301572 729.684402
- L 325.90694 730.28977
- L 326.209624 730.28977
- L 326.814993 730.895139
- L 327.420362 730.895139
- L 327.723046 731.197823
- L 328.02573 731.197823
- L 328.328415 731.500508
- L 328.631099 731.500508
- L 329.236468 732.105876
- L 329.539152 732.105876
- L 330.14452 732.711245
- L 330.447205 732.711245
- L 331.203916 733.467956
- L 331.203916 733.77064
- L 331.809284 734.376009
- L 331.809284 734.678693
- L 333.020021 735.88943
- L 333.020021 736.192114
- L 333.322706 736.494799
- L 333.322706 736.797483
- L 333.62539 737.100167
- L 333.62539 737.402852
- L 333.928074 737.705536
- L 333.928074 738.310905
- L 334.230759 738.613589
- L 334.230759 740.429695
- L 333.928074 740.732379
- L 333.928074 741.035063
- L 333.62539 741.337748
- L 333.62539 741.640432
- L 333.322706 741.943116
- L 333.322706 742.851169
- L 333.020021 743.153853
- L 333.020021 743.759222
- L 332.263311 744.515933
- L 331.960626 744.515933
- L 331.657942 744.818617
- L 331.355258 744.515933
- L 328.933783 744.515933
- L 328.631099 744.818617
- L 328.02573 744.818617
- L 327.723046 745.121301
- L 327.420362 745.121301
- L 326.663651 745.878012
- L 326.663651 746.483381
- L 326.360967 746.786065
- L 326.360967 747.088749
- L 326.058282 747.391434
- L 326.058282 747.694118
- L 325.90694 747.84546
- L 325.604256 747.84546
- L 325.301572 748.148145
- L 324.998887 748.148145
- L 324.090834 749.056197
- L 323.78815 749.056197
- L 323.485466 749.358882
- L 321.66936 749.358882
- L 321.063991 748.753513
- L 320.458623 748.753513
- L 320.004596 749.20754
- L 320.004596 749.812908
- L 319.853254 749.96425
- L 318.339832 749.96425
- L 318.037148 749.661566
- L 314.707621 749.661566
- L 314.404936 749.358882
- L 313.496884 749.358882
- L 313.194199 749.056197
- L 310.47004 749.056197
- L 310.167356 748.753513
- L 308.35125 748.753513
- L 308.199908 748.602171
- L 308.199908 747.996802
- L 307.897224 747.694118
- L 307.897224 746.180697
- L 307.59454 745.878012
- L 307.59454 745.272644
- L 307.140513 744.818617
- L 306.837829 744.818617
- L 306.535144 744.515933
- L 306.23246 744.515933
- L 306.081118 744.364591
- L 306.081118 744.061906
- L 305.475749 743.456538
- L 305.475749 742.245801
- L 305.173065 741.943116
- L 305.173065 741.035063
- L 305.475749 740.732379
- L 305.475749 740.12701
- L 305.778434 739.824326
- L 305.778434 738.916273
- L 306.081118 738.613589
- L 306.081118 738.00822
- L 306.383802 737.705536
- L 306.383802 737.402852
- L 306.686487 737.100167
- L 306.686487 736.797483
- L 306.989171 736.494799
- L 306.989171 736.192114
- L 307.291855 735.88943
- L 307.291855 735.586746
- L 307.59454 735.284061
- L 307.59454 734.678693
- L 307.897224 734.376009
- L 307.897224 734.073324
- L 308.199908 733.77064
- L 308.199908 733.467956
- L 309.107961 732.559903
- L 309.107961 732.257218
- L 309.71333 731.65185
- L 309.71333 731.349165
- L 311.075409 729.987086
- L 311.378093 729.987086
- L 311.983462 729.381717
- L 312.286146 729.381717
- L 312.588831 729.079033
- L 312.891515 729.079033
- L 313.194199 728.776349
- L 313.496884 728.776349
- L 313.799568 728.473665
- L 314.707621 728.473665
- L 315.010305 728.17098
- L 315.615674 728.17098
- L 315.918358 727.868296
- L 317.129095 727.868296
- L 317.734464 727.262927
- L 317.734464 727.262927
- " style="fill:none;stroke:#000000;stroke-width:0.5;"/>
- </g>
- <g id="text_249">
- <!-- C32: Tot. var. expl. 1.5% -->
- <g style="fill:#008000;" transform="translate(302.751591 719.505074)scale(0.07 -0.07)">
- <use xlink:href="#DejaVuSans-43"/>
- <use x="69.824219" xlink:href="#DejaVuSans-33"/>
- <use x="133.447266" xlink:href="#DejaVuSans-32"/>
- <use x="197.070312" xlink:href="#DejaVuSans-3a"/>
- <use x="230.761719" xlink:href="#DejaVuSans-20"/>
- <use x="262.548828" xlink:href="#DejaVuSans-54"/>
- <use x="323.367188" xlink:href="#DejaVuSans-6f"/>
- <use x="384.548828" xlink:href="#DejaVuSans-74"/>
- <use x="423.757812" xlink:href="#DejaVuSans-2e"/>
- <use x="455.544922" xlink:href="#DejaVuSans-20"/>
- <use x="487.332031" xlink:href="#DejaVuSans-76"/>
- <use x="546.511719" xlink:href="#DejaVuSans-61"/>
- <use x="607.791016" xlink:href="#DejaVuSans-72"/>
- <use x="648.763672" xlink:href="#DejaVuSans-2e"/>
- <use x="680.550781" xlink:href="#DejaVuSans-20"/>
- <use x="712.337891" xlink:href="#DejaVuSans-65"/>
- <use x="773.845703" xlink:href="#DejaVuSans-78"/>
- <use x="833.025391" xlink:href="#DejaVuSans-70"/>
- <use x="896.501953" xlink:href="#DejaVuSans-6c"/>
- <use x="924.285156" xlink:href="#DejaVuSans-2e"/>
- <use x="956.072266" xlink:href="#DejaVuSans-20"/>
- <use x="987.859375" xlink:href="#DejaVuSans-31"/>
- <use x="1051.482422" xlink:href="#DejaVuSans-2e"/>
- <use x="1083.269531" xlink:href="#DejaVuSans-35"/>
- <use x="1146.892578" xlink:href="#DejaVuSans-25"/>
- </g>
- </g>
- </g>
- <g id="axes_157">
- <g clip-path="url(#p57496420ac)">
- <image height="33.12" id="image930d1d8ff5" transform="scale(1 -1)translate(0 -33.12)" width="33.12" x="346.009274" xlink:href="data:image/png;base64,
- 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" y="-722.292568"/>
- </g>
- <g id="LineCollection_95">
- <path clip-path="url(#p57496420ac)" d="M 358.517454 724.95787
- L 360.330234 724.95787
- L 360.69279 725.320426
- L 361.055345 724.95787
- L 361.417901 724.95787
- L 361.780457 725.320426
- L 362.143013 725.320426
- L 362.505569 725.682982
- L 365.406017 725.682982
- L 365.768573 726.045538
- L 366.131128 726.045538
- L 366.493684 726.408094
- L 366.85624 726.408094
- L 367.218796 726.77065
- L 367.581352 726.77065
- L 367.943908 727.133205
- L 368.306464 727.133205
- L 368.66902 727.495761
- L 369.031576 727.495761
- L 370.844356 729.308541
- L 371.206911 729.308541
- L 373.563525 731.665155
- L 373.563525 732.027711
- L 374.288637 732.752822
- L 374.288637 733.115378
- L 375.013749 733.84049
- L 375.013749 734.565602
- L 375.376305 734.928158
- L 375.376305 737.466049
- L 375.738861 737.828605
- L 375.738861 738.191161
- L 376.101417 738.553717
- L 376.101417 742.179277
- L 375.738861 742.541832
- L 375.738861 742.904388
- L 375.376305 743.266944
- L 375.376305 743.992056
- L 375.013749 744.354612
- L 375.013749 744.717168
- L 374.651193 745.079724
- L 374.651193 745.44228
- L 373.926081 746.167392
- L 373.926081 746.892504
- L 373.563525 747.25506
- L 373.563525 748.342727
- L 373.200969 748.705283
- L 373.200969 749.067839
- L 372.657135 749.611673
- L 372.294579 749.611673
- L 372.113301 749.792951
- L 372.113301 750.518063
- L 371.932023 750.699341
- L 370.844356 750.699341
- L 370.4818 751.061897
- L 370.119244 751.061897
- L 369.756688 751.424453
- L 366.493684 751.424453
- L 366.131128 751.787009
- L 364.680905 751.787009
- L 364.318349 752.149565
- L 359.967678 752.149565
- L 359.605122 751.787009
- L 356.342118 751.787009
- L 355.617007 751.061897
- L 354.166783 751.061897
- L 353.441671 750.336785
- L 353.079115 750.336785
- L 351.085057 748.342727
- L 351.085057 747.25506
- L 350.722502 746.892504
- L 350.722502 745.079724
- L 349.634834 743.992056
- L 349.634834 743.6295
- L 349.272278 743.266944
- L 349.272278 742.541832
- L 348.909722 742.179277
- L 348.909722 738.191161
- L 349.272278 737.828605
- L 349.272278 736.740938
- L 349.634834 736.378382
- L 349.634834 734.565602
- L 349.99739 734.203046
- L 349.99739 733.84049
- L 350.722502 733.115378
- L 350.722502 732.752822
- L 351.447613 732.027711
- L 351.447613 731.665155
- L 351.810169 731.302599
- L 351.810169 730.940043
- L 352.354003 730.396209
- L 352.716559 730.396209
- L 356.342118 726.77065
- L 356.704674 726.77065
- L 357.06723 726.408094
- L 357.429786 726.408094
- L 357.97362 725.86426
- L 357.97362 725.501704
- L 358.517454 724.95787
- L 358.517454 724.95787
- " style="fill:none;stroke:#000000;stroke-width:0.5;"/>
- </g>
- </g>
- <g id="axes_158">
- <g clip-path="url(#pafa89638d7)">
- <image height="39.6" id="imagec925ac0784" transform="scale(1 -1)translate(0 -39.6)" width="33.12" x="389.266958" xlink:href="data:image/png;base64,
- 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" y="-719.075571"/>
- </g>
- <g id="LineCollection_96">
- <path clip-path="url(#pafa89638d7)" d="M 405.400697 720.969755
- L 407.576033 720.969755
- L 407.938589 721.332311
- L 408.6637 721.332311
- L 409.026256 721.694867
- L 410.47648 721.694867
- L 410.839036 722.057422
- L 411.564148 722.057422
- L 411.926704 722.419978
- L 412.28926 722.419978
- L 414.645873 724.776592
- L 414.645873 725.139148
- L 415.370985 725.86426
- L 415.370985 726.226816
- L 416.096097 726.951928
- L 416.096097 727.314483
- L 416.458653 727.677039
- L 416.458653 728.039595
- L 416.821209 728.402151
- L 416.821209 729.127263
- L 417.183765 729.489819
- L 417.183765 730.214931
- L 417.546321 730.577487
- L 417.546321 731.302599
- L 417.908877 731.665155
- L 417.908877 732.390266
- L 418.271433 732.752822
- L 418.271433 733.477934
- L 418.633988 733.84049
- L 418.633988 734.928158
- L 418.996544 735.290714
- L 418.996544 736.378382
- L 419.3591 736.740938
- L 419.3591 742.904388
- L 418.996544 743.266944
- L 418.996544 744.354612
- L 418.633988 744.717168
- L 418.633988 745.44228
- L 418.271433 745.804836
- L 418.271433 746.529948
- L 417.908877 746.892504
- L 417.908877 747.25506
- L 417.183765 747.980171
- L 417.183765 748.342727
- L 416.821209 748.705283
- L 416.821209 749.067839
- L 415.370985 750.518063
- L 415.370985 750.880619
- L 414.283317 751.968287
- L 414.283317 752.330842
- L 413.376928 753.237232
- L 413.014372 753.237232
- L 412.651816 753.599788
- L 412.28926 753.599788
- L 411.926704 753.962344
- L 411.564148 753.962344
- L 411.201592 754.3249
- L 410.839036 754.3249
- L 410.47648 754.687456
- L 410.113924 754.687456
- L 409.751368 755.050012
- L 406.125809 755.050012
- L 405.763253 755.412568
- L 403.950473 755.412568
- L 403.587917 755.775124
- L 402.50025 755.775124
- L 402.137694 755.412568
- L 401.412582 755.412568
- L 401.050026 755.050012
- L 400.68747 755.050012
- L 399.962358 754.3249
- L 399.599802 754.3249
- L 398.149579 752.874676
- L 397.787023 752.874676
- L 394.705297 749.792951
- L 394.705297 749.430395
- L 394.342741 749.067839
- L 394.342741 748.705283
- L 393.980185 748.342727
- L 393.980185 747.980171
- L 393.255073 747.25506
- L 393.255073 746.529948
- L 392.892518 746.167392
- L 392.892518 745.079724
- L 392.529962 744.717168
- L 392.529962 743.6295
- L 392.167406 743.266944
- L 392.167406 742.541832
- L 392.529962 742.179277
- L 392.529962 741.816721
- L 392.167406 741.454165
- L 392.167406 737.828605
- L 392.529962 737.466049
- L 392.529962 736.740938
- L 392.892518 736.378382
- L 392.892518 736.015826
- L 393.255073 735.65327
- L 393.255073 733.84049
- L 393.617629 733.477934
- L 393.617629 732.390266
- L 393.980185 732.027711
- L 393.980185 731.302599
- L 394.342741 730.940043
- L 394.342741 730.577487
- L 394.705297 730.214931
- L 394.705297 728.764707
- L 395.067853 728.402151
- L 395.067853 728.039595
- L 395.792965 727.314483
- L 395.792965 726.951928
- L 396.155521 726.589372
- L 396.155521 726.226816
- L 399.599802 722.782534
- L 399.962358 722.782534
- L 400.324914 722.419978
- L 400.68747 722.419978
- L 401.050026 722.057422
- L 401.775138 722.057422
- L 402.137694 721.694867
- L 404.313029 721.694867
- L 404.675585 721.332311
- L 405.038141 721.332311
- L 405.400697 720.969755
- L 405.400697 720.969755
- " style="fill:none;stroke:#000000;stroke-width:0.5;"/>
- </g>
- </g>
- <g id="axes_159">
- <g id="patch_64">
- <path d="M 432.524642 735.707563
- L 564.495 735.707563
- L 564.495 719.097768
- L 432.524642 719.097768
- z
- " style="fill:none;"/>
- </g>
- <g id="matplotlib.axis_63">
- <g id="xtick_218">
- <g id="text_250">
- <!-- 0 -->
- <g style="fill:#008000;" transform="translate(430.615892 743.766625)scale(0.06 -0.06)">
- <use xlink:href="#DejaVuSans-30"/>
- </g>
- </g>
- </g>
- <g id="xtick_219">
- <g id="text_251">
- <!-- 200 -->
- <g style="fill:#008000;" transform="translate(488.179954 743.766625)scale(0.06 -0.06)">
- <use xlink:href="#DejaVuSans-32"/>
- <use x="63.623047" xlink:href="#DejaVuSans-30"/>
- <use x="127.246094" xlink:href="#DejaVuSans-30"/>
- </g>
- </g>
- </g>
- <g id="xtick_220">
- <g id="text_252">
- <!-- 400 -->
- <g style="fill:#008000;" transform="translate(549.561516 743.766625)scale(0.06 -0.06)">
- <use xlink:href="#DejaVuSans-34"/>
- <use x="63.623047" xlink:href="#DejaVuSans-30"/>
- <use x="127.246094" xlink:href="#DejaVuSans-30"/>
- </g>
- </g>
- </g>
- </g>
- <g id="line2d_63">
- <path clip-path="url(#p77df411d2a)" d="M 432.524642 730.39388
- L 433.291912 724.075875
- L 434.059181 722.882225
- L 434.826451 722.667532
- L 435.59372 719.852759
- L 436.36099 722.39051
- L 437.128259 721.190102
- L 438.662798 721.558126
- L 439.430068 727.581807
- L 440.197337 725.179722
- L 440.964607 726.723226
- L 441.731876 729.676857
- L 442.499146 726.990445
- L 443.266415 726.011445
- L 444.033685 728.40205
- L 444.800954 727.259426
- L 445.568224 726.563153
- L 446.335493 728.513895
- L 447.102763 728.17552
- L 447.870033 726.6843
- L 448.637302 724.282583
- L 449.404572 723.786763
- L 450.171841 725.943784
- L 450.939111 725.585372
- L 451.70638 727.352327
- L 452.47365 725.399703
- L 453.240919 724.513014
- L 454.008189 724.424435
- L 455.542728 726.664464
- L 456.309997 726.378183
- L 457.077267 726.572286
- L 457.844536 728.608643
- L 458.611806 724.339057
- L 459.379075 729.436439
- L 460.146345 727.950728
- L 460.913614 728.460921
- L 461.680884 728.085599
- L 462.448153 727.921247
- L 463.215423 723.147321
- L 463.982693 725.688105
- L 464.749962 727.732125
- L 465.517232 726.655619
- L 466.284501 726.282204
- L 467.051771 725.437187
- L 467.81904 724.3252
- L 468.58631 724.181258
- L 469.353579 723.922428
- L 470.120849 725.52911
- L 470.888118 725.723682
- L 471.655388 726.251141
- L 472.422657 725.829948
- L 473.189927 725.080772
- L 473.957196 725.589121
- L 474.724466 725.914775
- L 475.491735 727.778776
- L 476.259005 729.029859
- L 477.026274 725.54093
- L 477.793544 726.396776
- L 478.560813 731.10907
- L 479.328083 729.890959
- L 480.095352 726.875249
- L 480.862622 726.931141
- L 481.629892 728.475237
- L 482.397161 726.456004
- L 483.164431 728.58008
- L 484.69897 728.130235
- L 485.466239 725.870435
- L 486.233509 724.487006
- L 487.000778 724.747731
- L 487.768048 726.103883
- L 488.535317 726.879425
- L 489.302587 724.53216
- L 490.069856 725.000271
- L 490.837126 725.718513
- L 491.604395 729.117022
- L 492.371665 726.099273
- L 493.138934 725.683531
- L 493.906204 726.558538
- L 494.673473 728.813583
- L 495.440743 730.202544
- L 496.208012 729.267124
- L 496.975282 731.236348
- L 497.742552 729.002143
- L 498.509821 727.951552
- L 499.277091 728.552213
- L 500.04436 726.640249
- L 500.81163 726.224465
- L 501.578899 727.371531
- L 502.346169 727.077095
- L 503.113438 726.368289
- L 503.880708 725.075381
- L 504.647977 726.361749
- L 506.182516 724.456117
- L 506.949786 727.23958
- L 507.717055 726.760348
- L 509.251594 722.669779
- L 510.018864 725.415962
- L 510.786133 725.254469
- L 511.553403 726.273968
- L 512.320672 728.757164
- L 513.087942 727.342971
- L 513.855211 727.834503
- L 514.622481 728.637348
- L 515.389751 730.060202
- L 516.15702 729.709456
- L 516.92429 729.186797
- L 517.691559 727.466117
- L 518.458829 726.359867
- L 519.226098 725.986796
- L 519.993368 725.870897
- L 520.760637 726.042372
- L 521.527907 725.998142
- L 522.295176 727.11973
- L 523.062446 727.573151
- L 523.829715 725.94526
- L 524.596985 723.13043
- L 526.131524 726.652361
- L 526.898793 725.665984
- L 527.666063 723.334618
- L 529.200602 734.952572
- L 529.967871 727.225601
- L 530.735141 726.086328
- L 531.502411 728.065141
- L 532.26968 729.286493
- L 533.03695 726.581941
- L 533.804219 728.891893
- L 534.571489 730.293159
- L 535.338758 729.770591
- L 536.106028 728.681111
- L 536.873297 726.75198
- L 537.640567 723.801376
- L 538.407836 725.195955
- L 539.175106 724.561843
- L 539.942375 726.162463
- L 540.709645 728.621877
- L 541.476914 729.357766
- L 542.244184 728.643646
- L 543.011453 729.663629
- L 543.778723 729.451942
- L 544.545992 729.722102
- L 545.313262 726.22315
- L 546.080531 725.775842
- L 546.847801 725.917913
- L 547.61507 729.014069
- L 548.38234 727.836574
- L 549.14961 728.056932
- L 549.916879 727.617298
- L 550.684149 727.484406
- L 551.451418 727.10749
- L 552.218688 731.011454
- L 552.985957 727.921033
- L 553.753227 725.978325
- L 554.520496 724.948541
- L 555.287766 725.135101
- L 556.055035 726.283344
- L 556.822305 725.831423
- L 557.589574 724.529394
- L 558.356844 725.716009
- L 559.124113 725.65807
- L 559.891383 723.658102
- L 560.658652 725.514589
- L 561.425922 726.614147
- L 562.193191 727.305893
- L 562.960461 727.783685
- L 563.72773 728.618632
- L 563.72773 728.618632
- " style="fill:none;stroke:#008000;stroke-linecap:round;"/>
- </g>
- </g>
- <g id="axes_160">
- <g id="patch_65">
- <path d="M 432.524642 758.734778
- L 564.495 758.734778
- L 564.495 743.634965
- L 432.524642 743.634965
- z
- " style="fill:none;"/>
- </g>
- <g id="matplotlib.axis_64">
- <g id="xtick_221">
- <g id="text_253">
- <!-- 0.05 -->
- <g style="fill:#008000;" transform="translate(457.6731 766.79384)scale(0.06 -0.06)">
- <use xlink:href="#DejaVuSans-30"/>
- <use x="63.623047" xlink:href="#DejaVuSans-2e"/>
- <use x="95.410156" xlink:href="#DejaVuSans-30"/>
- <use x="159.033203" xlink:href="#DejaVuSans-35"/>
- </g>
- </g>
- </g>
- <g id="xtick_222">
- <g id="text_254">
- <!-- 0.10 -->
- <g style="fill:#008000;" transform="translate(491.053837 766.79384)scale(0.06 -0.06)">
- <use xlink:href="#DejaVuSans-30"/>
- <use x="63.623047" xlink:href="#DejaVuSans-2e"/>
- <use x="95.410156" xlink:href="#DejaVuSans-31"/>
- <use x="159.033203" xlink:href="#DejaVuSans-30"/>
- </g>
- </g>
- </g>
- <g id="xtick_223">
- <g id="text_255">
- <!-- 0.15 -->
- <g style="fill:#008000;" transform="translate(524.434575 766.79384)scale(0.06 -0.06)">
- <use xlink:href="#DejaVuSans-30"/>
- <use x="63.623047" xlink:href="#DejaVuSans-2e"/>
- <use x="95.410156" xlink:href="#DejaVuSans-31"/>
- <use x="159.033203" xlink:href="#DejaVuSans-35"/>
- </g>
- </g>
- </g>
- <g id="xtick_224">
- <g id="text_256">
- <!-- 0.20 -->
- <g style="fill:#008000;" transform="translate(557.815312 766.79384)scale(0.06 -0.06)">
- <use xlink:href="#DejaVuSans-30"/>
- <use x="63.623047" xlink:href="#DejaVuSans-2e"/>
- <use x="95.410156" xlink:href="#DejaVuSans-32"/>
- <use x="159.033203" xlink:href="#DejaVuSans-30"/>
- </g>
- </g>
- </g>
- </g>
- <g id="line2d_64">
- <path clip-path="url(#p0bb9b088f1)" d="M 432.524642 752.938952
- L 434.077235 754.541375
- L 435.629827 754.570833
- L 437.182419 756.576185
- L 438.735012 757.595252
- L 440.287604 757.764358
- L 441.840197 749.18357
- L 443.392789 744.32132
- L 444.945382 753.563944
- L 446.497974 756.981145
- L 448.050567 755.532609
- L 449.603159 755.10941
- L 451.155751 754.965489
- L 452.708344 754.259684
- L 454.260936 758.037625
- L 455.813529 757.724463
- L 457.366121 757.658011
- L 458.918714 755.38886
- L 460.471306 755.166374
- L 462.023899 756.919498
- L 463.576491 755.615076
- L 465.129083 757.939691
- L 466.681676 756.360587
- L 468.234268 757.381477
- L 469.786861 758.02905
- L 471.339453 756.480935
- L 472.892046 757.218416
- L 474.444638 756.968038
- L 475.997231 756.262308
- L 477.549823 757.909118
- L 479.102415 757.827884
- L 480.655008 757.598021
- L 482.2076 756.366934
- L 483.760193 757.530598
- L 485.312785 756.966262
- L 486.865378 758.048423
- L 488.41797 757.519245
- L 489.970563 757.913753
- L 491.523155 756.83151
- L 493.075747 757.532786
- L 494.62834 757.349555
- L 496.180932 756.517504
- L 497.733525 757.316066
- L 499.286117 757.007298
- L 500.83871 755.815644
- L 502.391302 758.027181
- L 503.943895 757.546364
- L 505.496487 757.840175
- L 507.049079 757.263351
- L 508.601672 755.274677
- L 510.154264 757.914907
- L 511.706857 757.930943
- L 513.259449 756.207918
- L 514.812042 757.773984
- L 516.364634 757.62586
- L 517.917227 757.173884
- L 519.469819 756.668601
- L 521.022412 757.949271
- L 522.575004 757.911478
- L 524.127596 757.565166
- L 525.680189 758.048015
- L 527.232781 758.023074
- L 528.785374 757.557753
- L 530.337966 757.891995
- L 531.890559 758.039015
- L 533.443151 758.002475
- L 534.995744 757.433777
- L 536.548336 757.997357
- L 538.100928 757.941101
- L 539.653521 757.594355
- L 541.206113 757.918102
- L 542.758706 757.960012
- L 544.311298 757.675495
- L 545.863891 757.769896
- L 547.416483 757.769692
- L 548.969076 757.972787
- L 550.521668 757.996485
- L 552.07426 757.079007
- L 553.626853 758.032938
- L 555.179445 758.02023
- L 556.732038 757.836479
- L 558.28463 757.87398
- L 559.837223 758.046135
- L 561.389815 757.530672
- L 562.942408 757.290496
- L 564.495 758.043299
- " style="fill:none;stroke:#008000;stroke-linecap:round;"/>
- </g>
- </g>
- <g id="axes_161">
- <g clip-path="url(#pf96e04eb30)">
- <image height="27.6" id="imaged59c6886b4" transform="scale(1 -1)translate(0 -27.6)" width="33.12" x="20.445" xlink:href="data:image/png;base64,
- iVBORw0KGgoAAAANSUhEUgAAAIoAAABzCAYAAABHGpq1AAAABHNCSVQICAgIfAhkiAAAIABJREFUeJztnX9oXfmV2D93Y12/SELvKUE/kIL1DGPLOK2fYWdG2UkahWZHw26IQslWpR2qwE5XhQ5o6ZpqIaaGGtxSg5cimEBVprAKmxJtZyEamiXKBqqhCZFnoH7eZLA0C35PrI303KyfhOU8PSV5/eOcc8/3yuPJs8eekWffAfvd+9X98b3f7/me3+d8o0Zjr0ELWvBr4Dc+7A604MmAFqK0oCloIUoLmoIWorSgKWghSguaghaitKApaCFKC5qCFqK0oCloIUoLmoIWorSgKTj0YXfgIMCrOgxVoKZtnwG+yB0g8yH16mBBi6K0oCn4iFCU88FxiTHm2dWzYf1ndKEKbOlxVn93gSFtPxw86Q6ddPKLx9PlJwyiJ817/BPF7X/Aa8C3gRyOBt8DNoATOBqcQFAlp+c5XuNLlHCEqQZ/De/KAF+8L6L8rv4uA/1AAYAZFrmmLXMfIST70BFlhkNcQYb7tLa9AEwCT/Fn2nIemcphZpgH4CLjwCYynUN6XRVY1WOb+iGGWKDMq3qe4VVepIygFPqE8CkAL3MJyPEqL/HSPRP+b/RdAGW9M6/nWT3OYMgDReArv24oDjQ8VkT5CYf4I2BFz7fvQNwpq21Y204jSFJC2g1eAC4ypmdlnHLYmt8Cfkz6aRlovA43gR5tio/QR5kX9HSeCQAusJCwp6w+JYMLsy8yqe8d4c+4CPqWp3kVQbGcPudltrT/6P15YJZLCCKDI9U37jdUBx5awmwLmoLHSlGiyiHIwZFYztfrEMeyFvN6zQqTTDPPCmlaMQzM34mk4SZw/BTQh7MUuVvAaFEG6m/AO8Elx6AQNygmjKUm16Uo0QhQ4Ad8LqEoX2IKYRlZXAb6Gq/yVVZxtlVF6I7RjAywynjwHnvnrvb/W/cdr4MMjx9ReoKGd5ARPUYy30cimSaABcb1aAV+WoH/qac7wL8CjvfifL8fmQCbWoAy3L4qiNWmTceA6Pl9PdslbTUZQZAmlFzs2JgSwASXOMMmcE1bNvc9qcxI0K+wbznSiH4COMeTAo8NUUY5xBu3SROAKnAXqAMd2tYOjbuRTOwtbXsHmWxbpnvAM8BTOCmKjiOT2IdPyBZwBerbjihRFzIpJqVc0euyTLEI2sWLXNB2e+kGThVOaFsGkUbK7/LFteC3Sgp96kpKyeNUbAtB0AxPAsI8NjvKMFDqlmGwoa/s4VTlGWlr3Ipk3G8CN/TCDoQSDeh5DzCo59FxbbRJA2dafUyxxVw8gU9mlXQv+hHU6GeOSwBc4gyu+wjFOseLich6kVf03mLwHHtnDtG0DFFKgqh1QFkubUCjDpFRK7vv28AoTwK0hNkWNAWPjaL0I8R+A7dsVHqQhbRDmq38CCEAJs+cBp4Gum1JggugJrhuQGMdIigo9bhaB+owt/fn/vwYyK5BpzWM4PKCwBleRdhCLugYzDGm7y0mbcOUqeLMqADMJmp8ADEQ9+pJHmdjIYsCMRJ+XY//473POSDw2BClBvw3lX5OqfJyPILSaagP4LLLdxHZpA2RQdDfNuB2Xc73gPY6dOZICYg7QGeNompH0c2GXqv3gLCxGFwg7UdYVg0zsYlR7RVci4LDfBURes2GI89YawBVqGjTRgRjLCU2mWVGIK7pPbXkvnFWyAALascRMdhYkSPtQYXHhijXQCZyD67qoMaRDnmvy6ScxB0wRkDseEfP7+rvwDr0BipnB3C7kgjBjb1Invc2Tp16e5H1b5PyX/W3QNoWu4ogikzaWS7gE+iGv64ItjugS5F/CFhiknG1GI+ywmFgiWForMlFUReLjDDCCtMsADDLJOJZ2sKR+OscVKrSklFa0BQ8NvV4RH04IZiUIaswWM3X1+EtXDzoQewfBjf1Nws8q2Tnel0oick9IDJNo64syeSDUaAYrO4YbtRhsAv3v+RxaSobtOUY53wiFfUj7obQibjMhJ65RjPOIosMQ13fGcf0sUsOtxmBea/g5USrygBf4yDCI2c9l/SRfcjArt/2v2W65XeJLFzflpNB/eNzuEV1T/+piEK7/obGuw69pgfoPKKNOeCqszAgkRMiQ5wMDG4giGCYWcLsHmMsg/51jik2/QnMcY4ZDWm4yKQ/jw3cF32YRaaAUYhzOhYrVOpQAaraNxOpQ5NcKEgfNHjkFOUHiihXEI5br/vfTqn5fvl65GaOIWRiB3DKYQY5O29DkCWHa0LX6zI3A0DvKX9J5apQGlvyg2ZwCwVGo21y0TTn2UAsw2OBEW5Zrw41nBqCVnltm+MCo5xN4ljyOOrYJ5YQFAjHojdO25gB5rmgT/hnHDR45IgyERCpFWTA6vqGRpSFG9sykWaFzSICaGcv4YqKKruJdbXRfZh03Anw/XWfMbNZxafgxlUx3Bn16QE6n8Uts4IYJXwiTf/pD3qQA75pE6v9OB7Jtet34EintNlTS/q7iivZ9qzt2/g3mzZ2Erp6xRJgCDPLhfQ38occFGgJsy1oCh6pjBI1DhGr2vgZRFDbAF9FV7ZlGe+QDim7CexV0uwiR7KSo7pYKb4cw6Ktv7Z1+Q2Nd70ZoSA7uEp9F+isMqGyRQ0xn63fIR0T2RkyI3lkVwzbdRI1fa1DnJihDLSKKLlGndYbUI2EXSXxNd1wpRvqbcDf+AvyvUJN3Ig/ymt8ju8Ez+4DFg9ApNz7RpRJfUQRMazZnNUQgW2JArxzVRpvIuS3HWcNOdzwaTSYHEdiKKsDLaqLbXczDi46qc9sxx2AINbQnorLNzvSmzCEqApumIPEQRl6YhI7cAy1ADFyQC6+1y9s1mdbKOBWmgXGmWSR4lG4qsJ7V+ws6tt63df5HGsNf0a9LtcNcyhhSNPwLhF394cRnZ+V94ls70NG+R6Q4RW+CIjgZ9Fd6PEco3DjDTGAgYzKDrIibRTbkEnN4YjS/SwjgZUUPLbNJmiJUWi8Ic/s7vKrblQEAcw73QZERzDFdJIFNhCbaxhTYhLQfmSpAts6QkcioZK7eBB2BqEmV+9ow139xh6XY8pMMMYCW8FnW5DEKhKnB1CvSH9j1Q7rdTnvjZw6WaDCAmNMsQTa5xcQKmYLdRmZoTXtexzJNQ9Lnd4HRVkBRniZaQBeTtzySh7W1mXQ2nELaxWZwFu4ueI07maJRc01JFlJVNAcE8yywBQ+lTWITkF3zW0kf6WC8hDw2a7gBVU8LFEmOgssa99nmKUGzDJKn+o6bnyHnK5wm6zDuMhpPudeRYqKqfZbsK6UqBAvJKqwTeQJ4DwzFLhIPTAhxN3O/mqx251M85plAvgeWbaS/qwyiXmwx3T87b5aQOEE/pSHsdW0hNkWNAUPxXomOZT4X403b6DW1isqZH4LWd3P6T+Q5dSGrDhjDadjnGjaOs6RVodtDW8JuwEhXG3IsjFh+WZw+6AJFqM4oYdpFjCX3UWNR5GzMh7UBCMsk9E328q1mLUwFLIfYWr74+LsC9BxMteiEdIlskyzxQpwOVDDT0Vu8elHgsEPs5CYGI5EUOYwQ+wmIVDyvIKOofDvSRbvibE7AVxkGpgJ3tAcPBDrMWPa97QDo7hRSuwJNZdH3kJYziBujn8OMaZ1dpH25gJUoaHW2ghkWENJICNvNsH3bX1WFReMBlBvcYxPU5HQAzzLFOeY4zyXgt6H7n+ZyhXGGGJJZJRgInvVsWlttVgQ5bReckLfAcNMcsZGhU198pIZ8evbzMYFpikmWtQKBdyzbWMwIkKvspCajtkwzo6kzcyBhdQX2eh6QkkYNvGYEMWkc/PFvr6WvF01EnzJDCArPYuv+Buoyb4GtxUpuqvIMOcgMuSxtbcZnOfkZQMqj5QQitKGW7tMPqAO7RXvR74C0b8EYJo5ZpMV5XKLrOMwEq7MeoPEAw7yrlynDPqGfq9F1EoopdwHJaaYYz6hDfKNE4F3WpC5xiyjJBG49cq+WJ0KHHudWuRGy6rG3xQZx9Ezi4vZoqjPMSnjnCyYAm6dtElqHh4IUQz/5hglurEMHR5hv8wQ3Kmkqcc7yCCbMHsLDR+oO5s4WYdeXwkOIYE3UTDj351HkGQAH1hTv2+SHotBgG8CMLvzTdWSXsCJ/CYeJm39yIkluROGlR3VkOnoR0ILBIp4EDbJM5eBw4qIuxrJv8AYbnEJLbB6HMdA3dX9GNXYSJC1jiDpiFuUmOOCPjdDWhgoBe84jSfXmuWmnyDg4z2hJcy2oCl4IIpynh/oUZXGoEa/17fTF9lq6EHkiDB84DkEge8G1+UA+tQ1b6vUVl1/cJFaOWINri6sySqLT0F3SdribWkLnbD2nltBW3cNUnYaE6Q9sXScJRaZAIqsJmJjPxMsa4ikyjeVutzeo6yuW+SvVYbI6ncMs8Vqsv5Tijdh1iHUIM7IP33fiL1Hv6Mrgs0k6Cq4jxqpdJN6RQhKEvR1GXqvIDbzwMTQJEV5QDuKvGCMohi8ElMRMhGhJwzkO27ibMYm62RwHMeMssQGMKZRYksMk06gyiAkPYhhiXIQm6lMESq7LQi6Rxph3w1xUjqBx+NOqBErk1wTal81FnTC+zT4cbMnEtaaPNf7nE+1GNkPXZFmWXkXNhRcFdpyRBQu4IgGoq3tkmI1JuvY2FeBN+vw/BsQ/3sALvESZ5o0wD0AonwHG9hVYJxlydiPVTO5VU9PSDse+2rCYE7b41PQoyb4ej2R+reSm5V6JFqQYWCYQGUZfFWSFWJm+QHSfD6EHSRwqacSBD8XEEQps5Dw7zDx3IRe075KbKosMhw1GD4Ki0FIUkHjY9M0xJDOrtsgTU30mjuXfRHl1ih2DzPKarJE5pkJ+hH6uk390+d1l6BnPRxU+VMdXonPJ1/TLDRtR/k/HOJzWl2gwIsJ4Zu/raheJu1zscCjkM0cA3qP650q6d/Zhs7jjCVCmJmoR/AVYqsntEQUJQq/ipNX04L2cLBcIltZN9DIfNKCd/Q8Xh3B3jmEk/SwbdX7n6CEhVcLhZhghYUksasaXEtwfI00RckA3xF2BoL0ncdJI60hBe/y2x/0VRHRtMs2BGkGjzCl15j1thnfUUuYbUFT0DTrKQJbvAj4GsgAdKtw2eHxoYDEroKGIBoRDv36phJuA7VUDl4emAqETRM1t3B6ssiw/CEMBupBI+BMnQYq22kVPca913ltS9JT90ONaRaCvB1zJRqlAWN7U4nxzkXFMQ1tWEEci6ciKKp/KZ2uGub6vAC9W/uuyTHNHIDagMycZmzLZiMMvdogur2Vzn4dgCNAOcnxXmU6oOTvBU0jSmiaMnuC8EuN8Yr7SbnLIvmACRaSz5nTLP8CSwlT2YoPk6Uslk5lUbUobdHox7m5T+cwdG9A27bLIfERvcu0CaB3GZ6quxzcgcafdDGmiKumPC5yjpClzDCvE6ODWVf3RPwsnkPcx5gKwOhzDKFtjrbvAHclbaUQzwJQZIxxllKyjJjqnBGJFigIYGN4iYvUgLNMYZrXOVY5jKSYWCjn9+8gWqfhTQ/QDmXGSDS+yjazvUOMU/61XuUH8vVYmGMZmADOcIkZNVNfQV3/yeooMM5cytdgcvkGQfxoXYrrhNzb9AwbwAVmgCwznE0VrMkB88lgwgXmkjoFNj7zjJIu0zPMNPP36DxmMptLVHQzgKvcAHBbqWb3KcxoNa2e59D3E74NPHIf3Oy+wgQT6ncK5c2whlwepx0hzdkElilAXRSCyVimcAM3zlduINTWxnkQugbl/Su2ahTxx+PGr0WUlozSgqbggShKVimKsQBxYomaOKK2kNAJtUraJ1xFfRZ7ErkF7tcNNev+fb/LjAJDTDAfpGRmmGKeOaYI19ukrlK3fEga57Bm6G3gUoEZ8PPISlxJVRaQgl0TzLFgbKaxJnlBfA3jZRc4m1AxA1PYw9JfRhmsX3nuraCSQZjCZZuRHTje6VYTgHnGmGRJv0v6O84yJzCqrjRprZ62ozwHhd4GG0BFbYO8CZyGzw+SSC33s6s8kMHNIr22q7DeBhFFV00133ddwweyGi64HoT2ZYBMpOGFepuFO0E6XlXc+YVUyyZQ0AnPYIJtKejhLvOMUggEyz4gywLbNjhtUo5jM8Umh4AVTXq3HKERoKr+GYUoxiNrpbeWQRxOeA5YShAapljAJDhDnsPaN/MwGYwA13S8tm/B2l0ohCm49Gtah9Wlkh65eqAotafpLDY/vTFFRonqy2kPPFAaTLO/d4MHQpRGJNgWdRxyy1+oyMQkcSZm+TgV+WoI/cEmCpYJ/bWyQvpY1phb+aIVdaGHsoBpXsMssaqTWWA5oWphkEGCJEj/3Opqb64Jv67iQdvdVVxGCUMi8kCNGV5Onr8RXOECdw5D4jlGgD5mWEyoWA04wwzjKpwa7OJIcRVgR8ZsIfF453DHX0afPw3kmOS8333sqhsfAcgzyrLYlEraFMs/M/29FzxU4NIIhzyp6XrSD9jxONFR/Xso1BVxnSK/75nFpKQViGa0SjFZzRkEI2sUVGIPWZpN0rpGzFvMKWgcajt0ab9Mw5FEcmM16mm9E2RodZoq5dTD0b/AFKa9pFmKRM1PEyKKLIcaMMSUUsQqVtlgExNhR1V7sjGqXAc6pCKZLaxFzpGyRoOq8NN4ehpw+/vpWnYnYbizwdpPcYrSjhgdT8KXI3v+u7OeljDbgqbgoSjKBQ6xjBBAyy0+0p32ZIALcCU9twiTkJjbdXlMaMWvqps/COjsZZjNMB4uCTUydlbCmcn+VFZ730qqGJ88raCsbjUlzBrNssgxGGMxqSW5GlwFTnPsV+rMyn0znOUi00wxm4yF9dm+we4tA2/YjNwE2uHZbom4E/iM9qBE2lxvBdq1Z1c0k9I69Bz0xQ1Rm8MSaANCgS3j8X4U5aGi8E8j0nmZIUa7pbPXgCKT7E+0nmAxEWPMDllMKtTDlMZ2pkEcb8moVoF8hdXeYQo6EIZwW8CKlRkF9Y1kKMRCX00SKScofA1HEiH5Vgd/nGVlGyDW0PP32FtsMu0rFxkntBlPKDJd4EwiuNYQe0vohxYNR+JcR3XCQ/cgkORbr9AXvHGLdJiA3blPJXhqXeQTzZ/qixpUGvpMKwyQFZYc3n0/eOi8nhEOscIQI/qRwptDejLEOVVV7bPmAyORWDdBcNly7Yx5Kh2yigdbaMG/LowKjLCqieBZWNPrzOp6F8kCB+AzIsQpLGslxkmWVXuAS5xNVnho2DIks79l8WgO6+l+g1iRUYaUQplxzY0ITgNWgeVGJIvBAs17u4B8IsTL92n5DHNBJC6KEabVCmu0byGptm1fcIWsouu2li1Dg+hsvLpU2fjX2nT+UVIUsCjNsuaUgEzgNUKmYkLefOJFLXlNk1SsYpF0xUXVaY6aqrohvqM727AnSLHSbWnlOTi27beZ3WBPRiPKLhN3ygR7r2qsAqOcBTzSPh/0oKR9X0wsDGA0ZYa55CtLmLV0SJ9VlrIoVS/f9cYx+HwEy1p8GYLaClv43N7ahp6rrLQHFPIuaQ/5rToMVKCzrFWbYJp5zfcJq1MWgCuJSSP5sA4SV4kllmW4P4IYtITZFjQFD01Rljinid8mAK6QCo2MM1xkhktcJGUU60Gddya5lIBVuLPmK2sHGKxDTxBLYYnnSczLhhjIdvAUkZukY1OARi6CIRg6bktLGEqJtOwRliKW7zMFP4yBAahqER2hKePMpVhu3VJI7uLOyh1Y7ogg6mJWjYhDFDkcNdglcu/3fsnYvtu85CAUoQOtcimmglnzZzXWg4JBUGDXn2kFFYN0236g2IjUe/5T3gveR0rpObWFmPxfAk5AbFYACbA5w3jyQdS3kzSFkKtz+2qQaoGHDrQHj4rtX1fwrF6ijk0aZvo11rOHG5ragTKU2+SawlGpi1/DLc2ZCFYYZpjVpFfDmgCWwx11EnlvepdIXouMEcaeHo9h7RiCKIpfDYyVeFTaBlC/E/QTPPAqBPvuoNK3yBgbDKn8UU4VCbIvKMvyDHlpLGNh1TeLe5GcPx8WPXx3eF/VDCTrzATFKum9tvqAFbhzNYiPRcqAUoFcxT/AcrRMYMvrtYY4O6gBzDxDQHyCYUXAaEBmvFGK0vEpBnWSPhSPZhlhS+yrgWuhj9UURbHojhqaigI4kuS9H2zpt4oU9AKQ6YaNbtg0FKsjpdYblaRvu0REHQ1BqLDkGDiyWBxNmFt0V//V65RjTy2hviaUNWuC/WW223HCfTd4ph1/Ooa7daSG63vD+yx78SfAJ/XYqMSIn9evphEgBCOvZSRS/53gupvA7+AUZQuIPbZWIEsOqYJUNWprgdR38RVo77L3NbZZiUZIRYzU1xyZB4VijesIL6rPR8D0C7PvkoQKGAoJ0qmlWY050U4jqeTQ2FLsrEOjI0pRkKitIdTRxmELr9RkXbAxGUKDy/WtluOkzxvqboi9xDQcy6IM7Evj7DJzGj7XCoVswaOCR1BxSYXZxutJVNs9YOTPBNIsvoJtt42UCohUJrLg5za9Jg5lm83Ewpu39xzDV024YUHI+28C7Zfl/G7QVrI+CulePC4yyxArYqtJQQkjUQucY5Lz+xV7OQpWb+PNyL8NhJhZVUuVUxoDkfTJ+nILt+4Z67Gk/HbgpDowO2MpAdILZsjMAethwaIyEn+Vg3/3h/6oZqgJPBJE+Qv5iT4LDDGmTi+ApXgI2tedlBobyuMTZ4V1cvhg7CFk80d6/hwygHsVJ8GDV1mOs8AJxk1Y7j0OvaapGKhn2MzWJXygA60E2BfBvxFEoJrpzBiLpaACrDLPnyb1+IdAE8fc1tloi/z73tLGN/HMhby2WXqsWvN+/hPBlQ7gkyavWoWpuzjSdVrfssm3vwAMd0NRHaRrIPlUvwMXk0S+HwN/TDPwCKtC1hil856KRcW1CP5KG4p4oRvTqs2g9A5pKtOGr4YhPbbkLvTvg4gEb/JIFAOjTLKU7B2YVEFYq3gfrIZcT/As8DKmoKXRR5lkIaGRc7yC13JQbe/Ouhv5AI7HTLLLPFkxEIZwE/gfevxd4C34+a/g45/StmMyBhs/kdMr+rkF4Ii5j19CFk4Op7jxs9wbFdNPWIJnkouUkZ2Bvpgk1DeHJNCSUVrQJDzCqpAZlrVWGQRbAYQ7e93A/WfGQmLS2gp4HbRQC8qSLmdeRShKUkoDKNQhEoFoXPtRA5boSxuejKLYszRCnQ4Cg1U/UGaeMdLJXRoLYjt/hCmzAG115o8Oi50nbN/vXr4L278SivHxkOW2u3mvR4fnyCeA3w7Gaw/VejRVJqlutyEqOAibbrsKkZgv5rnGOIt8HVh5iILHj7R86P9iIalxP0VZJIejR1zoMjWvA/eqGakPixTbb1j7zYxop4M2K3Nhz6gDz1xmPtpfZa2atq2YTGTmkc5ePPbfZrKkz7zsSGb2jFAQDuUbe7bd/nbwNyvJbtAOXVZn2SpSPS3f83H9/tPX4WOdwG/t+8Yd/fZjVt9fEbhS97Ez2eeWsr+B13ndEHcwz4PCI0WUL/ELKfIH9B+3Ic84L72JCHFv4lSgitvPw4RqSAb2538nh12hnGrXhEKdWXCpQ5ulZW7LgOWDjnYgsk2nrcgw6rQWtF1LU7ZwokNqBG7f6OwVu0xIaayvIYL1IMLlM7i89jRiv9TItI/ZlnmjpKtcmhk/soKGGn7du+IFhEBcJe0yH9Ge2HIan/7Aq0LeB3RlnecVjSsdkR24wK2wpumAs4LQn3FXhDwb06o+tmuPhBJtb2p4o2X+oc+pk3YH5LTdarr11NUNMIrPtvlQ98fF1yR2tnt/0GUI+9tq9yKWUVJjsyALJY8YFvPadjyGt+t+btmMz5D2/h4DBrsYVbvDYYL9yzTkU+Joq9AtA/ZlYPEhkQRawmwLmoRHTlFeOyra9lcZJ8vLQCbtZ9hDVtaN4CYVXn+pRX1vaFOoCXcg//1MzRdvA//I6tjm9cJQQLWbE3uJXhSbsd2EHYAslzjDmSRwWfbcsdoGJlya8T6HrViADYZZYE05XRzD7l4k7w3r2eXxYGYQKnMSkZPCQO5jlbSZ4CTwha5UwaKoreFGSgWr4GFfN6YRdeYNer9l0h/fBtn1NobjhmyG1FCr5H9CNr2+Sdr/swe/3HXcsWiBIBCLIeDIp3BEeBsZ9N/GhcEC927XQh6vvCYww1wqzMCcf/NBIbwxDeEMxSIztYHjwC7wRjBpcS/sVjRyLUyWMa0t9AJbGdU47OsG/DCwvxwDep/nsEbo1yu4lhhqckXSG2INwPFumNLTZgvm3A8e256C2bjBdkM2Z0wJp0YF9mkhHwM6VAsNxxJkoo78BjIIhhT/HMcgazPNKQa6BTEm1TBm9iqLON0X6EAVvAwWHqtnecng1VE2cYW5BKlNIE6AGuvcU5xM7NvBd1uBmSoueLet+fU2EL0SA2zybrlXb1MPNcD2MmLlDT3nbeLFfr8IYvDYEGWLXxBp4eKE9YBXYgrVSw2q+aQiVNuu4xNA1yf23Qsiix7Vojy3L0vbTdzPM+hxHxaYBGEhCcffXbxghImmJ4Jrw/TUZe7NCoy7nfuJxt0vYRQJpeiHt9fDXXGTevkpL3ddO2rUtgeigVXiCHYTJjICDHGBs0lhkNdNLg9DFvJQfIS7crSE2RY0BY+NogA0ov8H/JEz9DaEfZglFDwibQ+2lZ4vIwvtHx+V82vXZZH9ZhGv959HylCY0Q1cDd0jCaNcGhwD8kxpIRqLKIFwF0APeAz/Zmxmf7plqBBXEbHYt1yZAK5pn8yWs55W3e27zacVBmiFkX3KsuodqOccLKvxLJtMarbi8aNQO+qZkgB/sL923fuEx4ooCeNe1FObxLCU55vw19eFfRtXMY/pzzVd9Ud66+DfQv+betEA+8vXe/5zGAo5uAmcSARSS0LzrB7BOTs3YXVDex9uPlnVa8PqAqYJzSZSxI9lv8MybnB7h0B1Uwgj14wN1/Vh1vdnpODgAdvVAAAHJUlEQVSzSFuGiltYOot907D1K5Z/AE8/4s2gHjOiAPx3GJWq0XwfUW3+hkRA+ItfycYgb5OWU38LZ+lFvGZfv+2gVSYdRgmiSlrSU2pFDSWTbVQjlEfsOAOawysJWxlIlRw0dbkfT7ew/LyE7lyvO5W0G99GEOU5XJUzBKmTtuCeJPAKf54yE8Fbg/cEfU3XnH3wLVaagQ8AUYBBpa1fa4M/hh//nedPv4XXLLZQjST8RM93SC9GQMamuq9tBw3oIaiYPso5ztwT/rDP/so1ZCpmlJybVjQEzGpe0mSQORjWN3iRC96Zm/jOHyf1IvMDVYPjNpwlG4XdQ5Dk02aa/3HQ4zwAwxR13+ipoBdbPO6NKlvCbAuagg+Gohh8oQt6tsmR9uMNcG9UQYnUzq90ID4z+Q/1jJJ29uX14qeB6J8CzkJCX/Jp0vLINURF1kRW0L95AvkVwP2XOeDlJPvRpJlAxDWh2riBOQPDkMweiHoaNHoi/4ZbwO/hqbRAFDdoZCPokFTc1Uiivl7VOnQAL38Am1N+sIjCz+BftHHiJlT/r7T8JWqc5N6UFuMeTyE+tI/9E1yQuaE3PIWT8DziQOt+Nrl7Vnc/Nw5fw2tXmpwxq1uWTLOQyEUbCNspAsMqjWeC+x2qQClJNF8+GQmmh2zGkq9yENl+Klvy4VFHA74iTY24T+pmBYa6RvdhaBB4isWB+SAbUD4KeHwm/PeCf9vGX/8XOfwWIptYLA6IVf55oN9m0kIhT+Krz0z1oYX3GHC6C9mJPNRLakxqzm8Gq/xoxW3smlFmmE1ssxvBE0y+2W74xk5WJqJEupRrDli2shRWa3cZuAVRqeFC9kDwXSqAdfXC1r7KDKOsshxkJl5i7pFZWx8EPmCKovCf4R+KzMjorzw53ATW3wU++QlcGDQtguAii3YzxxpofIkZ6w3Ek2Nyr3ADoQtW5WCZKWaYTUWd1pD6c8cjD60mureKlFGmsLDflNauX9U5X/4CrFvGptpIGneF8kQdjeSbtusw2tlIPqeKbZCZAb4BPDqT/INCS5htQVPw4VCUeA9++ZsAjEZXeQtPjQUlHpZQDbojBvdm/+URihI9r40n8LI4Jrj0M82LQfnNGaYCWQQk0dxCl0wu6gOWIo2kT8IAXmCGRTJ4nbVloBJsR9vonmCGBVZxLlkFNj4N9WBLmKja0JovEq8EHjNvVE1Elz/hIMCHI6Ok4PfhxDfTSU4nSWsI5sEbQIQXEIvc0VjkgCQg+gWM1VxQe8hZJgiliClWUoWs7PELjEH9+66ODeBGM+vHUQu2NXus1IhZuyPVt0GsGVcQIditwVbUz5lbH2XyiEFvVncteYUXPxAN5mHgACAKwGfhP1x2CnILz7sFsV6exAVa8LBCz3nS0uMWamSSRBUx3Nu5WOrGWUxum2cCGn8uVkAzp59EgksqlZQ3ly3tj3lpO3sZYzORY4aRzJ88BJtclvDaTUYvckyywjyv8bd8FYBPHVAkgZaM0oIm4cORUe6BH8LvtUl0PshyDL3CbyKRcT0463m3kh7dZow/Qbpob450FbUsi8zwKhe1rV+KyRxbI0IJ7I6UYc/0+j5LgBjIIMipGUnJFcvyNGa5ELyzhrDFKs4G+1TF/sqBpiQGB4T17IPLbek8n78Evgs/vwMfN+13HEGaAlokD8TmWiIsWGOIMqHiq01VqOaaS60IXNW43SQMwOw1yPGpTt/oxZ5e2vc2Q03r6hle5QIvpcqZiz3n4COIwQGhKPvg2T1gEP53sMl1D3w8ximJyQh7kJ5yqzAZGu1zibm+CqzdJlWM71q3hxqcUqH0qhnzOkgleZnF1hDlGmmDWwaSrTPNeLfISwmCPMqosw8SDiZF2Q/faPOsuxBRTEU+berradJRxwZhqFGOLMXURlJW2avegCN6vB7sJ5SKnxmUAsfh1tpht8BVXAtVLAGbTyiCGLSE2RY0BU8GRTH4YZsb3W7hOT2DZkextawVI8FTQ8J9kDutsLExkCp9rCZsA5xSXA0pikagdXUHZn3u3UqmgMg7q084FQnhYMoo94PPhh7AT4o7vh2ctQQMYE8R5QaCLCbTGG6kUruG2EwCgYSpTHFWZAyr+AxiQ9kDuuGyCb1hCgpQaYO1GBrxRwdJ4ElDlBT8DI7ub/t9ksQLKzOa09iOvF7S3aUnfaRTDAGyvKLVrDdQSScs3dkBf9ArindJhd4aQPf+7WY+WkgCTxrreQB4RdfAClqD/56tD/pIa0vwWhAyaUlhGVyrmcRrLZW0zRLKTHx+0oXW+0FLmG1BU/CRpSjvDV9H6EBezy0239RrcdDV8OQIELrTj/hywki4MNi6/BGlKH9PEQXg28FxgbQe04L98PcYUVrwINCSUVrQFLQQpQVNQQtRWtAUtBClBU1BC1Fa0BS0EKUFTUELUVrQFLQQpQVNwf8HyGGsUBCSwzwAAAAASUVORK5CYII=" y="-772.65282"/>
- </g>
- <g id="LineCollection_97">
- <path clip-path="url(#pf96e04eb30)" d="M 35.427873 774.827339
- L 36.033242 774.827339
- L 36.335926 775.130023
- L 40.270822 775.130023
- L 40.422164 775.281365
- L 40.422164 775.584049
- L 41.481559 776.643444
- L 41.784244 776.643444
- L 42.086928 776.946129
- L 42.389612 776.946129
- L 42.692297 777.248813
- L 42.994981 777.248813
- L 43.600349 777.854182
- L 43.903034 777.854182
- L 44.508402 778.45955
- L 45.113771 778.45955
- L 45.416455 778.762235
- L 45.71914 778.762235
- L 46.021824 779.064919
- L 46.324508 779.064919
- L 46.929877 779.670287
- L 47.232561 779.670287
- L 47.83793 780.275656
- L 48.140614 780.275656
- L 48.897325 781.032367
- L 48.897325 781.335051
- L 49.502693 781.94042
- L 49.502693 782.243104
- L 50.713431 783.453841
- L 50.713431 783.756526
- L 51.016115 784.05921
- L 51.016115 784.361894
- L 51.318799 784.664579
- L 51.318799 784.967263
- L 51.621484 785.269947
- L 51.621484 785.875316
- L 51.924168 786.178
- L 51.924168 787.994106
- L 51.621484 788.29679
- L 51.621484 788.599475
- L 51.318799 788.902159
- L 51.318799 789.204843
- L 51.016115 789.507527
- L 51.016115 790.41558
- L 50.713431 790.718265
- L 50.713431 791.323633
- L 49.95672 792.080344
- L 49.654036 792.080344
- L 49.351351 792.383028
- L 49.048667 792.080344
- L 46.627193 792.080344
- L 46.324508 792.383028
- L 45.71914 792.383028
- L 45.416455 792.685713
- L 45.113771 792.685713
- L 44.35706 793.442423
- L 44.35706 794.047792
- L 44.054376 794.350476
- L 44.054376 794.653161
- L 43.751692 794.955845
- L 43.751692 795.258529
- L 43.600349 795.409871
- L 43.297665 795.409871
- L 42.994981 795.712556
- L 42.692297 795.712556
- L 41.784244 796.620609
- L 41.481559 796.620609
- L 41.178875 796.923293
- L 39.362769 796.923293
- L 38.757401 796.317924
- L 38.152032 796.317924
- L 37.698006 796.771951
- L 37.698006 797.377319
- L 37.546663 797.528662
- L 36.033242 797.528662
- L 35.730558 797.225977
- L 32.40103 797.225977
- L 32.098346 796.923293
- L 31.190293 796.923293
- L 30.887609 796.620609
- L 28.16345 796.620609
- L 27.860766 796.317924
- L 26.04466 796.317924
- L 25.893318 796.166582
- L 25.893318 795.561214
- L 25.590633 795.258529
- L 25.590633 793.745108
- L 25.287949 793.442423
- L 25.287949 792.837055
- L 24.833922 792.383028
- L 24.531238 792.383028
- L 24.228554 792.080344
- L 23.92587 792.080344
- L 23.774527 791.929002
- L 23.774527 791.626318
- L 23.169159 791.020949
- L 23.169159 789.810212
- L 22.866474 789.507527
- L 22.866474 788.599475
- L 23.169159 788.29679
- L 23.169159 787.691422
- L 23.471843 787.388737
- L 23.471843 786.480684
- L 23.774527 786.178
- L 23.774527 785.572631
- L 24.077212 785.269947
- L 24.077212 784.967263
- L 24.379896 784.664579
- L 24.379896 784.361894
- L 24.68258 784.05921
- L 24.68258 783.756526
- L 24.985265 783.453841
- L 24.985265 783.151157
- L 25.287949 782.848473
- L 25.287949 782.243104
- L 25.590633 781.94042
- L 25.590633 781.637735
- L 25.893318 781.335051
- L 25.893318 781.032367
- L 26.80137 780.124314
- L 26.80137 779.82163
- L 27.406739 779.216261
- L 27.406739 778.913577
- L 28.768818 777.551497
- L 29.071503 777.551497
- L 29.676871 776.946129
- L 29.979556 776.946129
- L 30.28224 776.643444
- L 30.584924 776.643444
- L 30.887609 776.34076
- L 31.190293 776.34076
- L 31.492977 776.038076
- L 32.40103 776.038076
- L 32.703714 775.735391
- L 33.309083 775.735391
- L 33.611767 775.432707
- L 34.822505 775.432707
- L 35.427873 774.827339
- L 35.427873 774.827339
- " style="fill:none;stroke:#000000;stroke-width:0.5;"/>
- </g>
- <g id="text_257">
- <!-- C33: Tot. var. expl. 1.4% -->
- <g style="fill:#008000;" transform="translate(20.445 767.069486)scale(0.07 -0.07)">
- <use xlink:href="#DejaVuSans-43"/>
- <use x="69.824219" xlink:href="#DejaVuSans-33"/>
- <use x="133.447266" xlink:href="#DejaVuSans-33"/>
- <use x="197.070312" xlink:href="#DejaVuSans-3a"/>
- <use x="230.761719" xlink:href="#DejaVuSans-20"/>
- <use x="262.548828" xlink:href="#DejaVuSans-54"/>
- <use x="323.367188" xlink:href="#DejaVuSans-6f"/>
- <use x="384.548828" xlink:href="#DejaVuSans-74"/>
- <use x="423.757812" xlink:href="#DejaVuSans-2e"/>
- <use x="455.544922" xlink:href="#DejaVuSans-20"/>
- <use x="487.332031" xlink:href="#DejaVuSans-76"/>
- <use x="546.511719" xlink:href="#DejaVuSans-61"/>
- <use x="607.791016" xlink:href="#DejaVuSans-72"/>
- <use x="648.763672" xlink:href="#DejaVuSans-2e"/>
- <use x="680.550781" xlink:href="#DejaVuSans-20"/>
- <use x="712.337891" xlink:href="#DejaVuSans-65"/>
- <use x="773.845703" xlink:href="#DejaVuSans-78"/>
- <use x="833.025391" xlink:href="#DejaVuSans-70"/>
- <use x="896.501953" xlink:href="#DejaVuSans-6c"/>
- <use x="924.285156" xlink:href="#DejaVuSans-2e"/>
- <use x="956.072266" xlink:href="#DejaVuSans-20"/>
- <use x="987.859375" xlink:href="#DejaVuSans-31"/>
- <use x="1051.482422" xlink:href="#DejaVuSans-2e"/>
- <use x="1083.269531" xlink:href="#DejaVuSans-34"/>
- <use x="1146.892578" xlink:href="#DejaVuSans-25"/>
- </g>
- </g>
- </g>
- <g id="axes_162">
- <g clip-path="url(#pdc719fecca)">
- <image height="33.12" id="image74682487e2" transform="scale(1 -1)translate(0 -33.12)" width="33.12" x="63.702684" xlink:href="data:image/png;base64,
- 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" y="-769.856979"/>
- </g>
- <g id="LineCollection_98">
- <path clip-path="url(#pdc719fecca)" d="M 76.210863 772.522281
- L 78.023643 772.522281
- L 78.386199 772.884837
- L 78.748755 772.522281
- L 79.111311 772.522281
- L 79.473867 772.884837
- L 79.836423 772.884837
- L 80.198979 773.247393
- L 83.099426 773.247393
- L 83.461982 773.609949
- L 83.824538 773.609949
- L 84.187094 773.972505
- L 84.54965 773.972505
- L 84.912206 774.335061
- L 85.274762 774.335061
- L 85.637317 774.697617
- L 85.999873 774.697617
- L 86.362429 775.060173
- L 86.724985 775.060173
- L 88.537765 776.872952
- L 88.900321 776.872952
- L 91.256934 779.229566
- L 91.256934 779.592122
- L 91.982046 780.317234
- L 91.982046 780.67979
- L 92.707158 781.404901
- L 92.707158 782.130013
- L 93.069714 782.492569
- L 93.069714 785.030461
- L 93.43227 785.393017
- L 93.43227 785.755573
- L 93.794826 786.118128
- L 93.794826 789.743688
- L 93.43227 790.106244
- L 93.43227 790.4688
- L 93.069714 790.831356
- L 93.069714 791.556467
- L 92.707158 791.919023
- L 92.707158 792.281579
- L 92.344602 792.644135
- L 92.344602 793.006691
- L 91.61949 793.731803
- L 91.61949 794.456915
- L 91.256934 794.819471
- L 91.256934 795.907139
- L 90.894378 796.269694
- L 90.894378 796.63225
- L 90.350545 797.176084
- L 89.987989 797.176084
- L 89.806711 797.357362
- L 89.806711 798.082474
- L 89.625433 798.263752
- L 88.537765 798.263752
- L 88.175209 798.626308
- L 87.812653 798.626308
- L 87.450097 798.988864
- L 84.187094 798.988864
- L 83.824538 799.35142
- L 82.374314 799.35142
- L 82.011758 799.713976
- L 77.661087 799.713976
- L 77.298531 799.35142
- L 74.035528 799.35142
- L 73.310416 798.626308
- L 71.860192 798.626308
- L 71.13508 797.901196
- L 70.772524 797.901196
- L 68.778467 795.907139
- L 68.778467 794.819471
- L 68.415911 794.456915
- L 68.415911 792.644135
- L 67.328243 791.556467
- L 67.328243 791.193911
- L 66.965687 790.831356
- L 66.965687 790.106244
- L 66.603131 789.743688
- L 66.603131 785.755573
- L 66.965687 785.393017
- L 66.965687 784.305349
- L 67.328243 783.942793
- L 67.328243 782.130013
- L 67.690799 781.767457
- L 67.690799 781.404901
- L 68.415911 780.67979
- L 68.415911 780.317234
- L 69.141023 779.592122
- L 69.141023 779.229566
- L 69.503579 778.86701
- L 69.503579 778.504454
- L 70.047413 777.96062
- L 70.409968 777.96062
- L 74.035528 774.335061
- L 74.398084 774.335061
- L 74.76064 773.972505
- L 75.123196 773.972505
- L 75.667029 773.428671
- L 75.667029 773.066115
- L 76.210863 772.522281
- L 76.210863 772.522281
- " style="fill:none;stroke:#000000;stroke-width:0.5;"/>
- </g>
- </g>
- <g id="axes_163">
- <g clip-path="url(#p8708478202)">
- <image height="39.6" id="image58749d61d7" transform="scale(1 -1)translate(0 -39.6)" width="33.12" x="106.960368" xlink:href="data:image/png;base64,
- 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" y="-766.639982"/>
- </g>
- <g id="LineCollection_99">
- <path clip-path="url(#p8708478202)" d="M 123.094106 768.534166
- L 125.269442 768.534166
- L 125.631998 768.896722
- L 126.35711 768.896722
- L 126.719666 769.259278
- L 128.169889 769.259278
- L 128.532445 769.621834
- L 129.257557 769.621834
- L 129.620113 769.98439
- L 129.982669 769.98439
- L 132.339283 772.341003
- L 132.339283 772.703559
- L 133.064394 773.428671
- L 133.064394 773.791227
- L 133.789506 774.516339
- L 133.789506 774.878895
- L 134.152062 775.241451
- L 134.152062 775.604007
- L 134.514618 775.966562
- L 134.514618 776.691674
- L 134.877174 777.05423
- L 134.877174 777.779342
- L 135.23973 778.141898
- L 135.23973 778.86701
- L 135.602286 779.229566
- L 135.602286 779.954678
- L 135.964842 780.317234
- L 135.964842 781.042345
- L 136.327398 781.404901
- L 136.327398 782.492569
- L 136.689954 782.855125
- L 136.689954 783.942793
- L 137.05251 784.305349
- L 137.05251 790.4688
- L 136.689954 790.831356
- L 136.689954 791.919023
- L 136.327398 792.281579
- L 136.327398 793.006691
- L 135.964842 793.369247
- L 135.964842 794.094359
- L 135.602286 794.456915
- L 135.602286 794.819471
- L 134.877174 795.544583
- L 134.877174 795.907139
- L 134.514618 796.269694
- L 134.514618 796.63225
- L 133.064394 798.082474
- L 133.064394 798.44503
- L 131.976727 799.532698
- L 131.976727 799.895254
- L 131.070337 800.801644
- L 130.707781 800.801644
- L 130.345225 801.164199
- L 129.982669 801.164199
- L 129.620113 801.526755
- L 129.257557 801.526755
- L 128.895001 801.889311
- L 128.532445 801.889311
- L 128.169889 802.251867
- L 127.807334 802.251867
- L 127.444778 802.614423
- L 123.819218 802.614423
- L 123.456662 802.976979
- L 121.643883 802.976979
- L 121.281327 803.339535
- L 120.193659 803.339535
- L 119.831103 802.976979
- L 119.105991 802.976979
- L 118.743435 802.614423
- L 118.380879 802.614423
- L 117.655768 801.889311
- L 117.293212 801.889311
- L 115.842988 800.439088
- L 115.480432 800.439088
- L 112.398707 797.357362
- L 112.398707 796.994806
- L 112.036151 796.63225
- L 112.036151 796.269694
- L 111.673595 795.907139
- L 111.673595 795.544583
- L 110.948483 794.819471
- L 110.948483 794.094359
- L 110.585927 793.731803
- L 110.585927 792.644135
- L 110.223371 792.281579
- L 110.223371 791.193911
- L 109.860815 790.831356
- L 109.860815 790.106244
- L 110.223371 789.743688
- L 110.223371 789.381132
- L 109.860815 789.018576
- L 109.860815 785.393017
- L 110.223371 785.030461
- L 110.223371 784.305349
- L 110.585927 783.942793
- L 110.585927 783.580237
- L 110.948483 783.217681
- L 110.948483 781.404901
- L 111.311039 781.042345
- L 111.311039 779.954678
- L 111.673595 779.592122
- L 111.673595 778.86701
- L 112.036151 778.504454
- L 112.036151 778.141898
- L 112.398707 777.779342
- L 112.398707 776.329118
- L 112.761262 775.966562
- L 112.761262 775.604007
- L 113.486374 774.878895
- L 113.486374 774.516339
- L 113.84893 774.153783
- L 113.84893 773.791227
- L 117.293212 770.346946
- L 117.655768 770.346946
- L 118.018323 769.98439
- L 118.380879 769.98439
- L 118.743435 769.621834
- L 119.468547 769.621834
- L 119.831103 769.259278
- L 122.006439 769.259278
- L 122.368995 768.896722
- L 122.731551 768.896722
- L 123.094106 768.534166
- L 123.094106 768.534166
- " style="fill:none;stroke:#000000;stroke-width:0.5;"/>
- </g>
- </g>
- <g id="axes_164">
- <g id="patch_66">
- <path d="M 150.218051 783.271974
- L 282.188409 783.271974
- L 282.188409 766.66218
- L 150.218051 766.66218
- z
- " style="fill:none;"/>
- </g>
- <g id="matplotlib.axis_65">
- <g id="xtick_225">
- <g id="text_258">
- <!-- 0 -->
- <g style="fill:#008000;" transform="translate(148.309301 791.331037)scale(0.06 -0.06)">
- <use xlink:href="#DejaVuSans-30"/>
- </g>
- </g>
- </g>
- <g id="xtick_226">
- <g id="text_259">
- <!-- 200 -->
- <g style="fill:#008000;" transform="translate(205.873363 791.331037)scale(0.06 -0.06)">
- <use xlink:href="#DejaVuSans-32"/>
- <use x="63.623047" xlink:href="#DejaVuSans-30"/>
- <use x="127.246094" xlink:href="#DejaVuSans-30"/>
- </g>
- </g>
- </g>
- <g id="xtick_227">
- <g id="text_260">
- <!-- 400 -->
- <g style="fill:#008000;" transform="translate(267.254925 791.331037)scale(0.06 -0.06)">
- <use xlink:href="#DejaVuSans-34"/>
- <use x="63.623047" xlink:href="#DejaVuSans-30"/>
- <use x="127.246094" xlink:href="#DejaVuSans-30"/>
- </g>
- </g>
- </g>
- </g>
- <g id="line2d_65">
- <path clip-path="url(#p785221fc6f)" d="M 150.218051 774.1676
- L 150.985321 776.052961
- L 151.75259 774.538864
- L 152.51986 774.03208
- L 153.28713 772.387688
- L 154.054399 769.691382
- L 154.821669 768.753021
- L 155.588938 770.044856
- L 156.356208 767.41717
- L 157.123477 770.761174
- L 157.890747 774.918892
- L 158.658016 773.924571
- L 159.425286 775.17896
- L 160.192555 774.840335
- L 160.959825 775.76372
- L 161.727094 776.511899
- L 162.494364 778.771382
- L 163.261633 775.718306
- L 164.028903 776.809178
- L 164.796172 779.488502
- L 165.563442 777.221899
- L 166.330711 776.03071
- L 167.86525 770.089765
- L 168.63252 771.539501
- L 169.39979 774.767301
- L 170.167059 771.012567
- L 170.934329 773.043846
- L 171.701598 770.172371
- L 172.468868 769.626848
- L 173.236137 772.559416
- L 174.003407 770.73562
- L 174.770676 774.3614
- L 175.537946 774.485575
- L 176.305215 775.784137
- L 177.072485 774.461372
- L 177.839754 773.405923
- L 178.607024 774.992815
- L 180.141563 776.123282
- L 180.908832 774.082432
- L 181.676102 769.964984
- L 183.210641 777.19319
- L 183.97791 777.816691
- L 184.74518 777.761258
- L 185.512449 775.128731
- L 186.279719 771.936099
- L 187.814258 768.893471
- L 188.581528 771.329486
- L 189.348797 774.505389
- L 190.116067 775.007037
- L 190.883336 772.80344
- L 191.650606 773.56855
- L 192.417875 774.773483
- L 193.185145 777.46861
- L 193.952414 779.043789
- L 194.719684 778.565635
- L 195.486953 777.743408
- L 196.254223 773.861106
- L 197.021492 775.169724
- L 197.788762 777.329958
- L 198.556031 777.516777
- L 199.323301 780.204385
- L 200.09057 778.398731
- L 200.85784 776.03277
- L 201.625109 774.948695
- L 202.392379 773.607137
- L 203.159649 774.525707
- L 203.926918 778.055812
- L 204.694188 775.135837
- L 205.461457 778.925258
- L 206.228727 777.49833
- L 206.995996 777.808996
- L 208.530535 780.079307
- L 209.297805 775.458574
- L 210.832344 777.918539
- L 211.599613 779.198048
- L 212.366883 777.294909
- L 213.134152 779.054649
- L 213.901422 779.346344
- L 214.668691 774.691637
- L 215.435961 779.97735
- L 216.20323 778.872
- L 216.9705 777.23779
- L 217.737769 773.318353
- L 218.505039 771.933497
- L 219.272309 777.047176
- L 220.039578 777.056077
- L 220.806848 773.869776
- L 222.341387 777.644903
- L 223.108656 779.26923
- L 223.875926 774.586527
- L 224.643195 774.031512
- L 225.410465 773.302307
- L 226.177734 776.272601
- L 226.945004 774.64483
- L 227.712273 775.046996
- L 228.479543 775.942949
- L 229.246812 779.930746
- L 230.014082 775.978191
- L 230.781351 775.945524
- L 231.548621 776.861266
- L 233.08316 774.930033
- L 233.850429 775.927169
- L 234.617699 779.062349
- L 235.384968 778.337301
- L 236.152238 776.18508
- L 236.919508 774.751059
- L 237.686777 774.134462
- L 238.454047 774.469945
- L 239.221316 772.7429
- L 240.755855 777.377969
- L 241.523125 775.57378
- L 242.290394 776.194622
- L 243.057664 770.923485
- L 243.824933 771.932867
- L 244.592203 769.531533
- L 245.359472 776.798904
- L 246.126742 773.952651
- L 246.894011 773.113647
- L 247.661281 776.853735
- L 248.42855 782.516983
- L 249.963089 775.369424
- L 250.730359 774.602761
- L 251.497628 771.972565
- L 252.264898 773.5594
- L 253.799437 777.811267
- L 254.566707 775.95804
- L 255.333976 776.537745
- L 256.101246 771.939638
- L 256.868515 773.868368
- L 257.635785 771.896444
- L 258.403054 771.931167
- L 259.170324 775.2891
- L 259.937593 775.8398
- L 260.704863 775.473501
- L 261.472132 776.107949
- L 262.239402 774.590313
- L 263.006671 774.383759
- L 263.773941 776.367439
- L 264.54121 777.213303
- L 265.30848 774.196104
- L 266.075749 776.210985
- L 266.843019 775.842652
- L 267.610288 777.551058
- L 268.377558 775.56877
- L 269.144827 775.869938
- L 269.912097 769.574024
- L 270.679367 770.645159
- L 271.446636 771.294339
- L 272.213906 773.748693
- L 272.981175 774.81584
- L 273.748445 774.645489
- L 274.515714 771.976809
- L 275.282984 772.126998
- L 276.050253 773.352511
- L 276.817523 773.706471
- L 277.584792 773.591466
- L 278.352062 773.037563
- L 279.119331 775.483399
- L 279.886601 776.784334
- L 280.65387 776.392596
- L 281.42114 775.321268
- L 281.42114 775.321268
- " style="fill:none;stroke:#008000;stroke-linecap:round;"/>
- </g>
- </g>
- <g id="axes_165">
- <g id="patch_67">
- <path d="M 150.218051 806.299189
- L 282.188409 806.299189
- L 282.188409 791.199376
- L 150.218051 791.199376
- z
- " style="fill:none;"/>
- </g>
- <g id="matplotlib.axis_66">
- <g id="xtick_228">
- <g id="text_261">
- <!-- 0.05 -->
- <g style="fill:#008000;" transform="translate(175.366509 814.358252)scale(0.06 -0.06)">
- <use xlink:href="#DejaVuSans-30"/>
- <use x="63.623047" xlink:href="#DejaVuSans-2e"/>
- <use x="95.410156" xlink:href="#DejaVuSans-30"/>
- <use x="159.033203" xlink:href="#DejaVuSans-35"/>
- </g>
- </g>
- </g>
- <g id="xtick_229">
- <g id="text_262">
- <!-- 0.10 -->
- <g style="fill:#008000;" transform="translate(208.747247 814.358252)scale(0.06 -0.06)">
- <use xlink:href="#DejaVuSans-30"/>
- <use x="63.623047" xlink:href="#DejaVuSans-2e"/>
- <use x="95.410156" xlink:href="#DejaVuSans-31"/>
- <use x="159.033203" xlink:href="#DejaVuSans-30"/>
- </g>
- </g>
- </g>
- <g id="xtick_230">
- <g id="text_263">
- <!-- 0.15 -->
- <g style="fill:#008000;" transform="translate(242.127984 814.358252)scale(0.06 -0.06)">
- <use xlink:href="#DejaVuSans-30"/>
- <use x="63.623047" xlink:href="#DejaVuSans-2e"/>
- <use x="95.410156" xlink:href="#DejaVuSans-31"/>
- <use x="159.033203" xlink:href="#DejaVuSans-35"/>
- </g>
- </g>
- </g>
- <g id="xtick_231">
- <g id="text_264">
- <!-- 0.20 -->
- <g style="fill:#008000;" transform="translate(275.508722 814.358252)scale(0.06 -0.06)">
- <use xlink:href="#DejaVuSans-30"/>
- <use x="63.623047" xlink:href="#DejaVuSans-2e"/>
- <use x="95.410156" xlink:href="#DejaVuSans-32"/>
- <use x="159.033203" xlink:href="#DejaVuSans-30"/>
- </g>
- </g>
- </g>
- </g>
- <g id="line2d_66">
- <path clip-path="url(#pe5fb7b8e92)" d="M 150.218051 791.885731
- L 151.770644 803.403351
- L 153.323236 803.998856
- L 154.875829 804.855549
- L 156.428421 805.380049
- L 157.981014 804.611607
- L 159.533606 804.773761
- L 161.086199 793.946908
- L 162.638791 797.860297
- L 164.191383 805.295256
- L 165.743976 804.848581
- L 167.296568 804.421074
- L 168.849161 805.390625
- L 170.401753 805.453576
- L 171.954346 804.618159
- L 173.506938 803.716138
- L 175.059531 804.619868
- L 176.612123 805.013951
- L 178.164715 801.959619
- L 179.717308 804.295737
- L 181.2699 802.015679
- L 182.822493 802.87708
- L 184.375085 805.449821
- L 185.927678 805.490383
- L 187.48027 804.320186
- L 189.032863 804.547692
- L 190.585455 803.862214
- L 192.138047 803.400104
- L 193.69064 804.311436
- L 195.243232 804.955953
- L 196.795825 805.484662
- L 198.348417 805.061836
- L 199.90101 805.177314
- L 201.453602 805.424992
- L 203.006195 804.430915
- L 204.558787 804.789908
- L 206.11138 804.660104
- L 207.663972 805.223717
- L 209.216564 805.440618
- L 210.769157 805.178155
- L 212.321749 804.781208
- L 213.874342 804.96177
- L 215.426934 805.027477
- L 216.979527 805.314682
- L 218.532119 805.405691
- L 220.084712 805.233877
- L 221.637304 805.209629
- L 223.189896 805.57282
- L 224.742489 805.196188
- L 226.295081 804.936837
- L 227.847674 805.527716
- L 229.400266 805.431817
- L 230.952859 805.606171
- L 232.505451 805.561101
- L 234.058044 805.612834
- L 235.610636 805.569572
- L 237.163228 803.922462
- L 238.715821 805.465865
- L 240.268413 805.557042
- L 241.821006 805.132171
- L 243.373598 805.523136
- L 244.926191 805.595884
- L 246.478783 805.541988
- L 248.031376 805.367591
- L 249.583968 805.336923
- L 251.13656 805.218089
- L 252.689153 805.519895
- L 254.241745 805.239708
- L 255.794338 805.309553
- L 257.34693 805.538296
- L 258.899523 805.374025
- L 260.452115 805.608268
- L 262.004708 805.555124
- L 263.5573 805.528174
- L 265.109892 805.360412
- L 266.662485 805.54002
- L 268.215077 804.913829
- L 269.76767 805.227279
- L 271.320262 805.44356
- L 272.872855 805.523592
- L 274.425447 805.530925
- L 275.97804 805.133905
- L 277.530632 804.903892
- L 279.083224 805.460241
- L 280.635817 805.418351
- L 282.188409 805.579527
- " style="fill:none;stroke:#008000;stroke-linecap:round;"/>
- </g>
- </g>
- <g id="axes_166">
- <g clip-path="url(#p132e403c1e)">
- <image height="27.6" id="image00715db895" transform="scale(1 -1)translate(0 -27.6)" width="33.12" x="302.751591" xlink:href="data:image/png;base64,
- 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" y="-772.65282"/>
- </g>
- <g id="LineCollection_100">
- <path clip-path="url(#p132e403c1e)" d="M 317.734464 774.827339
- L 318.339832 774.827339
- L 318.642517 775.130023
- L 322.577413 775.130023
- L 322.728755 775.281365
- L 322.728755 775.584049
- L 323.78815 776.643444
- L 324.090834 776.643444
- L 324.393519 776.946129
- L 324.696203 776.946129
- L 324.998887 777.248813
- L 325.301572 777.248813
- L 325.90694 777.854182
- L 326.209624 777.854182
- L 326.814993 778.45955
- L 327.420362 778.45955
- L 327.723046 778.762235
- L 328.02573 778.762235
- L 328.328415 779.064919
- L 328.631099 779.064919
- L 329.236468 779.670287
- L 329.539152 779.670287
- L 330.14452 780.275656
- L 330.447205 780.275656
- L 331.203916 781.032367
- L 331.203916 781.335051
- L 331.809284 781.94042
- L 331.809284 782.243104
- L 333.020021 783.453841
- L 333.020021 783.756526
- L 333.322706 784.05921
- L 333.322706 784.361894
- L 333.62539 784.664579
- L 333.62539 784.967263
- L 333.928074 785.269947
- L 333.928074 785.875316
- L 334.230759 786.178
- L 334.230759 787.994106
- L 333.928074 788.29679
- L 333.928074 788.599475
- L 333.62539 788.902159
- L 333.62539 789.204843
- L 333.322706 789.507527
- L 333.322706 790.41558
- L 333.020021 790.718265
- L 333.020021 791.323633
- L 332.263311 792.080344
- L 331.960626 792.080344
- L 331.657942 792.383028
- L 331.355258 792.080344
- L 328.933783 792.080344
- L 328.631099 792.383028
- L 328.02573 792.383028
- L 327.723046 792.685713
- L 327.420362 792.685713
- L 326.663651 793.442423
- L 326.663651 794.047792
- L 326.360967 794.350476
- L 326.360967 794.653161
- L 326.058282 794.955845
- L 326.058282 795.258529
- L 325.90694 795.409871
- L 325.604256 795.409871
- L 325.301572 795.712556
- L 324.998887 795.712556
- L 324.090834 796.620609
- L 323.78815 796.620609
- L 323.485466 796.923293
- L 321.66936 796.923293
- L 321.063991 796.317924
- L 320.458623 796.317924
- L 320.004596 796.771951
- L 320.004596 797.377319
- L 319.853254 797.528662
- L 318.339832 797.528662
- L 318.037148 797.225977
- L 314.707621 797.225977
- L 314.404936 796.923293
- L 313.496884 796.923293
- L 313.194199 796.620609
- L 310.47004 796.620609
- L 310.167356 796.317924
- L 308.35125 796.317924
- L 308.199908 796.166582
- L 308.199908 795.561214
- L 307.897224 795.258529
- L 307.897224 793.745108
- L 307.59454 793.442423
- L 307.59454 792.837055
- L 307.140513 792.383028
- L 306.837829 792.383028
- L 306.535144 792.080344
- L 306.23246 792.080344
- L 306.081118 791.929002
- L 306.081118 791.626318
- L 305.475749 791.020949
- L 305.475749 789.810212
- L 305.173065 789.507527
- L 305.173065 788.599475
- L 305.475749 788.29679
- L 305.475749 787.691422
- L 305.778434 787.388737
- L 305.778434 786.480684
- L 306.081118 786.178
- L 306.081118 785.572631
- L 306.383802 785.269947
- L 306.383802 784.967263
- L 306.686487 784.664579
- L 306.686487 784.361894
- L 306.989171 784.05921
- L 306.989171 783.756526
- L 307.291855 783.453841
- L 307.291855 783.151157
- L 307.59454 782.848473
- L 307.59454 782.243104
- L 307.897224 781.94042
- L 307.897224 781.637735
- L 308.199908 781.335051
- L 308.199908 781.032367
- L 309.107961 780.124314
- L 309.107961 779.82163
- L 309.71333 779.216261
- L 309.71333 778.913577
- L 311.075409 777.551497
- L 311.378093 777.551497
- L 311.983462 776.946129
- L 312.286146 776.946129
- L 312.588831 776.643444
- L 312.891515 776.643444
- L 313.194199 776.34076
- L 313.496884 776.34076
- L 313.799568 776.038076
- L 314.707621 776.038076
- L 315.010305 775.735391
- L 315.615674 775.735391
- L 315.918358 775.432707
- L 317.129095 775.432707
- L 317.734464 774.827339
- L 317.734464 774.827339
- " style="fill:none;stroke:#000000;stroke-width:0.5;"/>
- </g>
- <g id="text_265">
- <!-- C34: Tot. var. expl. 1.3% -->
- <g style="fill:#008000;" transform="translate(302.751591 767.069486)scale(0.07 -0.07)">
- <use xlink:href="#DejaVuSans-43"/>
- <use x="69.824219" xlink:href="#DejaVuSans-33"/>
- <use x="133.447266" xlink:href="#DejaVuSans-34"/>
- <use x="197.070312" xlink:href="#DejaVuSans-3a"/>
- <use x="230.761719" xlink:href="#DejaVuSans-20"/>
- <use x="262.548828" xlink:href="#DejaVuSans-54"/>
- <use x="323.367188" xlink:href="#DejaVuSans-6f"/>
- <use x="384.548828" xlink:href="#DejaVuSans-74"/>
- <use x="423.757812" xlink:href="#DejaVuSans-2e"/>
- <use x="455.544922" xlink:href="#DejaVuSans-20"/>
- <use x="487.332031" xlink:href="#DejaVuSans-76"/>
- <use x="546.511719" xlink:href="#DejaVuSans-61"/>
- <use x="607.791016" xlink:href="#DejaVuSans-72"/>
- <use x="648.763672" xlink:href="#DejaVuSans-2e"/>
- <use x="680.550781" xlink:href="#DejaVuSans-20"/>
- <use x="712.337891" xlink:href="#DejaVuSans-65"/>
- <use x="773.845703" xlink:href="#DejaVuSans-78"/>
- <use x="833.025391" xlink:href="#DejaVuSans-70"/>
- <use x="896.501953" xlink:href="#DejaVuSans-6c"/>
- <use x="924.285156" xlink:href="#DejaVuSans-2e"/>
- <use x="956.072266" xlink:href="#DejaVuSans-20"/>
- <use x="987.859375" xlink:href="#DejaVuSans-31"/>
- <use x="1051.482422" xlink:href="#DejaVuSans-2e"/>
- <use x="1083.269531" xlink:href="#DejaVuSans-33"/>
- <use x="1146.892578" xlink:href="#DejaVuSans-25"/>
- </g>
- </g>
- </g>
- <g id="axes_167">
- <g clip-path="url(#pe80adbf398)">
- <image height="33.12" id="image3eb5226631" transform="scale(1 -1)translate(0 -33.12)" width="33.12" x="346.009274" xlink:href="data:image/png;base64,
- 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" y="-769.856979"/>
- </g>
- <g id="LineCollection_101">
- <path clip-path="url(#pe80adbf398)" d="M 358.517454 772.522281
- L 360.330234 772.522281
- L 360.69279 772.884837
- L 361.055345 772.522281
- L 361.417901 772.522281
- L 361.780457 772.884837
- L 362.143013 772.884837
- L 362.505569 773.247393
- L 365.406017 773.247393
- L 365.768573 773.609949
- L 366.131128 773.609949
- L 366.493684 773.972505
- L 366.85624 773.972505
- L 367.218796 774.335061
- L 367.581352 774.335061
- L 367.943908 774.697617
- L 368.306464 774.697617
- L 368.66902 775.060173
- L 369.031576 775.060173
- L 370.844356 776.872952
- L 371.206911 776.872952
- L 373.563525 779.229566
- L 373.563525 779.592122
- L 374.288637 780.317234
- L 374.288637 780.67979
- L 375.013749 781.404901
- L 375.013749 782.130013
- L 375.376305 782.492569
- L 375.376305 785.030461
- L 375.738861 785.393017
- L 375.738861 785.755573
- L 376.101417 786.118128
- L 376.101417 789.743688
- L 375.738861 790.106244
- L 375.738861 790.4688
- L 375.376305 790.831356
- L 375.376305 791.556467
- L 375.013749 791.919023
- L 375.013749 792.281579
- L 374.651193 792.644135
- L 374.651193 793.006691
- L 373.926081 793.731803
- L 373.926081 794.456915
- L 373.563525 794.819471
- L 373.563525 795.907139
- L 373.200969 796.269694
- L 373.200969 796.63225
- L 372.657135 797.176084
- L 372.294579 797.176084
- L 372.113301 797.357362
- L 372.113301 798.082474
- L 371.932023 798.263752
- L 370.844356 798.263752
- L 370.4818 798.626308
- L 370.119244 798.626308
- L 369.756688 798.988864
- L 366.493684 798.988864
- L 366.131128 799.35142
- L 364.680905 799.35142
- L 364.318349 799.713976
- L 359.967678 799.713976
- L 359.605122 799.35142
- L 356.342118 799.35142
- L 355.617007 798.626308
- L 354.166783 798.626308
- L 353.441671 797.901196
- L 353.079115 797.901196
- L 351.085057 795.907139
- L 351.085057 794.819471
- L 350.722502 794.456915
- L 350.722502 792.644135
- L 349.634834 791.556467
- L 349.634834 791.193911
- L 349.272278 790.831356
- L 349.272278 790.106244
- L 348.909722 789.743688
- L 348.909722 785.755573
- L 349.272278 785.393017
- L 349.272278 784.305349
- L 349.634834 783.942793
- L 349.634834 782.130013
- L 349.99739 781.767457
- L 349.99739 781.404901
- L 350.722502 780.67979
- L 350.722502 780.317234
- L 351.447613 779.592122
- L 351.447613 779.229566
- L 351.810169 778.86701
- L 351.810169 778.504454
- L 352.354003 777.96062
- L 352.716559 777.96062
- L 356.342118 774.335061
- L 356.704674 774.335061
- L 357.06723 773.972505
- L 357.429786 773.972505
- L 357.97362 773.428671
- L 357.97362 773.066115
- L 358.517454 772.522281
- L 358.517454 772.522281
- " style="fill:none;stroke:#000000;stroke-width:0.5;"/>
- </g>
- </g>
- <g id="axes_168">
- <g clip-path="url(#p7737af1490)">
- <image height="39.6" id="imageca966fb2f3" transform="scale(1 -1)translate(0 -39.6)" width="33.12" x="389.266958" xlink:href="data:image/png;base64,
- 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" y="-766.639982"/>
- </g>
- <g id="LineCollection_102">
- <path clip-path="url(#p7737af1490)" d="M 405.400697 768.534166
- L 407.576033 768.534166
- L 407.938589 768.896722
- L 408.6637 768.896722
- L 409.026256 769.259278
- L 410.47648 769.259278
- L 410.839036 769.621834
- L 411.564148 769.621834
- L 411.926704 769.98439
- L 412.28926 769.98439
- L 414.645873 772.341003
- L 414.645873 772.703559
- L 415.370985 773.428671
- L 415.370985 773.791227
- L 416.096097 774.516339
- L 416.096097 774.878895
- L 416.458653 775.241451
- L 416.458653 775.604007
- L 416.821209 775.966562
- L 416.821209 776.691674
- L 417.183765 777.05423
- L 417.183765 777.779342
- L 417.546321 778.141898
- L 417.546321 778.86701
- L 417.908877 779.229566
- L 417.908877 779.954678
- L 418.271433 780.317234
- L 418.271433 781.042345
- L 418.633988 781.404901
- L 418.633988 782.492569
- L 418.996544 782.855125
- L 418.996544 783.942793
- L 419.3591 784.305349
- L 419.3591 790.4688
- L 418.996544 790.831356
- L 418.996544 791.919023
- L 418.633988 792.281579
- L 418.633988 793.006691
- L 418.271433 793.369247
- L 418.271433 794.094359
- L 417.908877 794.456915
- L 417.908877 794.819471
- L 417.183765 795.544583
- L 417.183765 795.907139
- L 416.821209 796.269694
- L 416.821209 796.63225
- L 415.370985 798.082474
- L 415.370985 798.44503
- L 414.283317 799.532698
- L 414.283317 799.895254
- L 413.376928 800.801644
- L 413.014372 800.801644
- L 412.651816 801.164199
- L 412.28926 801.164199
- L 411.926704 801.526755
- L 411.564148 801.526755
- L 411.201592 801.889311
- L 410.839036 801.889311
- L 410.47648 802.251867
- L 410.113924 802.251867
- L 409.751368 802.614423
- L 406.125809 802.614423
- L 405.763253 802.976979
- L 403.950473 802.976979
- L 403.587917 803.339535
- L 402.50025 803.339535
- L 402.137694 802.976979
- L 401.412582 802.976979
- L 401.050026 802.614423
- L 400.68747 802.614423
- L 399.962358 801.889311
- L 399.599802 801.889311
- L 398.149579 800.439088
- L 397.787023 800.439088
- L 394.705297 797.357362
- L 394.705297 796.994806
- L 394.342741 796.63225
- L 394.342741 796.269694
- L 393.980185 795.907139
- L 393.980185 795.544583
- L 393.255073 794.819471
- L 393.255073 794.094359
- L 392.892518 793.731803
- L 392.892518 792.644135
- L 392.529962 792.281579
- L 392.529962 791.193911
- L 392.167406 790.831356
- L 392.167406 790.106244
- L 392.529962 789.743688
- L 392.529962 789.381132
- L 392.167406 789.018576
- L 392.167406 785.393017
- L 392.529962 785.030461
- L 392.529962 784.305349
- L 392.892518 783.942793
- L 392.892518 783.580237
- L 393.255073 783.217681
- L 393.255073 781.404901
- L 393.617629 781.042345
- L 393.617629 779.954678
- L 393.980185 779.592122
- L 393.980185 778.86701
- L 394.342741 778.504454
- L 394.342741 778.141898
- L 394.705297 777.779342
- L 394.705297 776.329118
- L 395.067853 775.966562
- L 395.067853 775.604007
- L 395.792965 774.878895
- L 395.792965 774.516339
- L 396.155521 774.153783
- L 396.155521 773.791227
- L 399.599802 770.346946
- L 399.962358 770.346946
- L 400.324914 769.98439
- L 400.68747 769.98439
- L 401.050026 769.621834
- L 401.775138 769.621834
- L 402.137694 769.259278
- L 404.313029 769.259278
- L 404.675585 768.896722
- L 405.038141 768.896722
- L 405.400697 768.534166
- L 405.400697 768.534166
- " style="fill:none;stroke:#000000;stroke-width:0.5;"/>
- </g>
- </g>
- <g id="axes_169">
- <g id="patch_68">
- <path d="M 432.524642 783.271974
- L 564.495 783.271974
- L 564.495 766.66218
- L 432.524642 766.66218
- z
- " style="fill:none;"/>
- </g>
- <g id="matplotlib.axis_67">
- <g id="xtick_232">
- <g id="text_266">
- <!-- 0 -->
- <g style="fill:#008000;" transform="translate(430.615892 791.331037)scale(0.06 -0.06)">
- <use xlink:href="#DejaVuSans-30"/>
- </g>
- </g>
- </g>
- <g id="xtick_233">
- <g id="text_267">
- <!-- 200 -->
- <g style="fill:#008000;" transform="translate(488.179954 791.331037)scale(0.06 -0.06)">
- <use xlink:href="#DejaVuSans-32"/>
- <use x="63.623047" xlink:href="#DejaVuSans-30"/>
- <use x="127.246094" xlink:href="#DejaVuSans-30"/>
- </g>
- </g>
- </g>
- <g id="xtick_234">
- <g id="text_268">
- <!-- 400 -->
- <g style="fill:#008000;" transform="translate(549.561516 791.331037)scale(0.06 -0.06)">
- <use xlink:href="#DejaVuSans-34"/>
- <use x="63.623047" xlink:href="#DejaVuSans-30"/>
- <use x="127.246094" xlink:href="#DejaVuSans-30"/>
- </g>
- </g>
- </g>
- </g>
- <g id="line2d_67">
- <path clip-path="url(#p5327e2004a)" d="M 432.524642 768.170607
- L 434.059181 776.945564
- L 434.826451 772.732459
- L 435.59372 772.146548
- L 436.36099 769.422796
- L 437.128259 775.202321
- L 437.895529 777.013007
- L 438.662798 773.914712
- L 439.430068 771.742944
- L 440.197337 770.010428
- L 440.964607 767.41717
- L 441.731876 770.791651
- L 443.266415 773.961058
- L 444.800954 772.669911
- L 445.568224 771.380214
- L 446.335493 771.826102
- L 447.102763 773.275673
- L 447.870033 772.621625
- L 449.404572 770.149988
- L 450.171841 771.936668
- L 450.939111 774.299973
- L 451.70638 774.747523
- L 452.47365 773.653269
- L 453.240919 772.096915
- L 454.008189 769.460667
- L 455.542728 772.896464
- L 456.309997 779.434149
- L 457.077267 777.504596
- L 457.844536 773.778935
- L 459.379075 773.161672
- L 460.146345 774.120326
- L 460.913614 774.528039
- L 461.680884 776.712202
- L 462.448153 770.414389
- L 463.215423 775.502353
- L 463.982693 768.710374
- L 464.749962 776.095505
- L 465.517232 775.64568
- L 466.284501 778.147155
- L 467.051771 776.206739
- L 467.81904 775.01183
- L 468.58631 774.335689
- L 469.353579 776.795907
- L 470.120849 775.311848
- L 470.888118 776.175603
- L 471.655388 777.925439
- L 472.422657 775.4727
- L 473.189927 775.236474
- L 473.957196 778.337882
- L 474.724466 773.229694
- L 475.491735 775.657841
- L 476.259005 775.156263
- L 477.026274 773.764527
- L 477.793544 773.154743
- L 478.560813 769.307977
- L 479.328083 780.019769
- L 480.095352 776.859054
- L 480.862622 774.208488
- L 481.629892 776.398677
- L 482.397161 770.63386
- L 483.164431 777.395201
- L 483.9317 775.488318
- L 484.69897 775.998559
- L 485.466239 779.019537
- L 487.000778 771.545059
- L 487.768048 772.678076
- L 488.535317 775.280946
- L 489.302587 775.736216
- L 490.069856 776.724074
- L 490.837126 774.896888
- L 491.604395 774.320841
- L 492.371665 775.921282
- L 493.138934 776.152354
- L 493.906204 773.819136
- L 494.673473 773.106198
- L 495.440743 773.812782
- L 496.208012 773.372207
- L 496.975282 776.505279
- L 497.742552 777.137096
- L 498.509821 776.454387
- L 499.277091 776.199309
- L 500.04436 774.065426
- L 500.81163 775.845748
- L 501.578899 775.053936
- L 502.346169 782.516983
- L 503.113438 778.242617
- L 503.880708 776.087711
- L 504.647977 776.688046
- L 505.415247 776.418169
- L 506.182516 776.630194
- L 506.949786 778.409893
- L 507.717055 775.094893
- L 508.484325 775.921755
- L 509.251594 772.565002
- L 510.786133 780.157166
- L 511.553403 780.660633
- L 512.320672 779.878044
- L 513.087942 773.871818
- L 513.855211 774.998529
- L 514.622481 775.589298
- L 515.389751 776.40194
- L 516.15702 774.680518
- L 516.92429 776.032186
- L 517.691559 777.845453
- L 518.458829 775.814049
- L 519.226098 772.252928
- L 519.993368 774.373585
- L 520.760637 774.926465
- L 521.527907 778.826649
- L 522.295176 779.721385
- L 523.062446 778.29821
- L 524.596985 771.346658
- L 525.364254 774.970768
- L 526.131524 776.05965
- L 526.898793 777.859342
- L 527.666063 775.718941
- L 528.433332 778.554461
- L 529.200602 774.072384
- L 529.967871 775.440301
- L 530.735141 779.238355
- L 531.502411 779.019857
- L 532.26968 778.640651
- L 533.03695 774.615518
- L 533.804219 775.244288
- L 534.571489 774.457321
- L 535.338758 775.436106
- L 536.106028 773.617634
- L 536.873297 780.067314
- L 537.640567 778.805589
- L 538.407836 776.411486
- L 539.175106 774.650064
- L 539.942375 774.858234
- L 540.709645 770.718821
- L 541.476914 775.36002
- L 542.244184 776.045453
- L 543.011453 775.508227
- L 543.778723 776.023454
- L 544.545992 776.361991
- L 545.313262 770.591564
- L 546.080531 773.802232
- L 546.847801 775.820939
- L 547.61507 780.607457
- L 548.38234 777.672528
- L 549.14961 776.78893
- L 549.916879 776.68769
- L 551.451418 776.23704
- L 552.218688 774.908473
- L 552.985957 769.931081
- L 554.520496 778.358378
- L 555.287766 775.635826
- L 556.055035 778.771524
- L 558.356844 772.644568
- L 559.124113 773.040624
- L 559.891383 773.986985
- L 560.658652 777.581348
- L 561.425922 774.330486
- L 562.193191 775.700529
- L 562.960461 776.141666
- L 563.72773 775.057588
- L 563.72773 775.057588
- " style="fill:none;stroke:#008000;stroke-linecap:round;"/>
- </g>
- </g>
- <g id="axes_170">
- <g id="patch_69">
- <path d="M 432.524642 806.299189
- L 564.495 806.299189
- L 564.495 791.199376
- L 432.524642 791.199376
- z
- " style="fill:none;"/>
- </g>
- <g id="matplotlib.axis_68">
- <g id="xtick_235">
- <g id="text_269">
- <!-- 0.05 -->
- <g style="fill:#008000;" transform="translate(457.6731 814.358252)scale(0.06 -0.06)">
- <use xlink:href="#DejaVuSans-30"/>
- <use x="63.623047" xlink:href="#DejaVuSans-2e"/>
- <use x="95.410156" xlink:href="#DejaVuSans-30"/>
- <use x="159.033203" xlink:href="#DejaVuSans-35"/>
- </g>
- </g>
- </g>
- <g id="xtick_236">
- <g id="text_270">
- <!-- 0.10 -->
- <g style="fill:#008000;" transform="translate(491.053837 814.358252)scale(0.06 -0.06)">
- <use xlink:href="#DejaVuSans-30"/>
- <use x="63.623047" xlink:href="#DejaVuSans-2e"/>
- <use x="95.410156" xlink:href="#DejaVuSans-31"/>
- <use x="159.033203" xlink:href="#DejaVuSans-30"/>
- </g>
- </g>
- </g>
- <g id="xtick_237">
- <g id="text_271">
- <!-- 0.15 -->
- <g style="fill:#008000;" transform="translate(524.434575 814.358252)scale(0.06 -0.06)">
- <use xlink:href="#DejaVuSans-30"/>
- <use x="63.623047" xlink:href="#DejaVuSans-2e"/>
- <use x="95.410156" xlink:href="#DejaVuSans-31"/>
- <use x="159.033203" xlink:href="#DejaVuSans-35"/>
- </g>
- </g>
- </g>
- <g id="xtick_238">
- <g id="text_272">
- <!-- 0.20 -->
- <g style="fill:#008000;" transform="translate(557.815312 814.358252)scale(0.06 -0.06)">
- <use xlink:href="#DejaVuSans-30"/>
- <use x="63.623047" xlink:href="#DejaVuSans-2e"/>
- <use x="95.410156" xlink:href="#DejaVuSans-32"/>
- <use x="159.033203" xlink:href="#DejaVuSans-30"/>
- </g>
- </g>
- </g>
- </g>
- <g id="line2d_68">
- <path clip-path="url(#p7f9bce3e3d)" d="M 432.524642 791.885731
- L 434.077235 803.52305
- L 435.629827 802.290517
- L 437.182419 805.236965
- L 438.735012 804.841754
- L 440.287604 805.331295
- L 441.840197 805.371449
- L 443.392789 805.158734
- L 444.945382 805.147643
- L 446.497974 805.104918
- L 448.050567 805.612541
- L 449.603159 804.679795
- L 451.155751 805.387163
- L 452.708344 804.13795
- L 454.260936 805.09667
- L 455.813529 805.161672
- L 457.366121 805.306929
- L 458.918714 804.902841
- L 460.471306 804.585413
- L 462.023899 802.138992
- L 463.576491 803.938016
- L 465.129083 805.311937
- L 466.681676 804.490049
- L 468.234268 803.704576
- L 469.786861 804.27461
- L 471.339453 802.821496
- L 472.892046 804.683942
- L 474.444638 800.526937
- L 475.997231 800.322922
- L 477.549823 805.57371
- L 479.102415 804.782725
- L 480.655008 804.176863
- L 482.2076 804.972937
- L 483.760193 805.211845
- L 485.312785 805.17049
- L 486.865378 804.828832
- L 488.41797 805.415074
- L 489.970563 805.317035
- L 491.523155 805.554831
- L 493.075747 805.560589
- L 494.62834 803.212203
- L 496.180932 805.487616
- L 497.733525 804.837789
- L 499.286117 805.495773
- L 500.83871 805.609325
- L 502.391302 803.964743
- L 503.943895 805.59918
- L 505.496487 805.598046
- L 507.049079 804.922105
- L 508.601672 805.464752
- L 510.154264 805.260338
- L 511.706857 805.557074
- L 513.259449 805.556601
- L 514.812042 804.98133
- L 516.364634 805.586233
- L 517.917227 804.937078
- L 519.469819 805.140653
- L 521.022412 805.125721
- L 522.575004 805.562624
- L 524.127596 805.40857
- L 525.680189 805.137317
- L 527.232781 805.007799
- L 528.785374 805.126155
- L 530.337966 804.74431
- L 531.890559 805.314339
- L 533.443151 805.394749
- L 534.995744 804.707033
- L 536.548336 805.429064
- L 538.100928 804.395172
- L 539.653521 805.449351
- L 541.206113 805.562763
- L 542.758706 805.042031
- L 544.311298 804.820452
- L 545.863891 805.389771
- L 547.416483 804.925606
- L 548.969076 805.612834
- L 550.521668 805.466378
- L 552.07426 805.26583
- L 553.626853 805.268918
- L 555.179445 805.433098
- L 556.732038 803.663406
- L 558.28463 805.448056
- L 559.837223 805.554507
- L 561.389815 804.671604
- L 562.942408 805.496189
- L 564.495 805.207628
- " style="fill:none;stroke:#008000;stroke-linecap:round;"/>
- </g>
- </g>
- <g id="axes_171">
- <g clip-path="url(#p0c93e397fa)">
- <image height="27.6" id="image15da91558e" transform="scale(1 -1)translate(0 -27.6)" width="33.12" x="20.445" xlink:href="data:image/png;base64,
- 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" y="-820.217232"/>
- </g>
- <g id="LineCollection_103">
- <path clip-path="url(#p0c93e397fa)" d="M 35.427873 822.39175
- L 36.033242 822.39175
- L 36.335926 822.694434
- L 40.270822 822.694434
- L 40.422164 822.845776
- L 40.422164 823.148461
- L 41.481559 824.207856
- L 41.784244 824.207856
- L 42.086928 824.51054
- L 42.389612 824.51054
- L 42.692297 824.813224
- L 42.994981 824.813224
- L 43.600349 825.418593
- L 43.903034 825.418593
- L 44.508402 826.023961
- L 45.113771 826.023961
- L 45.416455 826.326646
- L 45.71914 826.326646
- L 46.021824 826.62933
- L 46.324508 826.62933
- L 46.929877 827.234699
- L 47.232561 827.234699
- L 47.83793 827.840067
- L 48.140614 827.840067
- L 48.897325 828.596778
- L 48.897325 828.899462
- L 49.502693 829.504831
- L 49.502693 829.807515
- L 50.713431 831.018253
- L 50.713431 831.320937
- L 51.016115 831.623621
- L 51.016115 831.926305
- L 51.318799 832.22899
- L 51.318799 832.531674
- L 51.621484 832.834358
- L 51.621484 833.439727
- L 51.924168 833.742411
- L 51.924168 835.558517
- L 51.621484 835.861201
- L 51.621484 836.163886
- L 51.318799 836.46657
- L 51.318799 836.769254
- L 51.016115 837.071939
- L 51.016115 837.979992
- L 50.713431 838.282676
- L 50.713431 838.888044
- L 49.95672 839.644755
- L 49.654036 839.644755
- L 49.351351 839.94744
- L 49.048667 839.644755
- L 46.627193 839.644755
- L 46.324508 839.94744
- L 45.71914 839.94744
- L 45.416455 840.250124
- L 45.113771 840.250124
- L 44.35706 841.006835
- L 44.35706 841.612203
- L 44.054376 841.914888
- L 44.054376 842.217572
- L 43.751692 842.520256
- L 43.751692 842.82294
- L 43.600349 842.974283
- L 43.297665 842.974283
- L 42.994981 843.276967
- L 42.692297 843.276967
- L 41.784244 844.18502
- L 41.481559 844.18502
- L 41.178875 844.487704
- L 39.362769 844.487704
- L 38.757401 843.882336
- L 38.152032 843.882336
- L 37.698006 844.336362
- L 37.698006 844.941731
- L 37.546663 845.093073
- L 36.033242 845.093073
- L 35.730558 844.790388
- L 32.40103 844.790388
- L 32.098346 844.487704
- L 31.190293 844.487704
- L 30.887609 844.18502
- L 28.16345 844.18502
- L 27.860766 843.882336
- L 26.04466 843.882336
- L 25.893318 843.730993
- L 25.893318 843.125625
- L 25.590633 842.82294
- L 25.590633 841.309519
- L 25.287949 841.006835
- L 25.287949 840.401466
- L 24.833922 839.94744
- L 24.531238 839.94744
- L 24.228554 839.644755
- L 23.92587 839.644755
- L 23.774527 839.493413
- L 23.774527 839.190729
- L 23.169159 838.58536
- L 23.169159 837.374623
- L 22.866474 837.071939
- L 22.866474 836.163886
- L 23.169159 835.861201
- L 23.169159 835.255833
- L 23.471843 834.953149
- L 23.471843 834.045096
- L 23.774527 833.742411
- L 23.774527 833.137043
- L 24.077212 832.834358
- L 24.077212 832.531674
- L 24.379896 832.22899
- L 24.379896 831.926305
- L 24.68258 831.623621
- L 24.68258 831.320937
- L 24.985265 831.018253
- L 24.985265 830.715568
- L 25.287949 830.412884
- L 25.287949 829.807515
- L 25.590633 829.504831
- L 25.590633 829.202147
- L 25.893318 828.899462
- L 25.893318 828.596778
- L 26.80137 827.688725
- L 26.80137 827.386041
- L 27.406739 826.780672
- L 27.406739 826.477988
- L 28.768818 825.115909
- L 29.071503 825.115909
- L 29.676871 824.51054
- L 29.979556 824.51054
- L 30.28224 824.207856
- L 30.584924 824.207856
- L 30.887609 823.905171
- L 31.190293 823.905171
- L 31.492977 823.602487
- L 32.40103 823.602487
- L 32.703714 823.299803
- L 33.309083 823.299803
- L 33.611767 822.997118
- L 34.822505 822.997118
- L 35.427873 822.39175
- L 35.427873 822.39175
- " style="fill:none;stroke:#000000;stroke-width:0.5;"/>
- </g>
- <g id="text_273">
- <!-- C35: Tot. var. expl. 1.3% -->
- <g style="fill:#008000;" transform="translate(20.445 814.633897)scale(0.07 -0.07)">
- <use xlink:href="#DejaVuSans-43"/>
- <use x="69.824219" xlink:href="#DejaVuSans-33"/>
- <use x="133.447266" xlink:href="#DejaVuSans-35"/>
- <use x="197.070312" xlink:href="#DejaVuSans-3a"/>
- <use x="230.761719" xlink:href="#DejaVuSans-20"/>
- <use x="262.548828" xlink:href="#DejaVuSans-54"/>
- <use x="323.367188" xlink:href="#DejaVuSans-6f"/>
- <use x="384.548828" xlink:href="#DejaVuSans-74"/>
- <use x="423.757812" xlink:href="#DejaVuSans-2e"/>
- <use x="455.544922" xlink:href="#DejaVuSans-20"/>
- <use x="487.332031" xlink:href="#DejaVuSans-76"/>
- <use x="546.511719" xlink:href="#DejaVuSans-61"/>
- <use x="607.791016" xlink:href="#DejaVuSans-72"/>
- <use x="648.763672" xlink:href="#DejaVuSans-2e"/>
- <use x="680.550781" xlink:href="#DejaVuSans-20"/>
- <use x="712.337891" xlink:href="#DejaVuSans-65"/>
- <use x="773.845703" xlink:href="#DejaVuSans-78"/>
- <use x="833.025391" xlink:href="#DejaVuSans-70"/>
- <use x="896.501953" xlink:href="#DejaVuSans-6c"/>
- <use x="924.285156" xlink:href="#DejaVuSans-2e"/>
- <use x="956.072266" xlink:href="#DejaVuSans-20"/>
- <use x="987.859375" xlink:href="#DejaVuSans-31"/>
- <use x="1051.482422" xlink:href="#DejaVuSans-2e"/>
- <use x="1083.269531" xlink:href="#DejaVuSans-33"/>
- <use x="1146.892578" xlink:href="#DejaVuSans-25"/>
- </g>
- </g>
- </g>
- <g id="axes_172">
- <g clip-path="url(#p666176905a)">
- <image height="33.12" id="image0cd2cb7c82" transform="scale(1 -1)translate(0 -33.12)" width="33.12" x="63.702684" xlink:href="data:image/png;base64,
- 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" y="-817.42139"/>
- </g>
- <g id="LineCollection_104">
- <path clip-path="url(#p666176905a)" d="M 76.210863 820.086692
- L 78.023643 820.086692
- L 78.386199 820.449248
- L 78.748755 820.086692
- L 79.111311 820.086692
- L 79.473867 820.449248
- L 79.836423 820.449248
- L 80.198979 820.811804
- L 83.099426 820.811804
- L 83.461982 821.17436
- L 83.824538 821.17436
- L 84.187094 821.536916
- L 84.54965 821.536916
- L 84.912206 821.899472
- L 85.274762 821.899472
- L 85.637317 822.262028
- L 85.999873 822.262028
- L 86.362429 822.624584
- L 86.724985 822.624584
- L 88.537765 824.437363
- L 88.900321 824.437363
- L 91.256934 826.793977
- L 91.256934 827.156533
- L 91.982046 827.881645
- L 91.982046 828.244201
- L 92.707158 828.969313
- L 92.707158 829.694424
- L 93.069714 830.05698
- L 93.069714 832.594872
- L 93.43227 832.957428
- L 93.43227 833.319984
- L 93.794826 833.68254
- L 93.794826 837.308099
- L 93.43227 837.670655
- L 93.43227 838.033211
- L 93.069714 838.395767
- L 93.069714 839.120879
- L 92.707158 839.483435
- L 92.707158 839.84599
- L 92.344602 840.208546
- L 92.344602 840.571102
- L 91.61949 841.296214
- L 91.61949 842.021326
- L 91.256934 842.383882
- L 91.256934 843.47155
- L 90.894378 843.834106
- L 90.894378 844.196662
- L 90.350545 844.740495
- L 89.987989 844.740495
- L 89.806711 844.921773
- L 89.806711 845.646885
- L 89.625433 845.828163
- L 88.537765 845.828163
- L 88.175209 846.190719
- L 87.812653 846.190719
- L 87.450097 846.553275
- L 84.187094 846.553275
- L 83.824538 846.915831
- L 82.374314 846.915831
- L 82.011758 847.278387
- L 77.661087 847.278387
- L 77.298531 846.915831
- L 74.035528 846.915831
- L 73.310416 846.190719
- L 71.860192 846.190719
- L 71.13508 845.465607
- L 70.772524 845.465607
- L 68.778467 843.47155
- L 68.778467 842.383882
- L 68.415911 842.021326
- L 68.415911 840.208546
- L 67.328243 839.120879
- L 67.328243 838.758323
- L 66.965687 838.395767
- L 66.965687 837.670655
- L 66.603131 837.308099
- L 66.603131 833.319984
- L 66.965687 832.957428
- L 66.965687 831.86976
- L 67.328243 831.507204
- L 67.328243 829.694424
- L 67.690799 829.331869
- L 67.690799 828.969313
- L 68.415911 828.244201
- L 68.415911 827.881645
- L 69.141023 827.156533
- L 69.141023 826.793977
- L 69.503579 826.431421
- L 69.503579 826.068865
- L 70.047413 825.525031
- L 70.409968 825.525031
- L 74.035528 821.899472
- L 74.398084 821.899472
- L 74.76064 821.536916
- L 75.123196 821.536916
- L 75.667029 820.993082
- L 75.667029 820.630526
- L 76.210863 820.086692
- L 76.210863 820.086692
- " style="fill:none;stroke:#000000;stroke-width:0.5;"/>
- </g>
- </g>
- <g id="axes_173">
- <g clip-path="url(#pe720cacda2)">
- <image height="39.6" id="image46ec3fd6ad" transform="scale(1 -1)translate(0 -39.6)" width="33.12" x="106.960368" xlink:href="data:image/png;base64,
- 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" y="-814.204394"/>
- </g>
- <g id="LineCollection_105">
- <path clip-path="url(#pe720cacda2)" d="M 123.094106 816.098577
- L 125.269442 816.098577
- L 125.631998 816.461133
- L 126.35711 816.461133
- L 126.719666 816.823689
- L 128.169889 816.823689
- L 128.532445 817.186245
- L 129.257557 817.186245
- L 129.620113 817.548801
- L 129.982669 817.548801
- L 132.339283 819.905414
- L 132.339283 820.26797
- L 133.064394 820.993082
- L 133.064394 821.355638
- L 133.789506 822.08075
- L 133.789506 822.443306
- L 134.152062 822.805862
- L 134.152062 823.168418
- L 134.514618 823.530974
- L 134.514618 824.256086
- L 134.877174 824.618641
- L 134.877174 825.343753
- L 135.23973 825.706309
- L 135.23973 826.431421
- L 135.602286 826.793977
- L 135.602286 827.519089
- L 135.964842 827.881645
- L 135.964842 828.606757
- L 136.327398 828.969313
- L 136.327398 830.05698
- L 136.689954 830.419536
- L 136.689954 831.507204
- L 137.05251 831.86976
- L 137.05251 838.033211
- L 136.689954 838.395767
- L 136.689954 839.483435
- L 136.327398 839.84599
- L 136.327398 840.571102
- L 135.964842 840.933658
- L 135.964842 841.65877
- L 135.602286 842.021326
- L 135.602286 842.383882
- L 134.877174 843.108994
- L 134.877174 843.47155
- L 134.514618 843.834106
- L 134.514618 844.196662
- L 133.064394 845.646885
- L 133.064394 846.009441
- L 131.976727 847.097109
- L 131.976727 847.459665
- L 131.070337 848.366055
- L 130.707781 848.366055
- L 130.345225 848.728611
- L 129.982669 848.728611
- L 129.620113 849.091167
- L 129.257557 849.091167
- L 128.895001 849.453723
- L 128.532445 849.453723
- L 128.169889 849.816278
- L 127.807334 849.816278
- L 127.444778 850.178834
- L 123.819218 850.178834
- L 123.456662 850.54139
- L 121.643883 850.54139
- L 121.281327 850.903946
- L 120.193659 850.903946
- L 119.831103 850.54139
- L 119.105991 850.54139
- L 118.743435 850.178834
- L 118.380879 850.178834
- L 117.655768 849.453723
- L 117.293212 849.453723
- L 115.842988 848.003499
- L 115.480432 848.003499
- L 112.398707 844.921773
- L 112.398707 844.559218
- L 112.036151 844.196662
- L 112.036151 843.834106
- L 111.673595 843.47155
- L 111.673595 843.108994
- L 110.948483 842.383882
- L 110.948483 841.65877
- L 110.585927 841.296214
- L 110.585927 840.208546
- L 110.223371 839.84599
- L 110.223371 838.758323
- L 109.860815 838.395767
- L 109.860815 837.670655
- L 110.223371 837.308099
- L 110.223371 836.945543
- L 109.860815 836.582987
- L 109.860815 832.957428
- L 110.223371 832.594872
- L 110.223371 831.86976
- L 110.585927 831.507204
- L 110.585927 831.144648
- L 110.948483 830.782092
- L 110.948483 828.969313
- L 111.311039 828.606757
- L 111.311039 827.519089
- L 111.673595 827.156533
- L 111.673595 826.431421
- L 112.036151 826.068865
- L 112.036151 825.706309
- L 112.398707 825.343753
- L 112.398707 823.89353
- L 112.761262 823.530974
- L 112.761262 823.168418
- L 113.486374 822.443306
- L 113.486374 822.08075
- L 113.84893 821.718194
- L 113.84893 821.355638
- L 117.293212 817.911357
- L 117.655768 817.911357
- L 118.018323 817.548801
- L 118.380879 817.548801
- L 118.743435 817.186245
- L 119.468547 817.186245
- L 119.831103 816.823689
- L 122.006439 816.823689
- L 122.368995 816.461133
- L 122.731551 816.461133
- L 123.094106 816.098577
- L 123.094106 816.098577
- " style="fill:none;stroke:#000000;stroke-width:0.5;"/>
- </g>
- </g>
- <g id="axes_174">
- <g id="patch_70">
- <path d="M 150.218051 830.836385
- L 282.188409 830.836385
- L 282.188409 814.226591
- L 150.218051 814.226591
- z
- " style="fill:none;"/>
- </g>
- <g id="matplotlib.axis_69">
- <g id="xtick_239">
- <g id="text_274">
- <!-- 0 -->
- <g style="fill:#008000;" transform="translate(148.309301 838.895448)scale(0.06 -0.06)">
- <use xlink:href="#DejaVuSans-30"/>
- </g>
- </g>
- </g>
- <g id="xtick_240">
- <g id="text_275">
- <!-- 200 -->
- <g style="fill:#008000;" transform="translate(205.873363 838.895448)scale(0.06 -0.06)">
- <use xlink:href="#DejaVuSans-32"/>
- <use x="63.623047" xlink:href="#DejaVuSans-30"/>
- <use x="127.246094" xlink:href="#DejaVuSans-30"/>
- </g>
- </g>
- </g>
- <g id="xtick_241">
- <g id="text_276">
- <!-- 400 -->
- <g style="fill:#008000;" transform="translate(267.254925 838.895448)scale(0.06 -0.06)">
- <use xlink:href="#DejaVuSans-34"/>
- <use x="63.623047" xlink:href="#DejaVuSans-30"/>
- <use x="127.246094" xlink:href="#DejaVuSans-30"/>
- </g>
- </g>
- </g>
- </g>
- <g id="line2d_69">
- <path clip-path="url(#p494d32dda4)" d="M 150.218051 825.041063
- L 150.985321 819.815084
- L 151.75259 824.66798
- L 152.51986 823.269222
- L 155.588938 828.298209
- L 156.356208 824.064907
- L 157.123477 822.421541
- L 158.658016 830.081395
- L 159.425286 828.462592
- L 160.192555 823.804869
- L 160.959825 823.948351
- L 161.727094 823.640452
- L 162.494364 822.29814
- L 163.261633 821.780772
- L 164.028903 827.827672
- L 164.796172 825.461781
- L 165.563442 819.188722
- L 166.330711 817.623448
- L 167.86525 823.517829
- L 168.63252 821.770453
- L 169.39979 823.53053
- L 170.167059 820.711597
- L 170.934329 825.545814
- L 171.701598 826.000113
- L 172.468868 820.723256
- L 173.236137 823.771209
- L 174.003407 823.874072
- L 174.770676 826.694332
- L 175.537946 826.115856
- L 176.305215 824.094984
- L 177.072485 823.296857
- L 177.839754 826.809744
- L 178.607024 825.134756
- L 179.374293 824.860385
- L 180.141563 823.553469
- L 180.908832 828.061057
- L 181.676102 827.838018
- L 182.443371 824.481733
- L 183.210641 828.890903
- L 183.97791 827.779284
- L 184.74518 823.167415
- L 185.512449 821.236848
- L 186.279719 823.358226
- L 187.046989 819.000085
- L 187.814258 821.753777
- L 188.581528 823.322443
- L 189.348797 820.911082
- L 190.116067 820.522454
- L 190.883336 815.196954
- L 191.650606 816.936672
- L 192.417875 822.096896
- L 193.185145 825.588801
- L 193.952414 823.781564
- L 195.486953 822.410181
- L 196.254223 822.669296
- L 197.021492 823.788331
- L 197.788762 826.531623
- L 198.556031 824.753482
- L 199.323301 824.219207
- L 200.09057 826.669397
- L 200.85784 825.025378
- L 201.625109 825.112608
- L 202.392379 827.002718
- L 203.159649 823.075158
- L 203.926918 819.894483
- L 204.694188 817.198506
- L 205.461457 820.588994
- L 206.228727 820.711244
- L 206.995996 818.048675
- L 207.763266 817.631012
- L 208.530535 822.276458
- L 209.297805 823.113913
- L 210.065074 818.71966
- L 210.832344 821.841915
- L 211.599613 821.507067
- L 212.366883 825.912151
- L 213.134152 823.767093
- L 213.901422 822.996492
- L 215.435961 825.245935
- L 216.20323 823.837733
- L 216.9705 822.022281
- L 217.737769 821.240304
- L 218.505039 825.311582
- L 219.272309 824.955092
- L 220.039578 824.01601
- L 220.806848 823.441954
- L 221.574117 824.226294
- L 222.341387 824.12061
- L 223.108656 823.136742
- L 223.875926 819.937992
- L 224.643195 822.94365
- L 225.410465 820.762558
- L 226.177734 821.433292
- L 226.945004 819.833513
- L 227.712273 821.379814
- L 228.479543 820.867266
- L 229.246812 823.143396
- L 230.014082 819.616213
- L 230.781351 821.172453
- L 231.548621 823.297499
- L 232.31589 818.962147
- L 233.08316 820.077821
- L 233.850429 820.249984
- L 234.617699 822.294924
- L 235.384968 823.004668
- L 236.152238 822.474539
- L 236.919508 821.615344
- L 237.686777 823.738783
- L 238.454047 824.111939
- L 239.221316 825.870251
- L 239.988586 824.280968
- L 240.755855 821.396777
- L 241.523125 820.851902
- L 242.290394 818.571015
- L 243.057664 822.230208
- L 243.824933 822.026557
- L 244.592203 824.705056
- L 245.359472 822.70208
- L 246.126742 824.752693
- L 246.894011 821.357389
- L 247.661281 816.57742
- L 249.19582 823.696967
- L 249.963089 820.121789
- L 250.730359 819.695912
- L 251.497628 823.673675
- L 252.264898 820.038631
- L 253.032168 819.484767
- L 253.799437 821.698584
- L 254.566707 823.415273
- L 255.333976 814.981582
- L 256.101246 815.739447
- L 256.868515 820.078175
- L 257.635785 817.437191
- L 258.403054 823.058103
- L 259.170324 825.15914
- L 259.937593 821.713831
- L 260.704863 826.1236
- L 261.472132 822.496446
- L 262.239402 822.31577
- L 263.006671 824.787537
- L 263.773941 824.599832
- L 264.54121 823.250146
- L 265.30848 817.924994
- L 266.075749 818.216745
- L 266.843019 822.025042
- L 267.610288 825.181903
- L 268.377558 826.277696
- L 269.144827 822.509076
- L 269.912097 820.205703
- L 270.679367 821.81716
- L 271.446636 821.304475
- L 272.213906 818.635232
- L 272.981175 820.990659
- L 273.748445 819.535755
- L 274.515714 819.789269
- L 275.282984 816.151955
- L 276.050253 817.513494
- L 276.817523 819.610976
- L 277.584792 818.373176
- L 278.352062 821.754864
- L 279.119331 822.250308
- L 279.886601 823.842584
- L 280.65387 822.99879
- L 281.42114 820.364785
- L 281.42114 820.364785
- " style="fill:none;stroke:#008000;stroke-linecap:round;"/>
- </g>
- </g>
- <g id="axes_175">
- <g id="patch_71">
- <path d="M 150.218051 853.8636
- L 282.188409 853.8636
- L 282.188409 838.763787
- L 150.218051 838.763787
- z
- " style="fill:none;"/>
- </g>
- <g id="matplotlib.axis_70">
- <g id="xtick_242">
- <g id="text_277">
- <!-- 0.05 -->
- <g style="fill:#008000;" transform="translate(175.366509 861.922663)scale(0.06 -0.06)">
- <use xlink:href="#DejaVuSans-30"/>
- <use x="63.623047" xlink:href="#DejaVuSans-2e"/>
- <use x="95.410156" xlink:href="#DejaVuSans-30"/>
- <use x="159.033203" xlink:href="#DejaVuSans-35"/>
- </g>
- </g>
- </g>
- <g id="xtick_243">
- <g id="text_278">
- <!-- 0.10 -->
- <g style="fill:#008000;" transform="translate(208.747247 861.922663)scale(0.06 -0.06)">
- <use xlink:href="#DejaVuSans-30"/>
- <use x="63.623047" xlink:href="#DejaVuSans-2e"/>
- <use x="95.410156" xlink:href="#DejaVuSans-31"/>
- <use x="159.033203" xlink:href="#DejaVuSans-30"/>
- </g>
- </g>
- </g>
- <g id="xtick_244">
- <g id="text_279">
- <!-- 0.15 -->
- <g style="fill:#008000;" transform="translate(242.127984 861.922663)scale(0.06 -0.06)">
- <use xlink:href="#DejaVuSans-30"/>
- <use x="63.623047" xlink:href="#DejaVuSans-2e"/>
- <use x="95.410156" xlink:href="#DejaVuSans-31"/>
- <use x="159.033203" xlink:href="#DejaVuSans-35"/>
- </g>
- </g>
- </g>
- <g id="xtick_245">
- <g id="text_280">
- <!-- 0.20 -->
- <g style="fill:#008000;" transform="translate(275.508722 861.922663)scale(0.06 -0.06)">
- <use xlink:href="#DejaVuSans-30"/>
- <use x="63.623047" xlink:href="#DejaVuSans-2e"/>
- <use x="95.410156" xlink:href="#DejaVuSans-32"/>
- <use x="159.033203" xlink:href="#DejaVuSans-30"/>
- </g>
- </g>
- </g>
- </g>
- <g id="line2d_70">
- <path clip-path="url(#pe9b2cea450)" d="M 150.218051 847.23258
- L 151.770644 851.219817
- L 153.323236 853.006198
- L 154.875829 852.766254
- L 156.428421 850.610901
- L 157.981014 839.450142
- L 159.533606 851.006614
- L 161.086199 851.366434
- L 162.638791 852.562839
- L 164.191383 851.884347
- L 165.743976 852.856443
- L 167.296568 852.477953
- L 168.849161 852.386612
- L 170.401753 852.186589
- L 171.954346 852.335125
- L 173.506938 852.058596
- L 175.059531 852.58509
- L 176.612123 852.454151
- L 178.164715 852.884141
- L 179.717308 852.735464
- L 181.2699 852.47922
- L 182.822493 852.63824
- L 184.375085 851.650558
- L 185.927678 852.714758
- L 187.48027 853.14085
- L 189.032863 851.87926
- L 190.585455 852.863786
- L 192.138047 849.4826
- L 193.69064 852.879613
- L 195.243232 852.533093
- L 196.795825 852.652165
- L 198.348417 852.415821
- L 199.90101 852.995127
- L 201.453602 852.90634
- L 203.006195 852.61362
- L 204.558787 853.008403
- L 206.11138 852.828317
- L 207.663972 853.011835
- L 209.216564 852.170573
- L 210.769157 852.797843
- L 212.321749 850.747728
- L 213.874342 852.224197
- L 215.426934 852.987987
- L 216.979527 852.780445
- L 218.532119 853.096967
- L 220.084712 853.177245
- L 221.637304 851.691126
- L 223.189896 852.566389
- L 224.742489 852.995771
- L 226.295081 853.131726
- L 227.847674 853.017968
- L 229.400266 852.702093
- L 230.952859 852.670074
- L 232.505451 852.30934
- L 234.058044 853.05548
- L 235.610636 852.404733
- L 237.163228 853.148834
- L 238.715821 852.832882
- L 240.268413 853.057857
- L 241.821006 853.155458
- L 243.373598 853.157083
- L 244.926191 852.966158
- L 246.478783 852.695391
- L 248.031376 852.898222
- L 249.583968 852.970219
- L 251.13656 853.072371
- L 252.689153 852.747184
- L 254.241745 852.528094
- L 255.794338 852.929761
- L 257.34693 853.047333
- L 258.899523 853.146739
- L 260.452115 853.127266
- L 262.004708 852.926281
- L 263.5573 852.782184
- L 265.109892 853.007691
- L 266.662485 852.87246
- L 268.215077 852.66205
- L 269.76767 853.109664
- L 271.320262 852.918344
- L 272.872855 853.115241
- L 274.425447 852.944201
- L 275.97804 853.168256
- L 277.530632 853.103573
- L 279.083224 853.125726
- L 280.635817 852.870519
- L 282.188409 853.16835
- " style="fill:none;stroke:#008000;stroke-linecap:round;"/>
- </g>
- </g>
- <g id="axes_176">
- <g clip-path="url(#pd0f3993637)">
- <image height="27.6" id="image9124c425d1" transform="scale(1 -1)translate(0 -27.6)" width="33.12" x="302.751591" xlink:href="data:image/png;base64,
- 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" y="-820.217232"/>
- </g>
- <g id="LineCollection_106">
- <path clip-path="url(#pd0f3993637)" d="M 317.734464 822.39175
- L 318.339832 822.39175
- L 318.642517 822.694434
- L 322.577413 822.694434
- L 322.728755 822.845776
- L 322.728755 823.148461
- L 323.78815 824.207856
- L 324.090834 824.207856
- L 324.393519 824.51054
- L 324.696203 824.51054
- L 324.998887 824.813224
- L 325.301572 824.813224
- L 325.90694 825.418593
- L 326.209624 825.418593
- L 326.814993 826.023961
- L 327.420362 826.023961
- L 327.723046 826.326646
- L 328.02573 826.326646
- L 328.328415 826.62933
- L 328.631099 826.62933
- L 329.236468 827.234699
- L 329.539152 827.234699
- L 330.14452 827.840067
- L 330.447205 827.840067
- L 331.203916 828.596778
- L 331.203916 828.899462
- L 331.809284 829.504831
- L 331.809284 829.807515
- L 333.020021 831.018253
- L 333.020021 831.320937
- L 333.322706 831.623621
- L 333.322706 831.926305
- L 333.62539 832.22899
- L 333.62539 832.531674
- L 333.928074 832.834358
- L 333.928074 833.439727
- L 334.230759 833.742411
- L 334.230759 835.558517
- L 333.928074 835.861201
- L 333.928074 836.163886
- L 333.62539 836.46657
- L 333.62539 836.769254
- L 333.322706 837.071939
- L 333.322706 837.979992
- L 333.020021 838.282676
- L 333.020021 838.888044
- L 332.263311 839.644755
- L 331.960626 839.644755
- L 331.657942 839.94744
- L 331.355258 839.644755
- L 328.933783 839.644755
- L 328.631099 839.94744
- L 328.02573 839.94744
- L 327.723046 840.250124
- L 327.420362 840.250124
- L 326.663651 841.006835
- L 326.663651 841.612203
- L 326.360967 841.914888
- L 326.360967 842.217572
- L 326.058282 842.520256
- L 326.058282 842.82294
- L 325.90694 842.974283
- L 325.604256 842.974283
- L 325.301572 843.276967
- L 324.998887 843.276967
- L 324.090834 844.18502
- L 323.78815 844.18502
- L 323.485466 844.487704
- L 321.66936 844.487704
- L 321.063991 843.882336
- L 320.458623 843.882336
- L 320.004596 844.336362
- L 320.004596 844.941731
- L 319.853254 845.093073
- L 318.339832 845.093073
- L 318.037148 844.790388
- L 314.707621 844.790388
- L 314.404936 844.487704
- L 313.496884 844.487704
- L 313.194199 844.18502
- L 310.47004 844.18502
- L 310.167356 843.882336
- L 308.35125 843.882336
- L 308.199908 843.730993
- L 308.199908 843.125625
- L 307.897224 842.82294
- L 307.897224 841.309519
- L 307.59454 841.006835
- L 307.59454 840.401466
- L 307.140513 839.94744
- L 306.837829 839.94744
- L 306.535144 839.644755
- L 306.23246 839.644755
- L 306.081118 839.493413
- L 306.081118 839.190729
- L 305.475749 838.58536
- L 305.475749 837.374623
- L 305.173065 837.071939
- L 305.173065 836.163886
- L 305.475749 835.861201
- L 305.475749 835.255833
- L 305.778434 834.953149
- L 305.778434 834.045096
- L 306.081118 833.742411
- L 306.081118 833.137043
- L 306.383802 832.834358
- L 306.383802 832.531674
- L 306.686487 832.22899
- L 306.686487 831.926305
- L 306.989171 831.623621
- L 306.989171 831.320937
- L 307.291855 831.018253
- L 307.291855 830.715568
- L 307.59454 830.412884
- L 307.59454 829.807515
- L 307.897224 829.504831
- L 307.897224 829.202147
- L 308.199908 828.899462
- L 308.199908 828.596778
- L 309.107961 827.688725
- L 309.107961 827.386041
- L 309.71333 826.780672
- L 309.71333 826.477988
- L 311.075409 825.115909
- L 311.378093 825.115909
- L 311.983462 824.51054
- L 312.286146 824.51054
- L 312.588831 824.207856
- L 312.891515 824.207856
- L 313.194199 823.905171
- L 313.496884 823.905171
- L 313.799568 823.602487
- L 314.707621 823.602487
- L 315.010305 823.299803
- L 315.615674 823.299803
- L 315.918358 822.997118
- L 317.129095 822.997118
- L 317.734464 822.39175
- L 317.734464 822.39175
- " style="fill:none;stroke:#000000;stroke-width:0.5;"/>
- </g>
- <g id="text_281">
- <!-- C36: Tot. var. expl. 1.2% -->
- <g style="fill:#008000;" transform="translate(302.751591 814.633897)scale(0.07 -0.07)">
- <use xlink:href="#DejaVuSans-43"/>
- <use x="69.824219" xlink:href="#DejaVuSans-33"/>
- <use x="133.447266" xlink:href="#DejaVuSans-36"/>
- <use x="197.070312" xlink:href="#DejaVuSans-3a"/>
- <use x="230.761719" xlink:href="#DejaVuSans-20"/>
- <use x="262.548828" xlink:href="#DejaVuSans-54"/>
- <use x="323.367188" xlink:href="#DejaVuSans-6f"/>
- <use x="384.548828" xlink:href="#DejaVuSans-74"/>
- <use x="423.757812" xlink:href="#DejaVuSans-2e"/>
- <use x="455.544922" xlink:href="#DejaVuSans-20"/>
- <use x="487.332031" xlink:href="#DejaVuSans-76"/>
- <use x="546.511719" xlink:href="#DejaVuSans-61"/>
- <use x="607.791016" xlink:href="#DejaVuSans-72"/>
- <use x="648.763672" xlink:href="#DejaVuSans-2e"/>
- <use x="680.550781" xlink:href="#DejaVuSans-20"/>
- <use x="712.337891" xlink:href="#DejaVuSans-65"/>
- <use x="773.845703" xlink:href="#DejaVuSans-78"/>
- <use x="833.025391" xlink:href="#DejaVuSans-70"/>
- <use x="896.501953" xlink:href="#DejaVuSans-6c"/>
- <use x="924.285156" xlink:href="#DejaVuSans-2e"/>
- <use x="956.072266" xlink:href="#DejaVuSans-20"/>
- <use x="987.859375" xlink:href="#DejaVuSans-31"/>
- <use x="1051.482422" xlink:href="#DejaVuSans-2e"/>
- <use x="1083.269531" xlink:href="#DejaVuSans-32"/>
- <use x="1146.892578" xlink:href="#DejaVuSans-25"/>
- </g>
- </g>
- </g>
- <g id="axes_177">
- <g clip-path="url(#p59e6dd7711)">
- <image height="33.12" id="imageca27d8365e" transform="scale(1 -1)translate(0 -33.12)" width="33.12" x="346.009274" xlink:href="data:image/png;base64,
- 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" y="-817.42139"/>
- </g>
- <g id="LineCollection_107">
- <path clip-path="url(#p59e6dd7711)" d="M 358.517454 820.086692
- L 360.330234 820.086692
- L 360.69279 820.449248
- L 361.055345 820.086692
- L 361.417901 820.086692
- L 361.780457 820.449248
- L 362.143013 820.449248
- L 362.505569 820.811804
- L 365.406017 820.811804
- L 365.768573 821.17436
- L 366.131128 821.17436
- L 366.493684 821.536916
- L 366.85624 821.536916
- L 367.218796 821.899472
- L 367.581352 821.899472
- L 367.943908 822.262028
- L 368.306464 822.262028
- L 368.66902 822.624584
- L 369.031576 822.624584
- L 370.844356 824.437363
- L 371.206911 824.437363
- L 373.563525 826.793977
- L 373.563525 827.156533
- L 374.288637 827.881645
- L 374.288637 828.244201
- L 375.013749 828.969313
- L 375.013749 829.694424
- L 375.376305 830.05698
- L 375.376305 832.594872
- L 375.738861 832.957428
- L 375.738861 833.319984
- L 376.101417 833.68254
- L 376.101417 837.308099
- L 375.738861 837.670655
- L 375.738861 838.033211
- L 375.376305 838.395767
- L 375.376305 839.120879
- L 375.013749 839.483435
- L 375.013749 839.84599
- L 374.651193 840.208546
- L 374.651193 840.571102
- L 373.926081 841.296214
- L 373.926081 842.021326
- L 373.563525 842.383882
- L 373.563525 843.47155
- L 373.200969 843.834106
- L 373.200969 844.196662
- L 372.657135 844.740495
- L 372.294579 844.740495
- L 372.113301 844.921773
- L 372.113301 845.646885
- L 371.932023 845.828163
- L 370.844356 845.828163
- L 370.4818 846.190719
- L 370.119244 846.190719
- L 369.756688 846.553275
- L 366.493684 846.553275
- L 366.131128 846.915831
- L 364.680905 846.915831
- L 364.318349 847.278387
- L 359.967678 847.278387
- L 359.605122 846.915831
- L 356.342118 846.915831
- L 355.617007 846.190719
- L 354.166783 846.190719
- L 353.441671 845.465607
- L 353.079115 845.465607
- L 351.085057 843.47155
- L 351.085057 842.383882
- L 350.722502 842.021326
- L 350.722502 840.208546
- L 349.634834 839.120879
- L 349.634834 838.758323
- L 349.272278 838.395767
- L 349.272278 837.670655
- L 348.909722 837.308099
- L 348.909722 833.319984
- L 349.272278 832.957428
- L 349.272278 831.86976
- L 349.634834 831.507204
- L 349.634834 829.694424
- L 349.99739 829.331869
- L 349.99739 828.969313
- L 350.722502 828.244201
- L 350.722502 827.881645
- L 351.447613 827.156533
- L 351.447613 826.793977
- L 351.810169 826.431421
- L 351.810169 826.068865
- L 352.354003 825.525031
- L 352.716559 825.525031
- L 356.342118 821.899472
- L 356.704674 821.899472
- L 357.06723 821.536916
- L 357.429786 821.536916
- L 357.97362 820.993082
- L 357.97362 820.630526
- L 358.517454 820.086692
- L 358.517454 820.086692
- " style="fill:none;stroke:#000000;stroke-width:0.5;"/>
- </g>
- </g>
- <g id="axes_178">
- <g clip-path="url(#p6493bcb416)">
- <image height="39.6" id="imagef90499b040" transform="scale(1 -1)translate(0 -39.6)" width="33.12" x="389.266958" xlink:href="data:image/png;base64,
- iVBORw0KGgoAAAANSUhEUgAAAIoAAAClCAYAAACDfWWHAAAABHNCSVQICAgIfAhkiAAAIABJREFUeJztnX1sXNd14H93Yz4S5IAcYsGhwCk0I6xFClJgEqhtOU5hBkiiIAmqFHWjAglW7datF202XqDBppt614s11kXrRbBYF+miLrJoVQRBlA3QKE27kd3d0mjdUHYBj5AIIhXAMwQkkMMCmhmIBPmY4u0f79x7zqWVZiSRkpx95w/Oncc379337rnn+8Nl2U5GAQX8GPhn93oCBbw7oECUAvqCAlEK6AsKRCmgLygQpYC+oECUAvqCAlEK6AsKRCmgLygQpYC+oECUAvqCAlEK6AseuNcT2F/4LnBOxqvAjIx/695M510MBUUpoC9wPzne4+8C8G1+hj+UIw1gXsazwJCMh4CWjL8DdGRcBj4i4+f54X5O9l0H72pE+Z5wzvfyPWAJgEGeJP2+nLABjMh4AkYr+XAOqMnhrwFpW77sAGP58LMleFoOv5cvAWvy7S0UzVZRNDvA03J8EWj8hCFawXoK6AvelcLsX8m0P8ibcqTLPE8CkGbklCE/DOsy3oCeHH9tChJnLnhNPq/o+b8/D5PH8vF7aZHTCVAKIuPraT4cX+U7cnQlg5rL5/g08OxPAHV5F7GerwHwFT4ddJeGfA5BWKQ/zYBL8qUDDMh4AqjKeANFph1A1ppzwOvm/C/kw6x6ipjd+BksQbaSD91BxuQcK+sMobLRi3xDRp/48Y97n0HBegroC94lFOU3+TIvAfAUp8l3NcAR+TzNl3kYgJeBC/JE2Y7LqQcwOR4/5pZ89lKUAr0C/KWMy8Av5MPKp2CNSfPLX5RxB09pTgTWlIu9ZXPGRX/rZv4xfQiW+LIc/KV/4rnvH7jPZZSfls95nuI5GTdQRPGwwFOyYEs8yaI7nR9OHoIkR4k6ygJmzBW+k0DqxY514LCMhwlsq30dGBDVqJQAB+SkWTyiHNk1K68jXQZlcyL/LDfAfeIpAEYd9Dxiu/tXlilYTwF9wX3MekaAx2R8gmd4FoCXGIO0lx9OpuX/MxwXU32TnHoALHKCec4DMIgyqlUz/hqw7O0ur5rbj5EbXIBsbhClIlucEHrxSgqVJD96AGVnnehs1ZPaN2TQhVERrHspgXL9rINzfE9O8jO8P+A+Yz3/3Izn8NavZ3g2J+EevCYTmMlapLROmvECswDM0wgLWYZwvVmgKWpwOoAa6AYgQ3ToFEg8Y3lMpZEObFV0Jv6MdgZrTix313swPgrA8VIXgK2S3t9qYAcq8G3eC8DH+QoqC917KFhPAX3BfUJRflM+h1B9QcerKO2AI+As/QBrBOsA3xK7iOM8o4lezf7KU5cD6L5tTecsCuA8k7kWBHAUqNYBOM1CuEalAsdlfI7TnOQMAF0HgQGOX2aMnJJ4v1PXPGXbTP+PdmCx6uf7aT54H9ld7gNE+SZETMGPm3gmMoT35IAwCxl35bPDspe0rhFUYgag52WBjiyKHB8dz4dLnKLGWQBWrkM2Lozr7Xbw+1AdxUsdS8TOxXPC2sgucm79TwFwAxnz4w2ZmSKFZ1nzGLmljGpF5vgCcFmszZ+5Dyy7BespoC+4h1rP78nnErqPuqhI2MFL/rMshF05A7wcCL787s+W4UP50G1mukPHoFLKh+3rwKYcH0a3OTAtMusq0G3Ll6Y5ZwoVcl2FGdF6hoCGoSiB0F0zj5TI/QAezz9OuSzQzQaw4l0IG3rPzHlGBS+wcM/9RfcIUT6FMpMOsSnMEmo/XkW9J4tw/WI+9O6XGjB+EID5cDDnHP4KSygKrlxFF3KHHBGArOxyxyDkxrEJGZsFpA4kouowRGCVWVsdkAuoIypFfUwPymcZPH7NlDJlmxvkiAVkSc34kSr8lSDnB+8RwhSsp4C+4O4KszfEAFJ6AqXT1r8KuhXLzIj4t8QktP8oPzwBjMu2G/dmrRlOimFtFVjyukuaQvIoALMssnJdTl9HKcoAgRK4gUxtJ8PmnGsoO5sAEv8PQ1F2UBYDKlB3CFQiUKiEQA07xzTkYahkaWuLZX/PFLJSToK+ROOeCLd3EVGOKZ8H1H46xLwgxFsohW8xwxLGaGVZhaiqJ4V9tYiNXY5tALLUQdIE4GKKsoYUXdQJdF7r4DwnnoCsa5DmZpD1dJyMKkIc7mmMSxM1EA6bTxmv3XBQytnmcVrRlln2sss6DJbyDTQHfOZHTGc/oWA9BfQFd0GY/Xn5XEON66pynOIM35Rxanwna5mGCLCOmkyGwU3JlOXcJIltGx7K5vvFG+guH0EpVG2XZmS0lWxMKEqLOADKT9+pfeU4S+GnS0zCVbHaXEKfY0qvHWAYJa7JKN7BNM8Cr1nbkLCtSmIF9LvHgvaZ9XRQh/sqasHawhqwPFQSWPPndAjqrGtl+nYm9LhnGXMEJSJyzkHOzgBGS9DzMsIAETvxyJSNuDjyzbOqCT2XHcD5la5zWmQqG2JwgjUaXtOpwtp1QTivUV1BkWfEPM/RHvAaAAvJIDWXs9AVj2Dkr6UtCHTcPcDiXUKWgvUU0BfsM0X5FcKezlJwnix0OSFm8yaQivt9qwQRPRgwn0IBsvFBXDvfaRXZqGOoWx/UM2ttJ72UmFoIlRh1eTA0iNazLhe9hLKqKYKxLCd4ngYpCzX2O4bQXc8OMP7JfHz06/7xlcV1gKsyntDnZCOlNZ5rb/NuO5y+CrSb8uUQfFGW8HP7TFn2CVF+Wz7XCEtoo96ZDAypd4PAsw+Yv4yv5sgFZJUxAgKlabB31eUa5zlJCK9OU1xTVqmFBk6PoIhntK+e8bMwQSwX+dUZM8cnwCPKaRaMhXWemjgMV/3vBWYr+aZolMSiPHtB/7muz09KzOYEFpgJGt4W0JZzVlHG/gIP7Kv1tmA9BfQF+0RRxnR4VczQw8C4J9ktFf66KLlNoGZSHhqeDLV7Sg3KsC2+nkmxv7g/PqdsZQrVkK6iu3UK1TrWiQVVK+R6IdQKsyMob0kO4inKGeY5LlTEXV9Ql4KnYgCHraAr+YmVy1Dr6T192uKhBI1sa5qLrBrHBDwhWtok+qYt69sP2AdE+e+ECgLtCyrpl4Hycj52FVVjJwhIsHwdKuL+bzCp5B6MU24a92/EYW+QJ7Kc+gXeIYpYC3DVjA2iHHRAVfjamPHdJOTBJ+QWUw+rQM/HLlwiSjYL0IK2IIJ7JGdBmZuFuvirpoCSD+kso0u/Cjfa4f6NgXzTzLgsxMyc5Tm+zPNAziV/IMv54D6woIL1FNAX7BPrEWJrd1YH3fVJmVagtyvBbF4Zh7VgEdlStjECuNzM7X5nSfNw/CUmUENKHbVLWPextb8YrYcpeEjuk+f/icBZWoOSZxpb4fg8GoDUy3Y9402E5cj8L1qUm2owLfdcSmaYF0F1gVOoeDqk72tTn2MpGeNU4K1NnuIZGddQ3W/vY233EFF8sQnreSEm+QFWc7lDIKvkK36cFrqyByDRsEh3XUxzE4TELI8o2YQL+ThuPYtlDr9Q1rA1QTj/YAUanDZzq+v9gyV5KBy3QREPObjo77Vjpm6f2QZse1iHpnC4eWNyPMVZzoaAya1Y8HA+tKHMWU6YOXpjQJM4OnBviwUVrKeAvmCPKMqfoAR5QTP8N80pOyiZfr2nZHWWkNydy/temNPsmOMsROd7ipEdErHuKtR8yugmqt0MoL8b0N8xQR4wDbQ4iW7dMickdRXgvOzu45yLdBBP4DvAQ6KBNKZrkaDb2fUJalikqzVZLldgLVCIIWZFi2pYzdHZ7ERQ9nSAoOJlr6iBsPoYPql/r9jQHiHKEsHgdbWtCLG7aoDXgK6h+DAM3UzUYDeKEvYDTMpLa7+NahRleOhQPnxBwglaVRMLV4XUI0rH/G7T3LOas40cttAYmC3Oi6QyY+y6TfOk7QzaJpZlVRBllhZLIURzFWW/Q8zLYvpzm6XcAeqvN+PyWJolTgTm4bJuFHTtswm6xg79NGd42VdWuIJuzOofAp9nL6FgPQX0BXsUZvDbcOO/5sMfoAanHWLS74W6q6hhy/o3RhBXO9TosuJdv/4T4MOQVfOE9efEhvA8pzgpviPrRrkMpN5mYsp0VaqwFoRGu/sJOTg26TzOK4Kej5QzuRjT47AU1LBV/YdJDT1ucoKs2GlzjDys2GDwDspuy87E7H6EwPLby/oeJRBKz/kD7hTuCFH+QTjXi8CL3gz0dqqWUWuhTIi1Ac8eyiirSggvwbXXCIEqDXP+r8K/k/f0YtBWGswbd7/N+/U4lt5AkdYY6DKczrN0MMgZNkDTIsoSM7hMNJUmGjU/PoiVdbw28xZx1hLkirYquHEsjUfylevEhkMPJoPg4Di0AsJfVsEnRU0LyTTwfe4UCtZTQF9wR8Ks13Ne5AWC/WFiWVmMLXsFiuUDhMRtGIIk5PDllATyrWZVBnNNX4brm5LCuWx3XxkQijODUpeVTQLlyjZN9Nwmqg2VdPdvoRTAF+LyN/DhDe2yOamdEnIRJ9qsyjm9lPAOyiW9tr2PhohrINfqOKS2rooN1pZnXZkADpmpNc0zeQNkFMZ1+7BHWs9LhDc2gvHLmJi/NDUkPkENW+A2BDleRwvZJAQVNs/9lfGUmphSzzSvoKohsCz3Xx4jtm56rcfKUVWUt19doTUsKzyeMChaVRMraUxG+BvJYIZFhOUxbMAfW0C1nkqiZr06yobGgEVB+N4GuhHszQ9DkKRutPUdDKCIVRoi978B/FtuFwrWU0BfcEcU5eOclJER/XbIo52BfI8IpUk6oUxWfkz3kU8Y71VRgXeKQD6nnZJ/q9Vc9BNJUCpmSD3r5viUmPoh9xX53T+M7tY3zW/LKduH8/Pd0Yym/PQE55TbDJjzO+AmVC8IekdC8E2teA1shOB+aJdhcTz8zNfu4WVOhScdPHSe9Afyjyvsiikw7hITW6vUbQtl1gVFKWCf4bYpyps8wMNB9KpDlkePswEM+AIlZdTr+lKgBDPA2VBAXOuGNOY0frXiYC3QkVmUww+FeFufXL78ICqQ7hKesymhCjsZbiO/eDavcZkuycKOzzZM7nGXMM5wcCyPGTlunHhJCVKxqbgdvQ7Ait/1m2idFSNHBWHzY5p5ME93l+iZy0hzwAWft9xBSWoLDQYrDUH9JupxumIo+e3DbSPKw3yFwG6y1+KgHc8+SlucFN9J0/xWawEANLTGCFumSI7NylEd5DhnwrVCAHMXDUbqosapBxUhDiawKi/PlTM14avClQvN3siVsIvE5/N6C1M7H8iuufDcblMmdJU4kMq7gDwSDqBsYgcmxapSx9oWtfrbIvO4uhjrNtGXuUGoJ9cAOvJ828ksQeRPU3STHeN2bSoF6ymgL7gDYbYJN0SctF7iZNc5AjPEZnAVwixZ7OTlI4Boq7vL+O19wdpM/GfLjIcJFGWylLEmUmOrbZK7qgk1Ies2iMnVMrLDSiECRRmPHkqvs0Hs7N49L4hCPQPsolbWnK8JjOdMcNdQHqaJJIPthJMCtDP98fHxBov+n4mNoGlyu3AHiLIdF6YJtpPROHlb4DHg+SCXWF/IJFb+0LSOLb3OjRS6gjhXUV7v32qXOG1TyPqaqbfiJlq6gG30nZmAo4fGAZ6QfwxyQiokrAEN8XBv4zSltQOuI+MNM4cuikADqD3IgkEUy2C9fWXV4mZ2gZbLXSRuYFuf+6iJ+XaQynu5UAacN+Ptzji6PShYTwF9wS1TlDflJw9zWTUNN03kihOqMMmi6aj1HDbWRI3VPqYccgaliezzLjfRL4w4pSK27JW1inrh8LDUwAfIwF2THb+OsoDXUQHTFB6+fCxPDofYq1sGcJ7SwIflszEO7d3BWRCX/rJmfpvc5Z/nLdiyxYnl2dIBoCypLhvAiCTDlWZwR5fC8ZZQntS6djdgpqS1+a27YO02I/RvGVHUFb4G7lEZW2/IVlBfD6Co8QzP8xJflG+LxA3a8t+f5uXwUGc5EbiDI1PWVieWATz4RTiap4YCOUJ4ldXm7Gya25vwg7QGr3kXwo4GC5VRBLLJ6EeA9rCeHxXn8YhrjWBe6/kqGitVg56/5wRRwUv3sKjzIy7EzJ5mKSoZFgob25CO3TG6Avn0pPryLWo/BespoC+4ZYryU/jAz0l0Cw1xmpcBOMNzwQz9YhSON4atC6swGH5ra7iCj2cFt3NOhcN1tGieN2vPaixPmgFvyPFXza3qqB/yQWLhd3dZC3IvRN0ctjGw3n7TdMSR96Z/YRD0u6gw6y9YRtngJvhGZtlHHW5OqMgVF+wyY+MZXbE1tdBSXtZCMp1AU178EWIB2TL82xVo7yBw6ed3fdfUiptL2h3itgIa13VSEKVF7D31V9mCEBvWs4hgb+PHHbSL1yV08Woo61lHraUjwK/mw+xBl1tqIbLwjpaU5TZRayxANp4voLveUNYygbK8TTQ1RBZy5c/QoCyDSNmvO6iquuNVeMvuDuz6vh3JePlLmGUtvMcLKcEYmR2ypZD/nluBgvUU0BfcgR2ljoYuxZHsURJX4BlLKBWZRavIWxP+ECflmjYUcQhNOlhysPCoSWVAIta9FtEiNsPbeBQb0+E3rrV/7EAmdN11s0BVejuA8fBaGJTnTsYhfUQONlE28wZBQF0RG9joz0HPz3GBSPD1VKSVOVobwmNKFQbFVL8FbHvNMGvHYZKJ3t43i+KS3v/EoQXOc+rmD/Jj4JYR5cvyk6doUpNFzS2IQhBTE+mV2M44W3oOB1BmYitX14PWOoT6zaxEs8AJBkXWSY2LP7KKmlr4kVXUBn0PmGMeyep6s2xC2VCWDOJu5AuYlIhCGkKujgVrcJtH5Z5xvU3jUznWuKOtYGGtuYyWT125hklH3YpK9/jqMmtuUh1+WS84obrJGINO3tEYkbD1RdFIb7XwTsF6CugLbpmiNMLogBGqjB1lY8WQgB4g1YWiGiMm/+KGkRpLQ3k9WIBUE6a0KjzAENtCa9wbMhtrw7DUxVZzrKPakvEHRWGD1YPwlhi5upDNmRZRQnV2N3/y4yQx1GVXCkqWmALJ/mTZ5gfndnm9nMQSD/eMj+lIoMuWus6zxoInRzumFm+5x3YiNWQOLZr2V7dfR+WWEUWVqxmlaNdfCSpekPzhnRbKkKJhkMO0uSe9kMeEkMd3rMh7aiW2NM8QNUHX0ffnR3pvE2cnev71OrH66p1oI8TpIoI0NVq0jjr9rXdQulFFDtOUkhGtI7eWOVXX0RKnWcdYlf1jJymQ14ppTTlmK/m5DWa1Dd4I+Pr/z3Au6vUcL7Z8S1dUXkkJ1bU/gnKeMWJEuxUoWE8BfcEdaD2LLC3LdnoVy5OUrNso+AHi+rC24qMHW2ukTED/1wYIG+eEO0sreKElFjRZwZUz/Z3Nd7YeZtOeJYqIE/vKFkDy2fzLBxZQv9McT8g5C5xEk+df1h3aQO03G2i4gjfPW7Ds8Qo0fMRd5YmQKek9M/50b8exSWJnOUUgk6XLsJnqc6c5xTqTzOA7iH2JF+8e69GkyJYixxViP4fnE1Z1A+XbVrvd4aapk0kCqWdjBglfOQonP5Ab6M55Va/a0YW31QxMvAbDZj62h46pS+/jyfTHdSB/wQvBT1XHSxWLzMchoP6aBrHDdwsJcaiEN85VmtiG2T468ADwYuj7DGqt20J1w7m8NhzktWdCNN0y1PN0388kW3zDVGu4FShYTwF9wS1TlAsi2buRRU1/MGwCiEm/3cV+l42g0j1b8NdCMjsEyWt7fAx3TXxDr6Kk+ih8y/tOKrloPUg3ZIik70PjZ9dRb2zHHB8jZgkyx/QGkIiWlmhNks/Q5JQUMMyrHdmmVAKPEIoWD7pM3f4d8f6CUpYmSu0s9clWwHlqMaMUE4i9Nx7si++oILyOssEO6ro4+fs0SjlFeZJbg1uXUWy9Eb9gNrrcdLEC9OWMoR0RmEezu7+upLeDqb/WUxZiKz1GpFoV9JDJV4KLfl5/h/ohd4hLg94kYT0ylKUpjPgOXOWwHKc4b0pjtcDld346WQznPAZcFtzojMMYmVxesOPQFpRFo6qjCNwAhuWe5RXzvg6gJoht4s5ozXzYbsfszGYT+Hfagu/6KINbhIL1FNAX3DpF8UjeAXfY5Ml4QW6dONLLC5lVUI3eb/P8OtbXEmwNXZQ9vI+4EZNszFmJaQVoyMF5WrrhasQk3saxepgQW4efu5/LYUKw0CwNbTJJLXQbO8dJtEFmrPh56rKFr5JkoQzjP5sPxxu5DQRy+0/TzHFCXkZ9BSrWT+bf36rGFW8Qs1z/3o2diAEV1W8VbhlRDgr5XknzhgMAVJ+AYZH+G8R14/1ij0+jq2Ze6XgCc8YA50+x0ebz5jqHtYrkoFjW0owQfrnl7wu53GC1IVOaK+T+DLuY9Rm13VV9rTRMEtUQ50KczXE8VlrJwbo/D0AozbUQWJaNjxyCQ4JW3V4c9G0j1nztHMooomzl0X/A9CFY8i+hQcyGPCuePpj3HgAocUtQsJ4C+oJbpigt0eefSZ7npRAq0BSKATy8rMJTJUE9NY8xI6W0lryHFMA9BB9+p2G5RgvZLHk1o0PvNBUFzWIDJks5dakj5asgp9Kym9yA6YdsMvncSBbSToHIPO9jZnN9Q9MfnuNFIO6S/jWUGGwzGDqDzLosELJTwrLKxHFmv2/b2XoZH7erPLunUYZ5ZGkQ8peHgUMP5V8mLuqzNgnXOUWL6VukJB5uwzKb8+oZ8zeKQSkBJUt4cx4+yPOxVTDUThky19GQgxaTml56PYUB0RJK05DlVsfM57rsbOd1bIC1ZPCmJa0yXNyexTZQ8KTZOvNKo3Rv+HgQi/BLweg4iDKB5TaB5brudnBATpe02Gccgp7DdyA2XPrX8j4zfxugfWNF5kNezdsGd4sh0G1mYbrZYRee7ywv8Hme5XagYD0F9AW3QVFyv8Fn+Da2JW1MFVRYddfFZLwDa9IhwpUzMowL37t7s5XYQOdpULkdDHTHWWJR2tH7RkrvcGBYj7FQLnd9O3YpGDvVYDWnNNuV4+YfzbBzZ9kOWk+NRk7t5Lm9QM0wcVMooQKdUlzt0U/PB1p0QIXsOip8H0pMWMIowVKUXDAPWGfUlPuqCe3KKpN6TuWTeC7wJZ7lRb4hv/0EtwJ34BTscEpkjrO8wDf4HABP8hWiIlQ26NmvwSa4KXko2xrMGtyGe7iRnLA/kcRBlD7Hxl9u2inPP842i4lH2g4znvDb0AJbRbujcSQ1kzTVQpsZNJiB6xIWgIPxoIJoqEUJlm2zBlnwI+gW8q/iLYgi+bakDltah0fD65iDxGftGFRLps2VZkKIaAe1F8+Y4Oq8zr+q8G+KTfbhIsKtgP2A207X+CEP8Cvme10+x4DPhdYg38ELWDW6tK4r9fBhAdm6i1mCiWv1NoJs+jg2keO4+F28Ab/FDH7fjnGObmoMaFXfkGlNO5M3UYF3ALKqsMSxjIMlf02v0QHZhbi2SdWMQ1E9ZRWOjEdF3lzkFE9LnKrf8Vr5JE5uGcN4xGlgy6THgQY5r3qG87wU3vUqs3Kfy6hLo8Hx8G6+xJlAmW81ZvaOChJ/XjhXE5Xs84f1hqXdpqdmPkx7mrFlqxm20HDFBJzovwcP+QBuiCMyQuwfszKDizdM7nGLONRAVsTtZFEXMO/cdJcyskdnzcl+oZpwVbAs1euwjrLKUK4z79K1ZDILjotKa3OZfTbOmr4Vum3HpES7HSFvOunhuGk+6bdMDUzblmb4zyxLNNryDi4RtJ6nKxkv32buccF6CugL7qgq5Iv8DQAu+5ld/5E0vA5qNErMXhjoEfaX9TR3UCkvjqjOfTh4M/jutMhZLREzghIaW/FxHTVmHRvE1bWQzphPy5hzgA9/MAJklmqvQbbgei/81gvIjiwK3hos5ZqfNa7ZypZe6+lmTpXEN2BNYnbH3p9xSqjIWeaDnrXGzQMOLAVsMKlhBq+iPZs/xW3DHRYkfiz/aO467GUOgyiu1iUrDer/E1mIZEudX1MoKb+ULyjASbbNstXxRfA8zBjnYLbu4upLVv4J/o+U7BFhNwOG814Fqj2dl30eb/BzT8C4LPl4k5q/9w0z9w2J1gfaIzAqOOaf4ZUMsoap7OQD068ShL1eCmcTzzdnDDvvoiiySiztmIJE/lmNo/N2A6uhYD0F9Al7U+K8igqHI1quKttxoWQnfwnuaE4JsmPanAgOwLgQ4kdMSa8OoZPYufEZ4rzBnMR6AS8XHMXm0ER3dpmbt7zdREuGDhgK1ETVtw8MwQ3DYjyMvBaozQkWw+krI8TFGswcemJTOeNyqnCm84q+rxYaiDysAnw+Fwk/SFZjYdprXR0zt4HUGB5Tfe4JwvE7oSh7gyg2vqOJFs8bMAVwrNvc5DjOs2Ck+154Udmwg5KXC4ZQ4UUtuotBhb1M0H1NqEtUc9aCNf7tEC9akJm2tO/N2yv623Wg7sMlTb0oG1dj85w3UENfRRTkEXOfv0BZz+PoO7pizQOTUDVRbVd7+ny2aM7N+kQfJoRonL+DfsgF6ymgL9gTijLqoGc9oF7Ktmmk7yOuTCOs4rUb4NbznZatu10RcTmcomHsBV2UDYn1Jk1j7caSXT/e3d/wZruvhpYeZTsYrRYOjWkkmSkLdp754E7Y3eEjur78xg3kVDHbcXE0mp/XUfR9XSMY+dzAGj8rZv5z1KBjWPQh8WUtb4f7ZFNO/UdjxLak24Q9QZQ6cNG69m1/YVmo0apV55r64jdN9ecdE7GeaDeuMnDa1FDzTMi/08UBpwhh01it1mPbw+xOTHvUs7gjzMh9bE+dz9PlRZEvapXzkcErQJkYWa1c05RPv5mOEtWc8xvIfSiLwx/8Na7Bt/zGSepwTPhmuxeqLETReZvmWaeAcds67vagYD0F9AV7QlHKcNOkb5s6egS4IHY4l3ZD44Jsx8WaiVCDGi1WRBgdNUnqZdSKEna0m4bDy++4BpWD0BZBdAeo+iqWll5Y493WTUbwYupLJ/VIAAAPuklEQVSCYNwqzXDSNE4IsnOH2HZhhUxfSqwu021mubYF8AsqtDKg50SVK3dQNnR0QatY2zSWKmSvGNfFh+T49EPcakjBzWBPEGWBH+KOyqVsMT4IauiFKopMfwKuLhL9lNOXM0zo9WO7dG5VCf2Ic/TwqGIW25eIGEiN5jKU5/MCP7qGnIVydHTR39N0zeDBZZbEcbhELTT3ZpM4NfYmlZDCwk+Y3j6HiQyEPvxyaw7Sv5XjDXRXlAVBIApzzDBqvpFveH8HonTU24OC9RTQF+xRT0EikpnIjkuvosakLoSGYbsbCXhWkVRwmWgypgjO9oDJGypZs5GMs/Sd9fFBhD7rafZGvtUQ/MwGGoPKgcDuaIKbEG1s2IRClBINDl+Hnr/8OjrHqnm+HXPcRt4Z4TuwIZPXNJiYYHBb8+Ua6gezwVg2dTTBlEStsxewZ4jyhDzraxOmn41VSd9ASeOvE3exCKUezPlWY4lU3rZ2OPWLfY24Q6csjMvWQgB2XoAnf9stJmGnrffz1+FivMCCBG4i00bYwJIvwjeMIqiVjSDGT6uu+09Z1OySU0HHlAbZnnJaysPWwU30ekkV/rU/Pj4NHxI5bUNZ22eBl+7A0OahYD0F9AV7RlGCKbuMGpPsLrPJ5VdhTCo090Yg80E2Gz0NOhohNonbwjs2jdKDFR7NzvblOG1UWY01Wom4AgbaIXW0xhrYKo9+p1/Tay4fJbgWaqzFpN/D7nooAplvlTtBTCXq5hqexWyYgKrDxsM9BRUxvh0HXgqC6nFmxUWwSk75YG+oCRQUpYA+Yc8oinc4uYUHdqmT8ml7611Dc2C7xPVfbVE9C171tBZLf70J1G2wDpOSflEhDj+MWx3lboBZdz62qHi51sbDWnV3HcYqucBdx6iqmPMTIodktu5rYJhzfS519cMEdb/yVl7dEXIq5mU6++7WoRPM+cdRvXkrD1gKN/KVm/6AvYC903o8rKM6fMeMP4FWlOqgZH0KzRq8nsb+Eo8sKXGR4d0dSTuECLTZ6lqUR3Mzc9oWMC8BR0O7zvF2jF6ZuOacX+Rr8j+ABP6l4MB3PgDtPzYX8r/dATcsNqMJw3oCtEK4xCI13NH8xWRlp93FbJWDedi+oVoXVVP4x5diHQGc/8HeQMF6CugL7igK/6YXfOWBPMYC8p3gd/0cmuO7QVzGoiqi8Ntp7PGzDjIPw6jwZ3v4Vb2KfcScPMQJMeSc5yRKxiY5KakNDZSiLFHDpa133nMDpXS2aVNdE7ZmgT/yXTfOEDsIPWUU9pg97uJ6MtMy9xs9KOXjGl1WlnUKwVk6gXYG6aKc5yhxN/nS7kqLdwZ7jigA7j8IR7tEVHuNX5exLVgzRV7HBPEi23hXD5ZVTRCldIT/W03DVCTwGg10QsRcHjiUe1THaEVm+2ADsoHhY8TmeWE9SUVtXweAMyGutYH7AzEcLhD3DIL8Xfgk8jFjR6kRd0T1rOQHROklUbiER5QJYv9SZW8RpWA9BfQFey/MQmzzsF0smjI25nnq2tGKKbSxUZqq9tTl5gGfngVYygWxyXzK9E+2gvJE7lXuThgLKMS7VSApwZBPBq/YFPE8eOmdcITsN/IwTffwIvx7OeypwjBx9ScPNXL2C7H32LLwa8SxNH5cxbhCtFHmXsG+IEr2n0RV/p0HYhXWyhx+Yd+A1OfGlDOyRKLXNi7GF/UvwfbXsQY3o5VExZG9LFQ399xVw61itNfUqLVWxa3L5xDGq2yDb9PU1LonuCWyR2fh/zTz5/u+aDTHBhUhrqFa0G5uYf1I/t3ZCuC2blvVVDzgr9hrKFhPAX3B/rAeD3XiICYvbD2OsiHj5KIJs9N5vGCj7GJ248/fMef7/x8mil4PLGsd7XjxUeL+w3UZj1fC0GfvARG1SjNoOJEas5VYo7H1bz1MAXOaSDaJpyRe8jwAVV9PlpiVBA/wqHaezUwRwAFiT/mOOcfdjA3uDewvotjKjhCX5jSk1GcQuoFtyb4n11YmRL74AbogIyjyebZiMwwx514ilkt81JeNWWWLRd//J23EuT8CiSNHEMgXzCPiD4gRxMpGgszuxlI431UluDrd5TG2EX6ijbm0pX1+doBDokKXe3EpLz/Pa0B1D6KofwQUrKeAvmBfKcr0B2DZ03Pro9mEh4TE5kkbuckrK02i5q8DcE0oylvEfg8vNFqh1GsRtuEk8I9iznjPJeKuG54NTfVwfovalAtb3gLUHrPZVgH9KnHh37IZ+/Mte/LX3h0P6ynRFHB0RZ9zwErWcvHxMhw2ccBW29PolD2HfUWUGWDZOtaMqtyUYR726wtMNdFKK5M3jzu1jsOBm/x/V9ex91j+P2DO9cFNV7JYY7LltcSwNweoae3rOi+ThRelr1pjoU1faco9ycJ8sw0ji5k0i+zQZCifmoNsoGxZN8owe5Kz0w8UrKeAvmBfKco5fogbkFtYoa+cl3UAIIFvSyf1j/NFohYnx2TbXUvVXrCDUgyvIVh2ZNNFUmLWUDfne9gkChYKlKlOqLhoO5czRZ716O8vPqZBuqFAcrbj4Ps528yGXfAeh/navoRd4rJflooG9tWGN4zjx1JUeZYT1eyOcot/HOyv1gOebueSv0eWDR13KjZxYg1dljKBJX34a9I7nvzF2g6j/nq2RJa/zzD6UudRMm3jcSd2nS+LOX0MlqJmB/Ig4w+BTw+iFvr41IEhb2HeQHnrHOrX8RUwW8QxO95ZalV/yvC2IMeXiY2IU+Z3e5CA3g8UrKeAvmDfKUqWiDl/5IHYUCTSequiGR1PRjUSy+g2+kWY+9N82ESphyfZ1oYyhdpLpog9sz4KboeQaJYxSa2qTR5DWfNlc91hYPq78uUAtgjg2agIocAISkmbkL1f7CFeA/ws/O+8qhld4Bd9wPHvEQToMZboftXp7/y7GyGKGjwl0Xxn95mi7D/rEcg++UPcvzK3E1lgeQoY9wffwr/hZ3g+ynj41sCZ/MsmQV4Jye02JABiGcJfpAw44RmJLWN1OSprGnXO8jAM1IX1dVaUbWykkIgF1rZ8szLI4xCCMBdytfbv/wb+0lx+QCIhf/51cCdFnrlg5nLJzGeMqLDyfiOIh4L1FNAX3DWKAmgK7O8SdeNaFuo9eOgc21Jg15bgPcNpcF8DwKVa0z50Ky8bimC8q4PVjO2qv9EWQcLM2rHtwmtMI6hmYo1tdrzbl2QT1kzkmy11MfNzuVq1JJ3GdkcKeMKxehayj0qKRjVT1reJuj9q5j6/9ufcLbiriJIdEnnlpAk/gLA46ffhxLG8ycJ5nkPf9lLw/2cjLm5KibxUWewMx2ApR6ADEHKA3E6mvhObaZoQq5shLbRCQNX2xbjbqW1t58HKSQMgyhDUYNnX/RENxdrmrI9vHTjg2yt/AbXxLRCiAHkQ+G8+au8j3C0oWE8BfcHdZT0CBz8OK14DeBClBse0ezl8V2NGTR6wNVv7uiKjCcx5Q9kN2BbhdHY8Y9CJcNgBV5aqlOODwY/iMMngO8bWcb0N46LJGLsPEJcPs93TPds6Spzl+GY83y6OV+XfV1DWMwEMf0/exZhhp4+j1ciegTiA9u7APUGUFj/kubn81s9zkjGh0zVatLx6ukDsivdRcPUM/occF5bR+yhclqQoSqNwIWc3jTnHpFSlbmOQIJN6+BC56rMdpyxmCvi4uY9HpoS4Y5g//iq64nOjcLSn17lmzgdGT8HRPAmAV1CR50Nm/C9+F3hYvjRRNjQerH13FQrWU0BfcE8oCsDzQf//paBUrGRoUM7foRR2AviYjBdQC52pN9KW6lNuoku2KZSjCWt1U3vEs4PxURKx3aRlVJh9FTWKzaHBSmWUxYwATnoWMwTp1/PhFEFCPUGX858Q7WU901AAr4B9AeaFolxCS9S/D5Xx//Fv4D3++TcxvQF8Gaa7C/cMURQ+ER79g444tNCznsOon6ZJVC0RiBn9JVMTDQJyZKmL/Cjb0hfn+PRZFn1/n0vEkfKB3TxqunENodi8par1+x9lUtqtHAD4gESk/a3Owcswg3MZ23+e3/M/f1Wfo/d/NWrhPSXicP+5vc3TuVUoWE8BfcF9QFHgp4QNLfHTygZsa9lHTHE8U9s9CJ42Mf4SGirwMIFkOzKlKG8TdnclIQi8a487E/mG9O+DnJyJyT+9GCfM+7Je2QU6RlHxqRPZ+wdxO2KjF9aTvg2DH5eGlx9z8L/y46NTaPuUMspu/8t/5F7DfYEoCn8Ps7KatmjwLFQkNqRdJWZDkPNwz4a6qEHOlC8dPQQ9n7N7haCBtA/r2A1kQaNJqhp3d4YvEfRjGzOyA4H3dGG7Y+ShOWE911Oy2q4qBiPgrgri29ykOiqkPAX88ifly51XdbxTKFhPAX3BfUZR0OTqysfw0uwgi5rBN4uyGVv5wBukvkBUSrxicr5DBUcbRN0hjnwT9rB93ZmE8SOErh5uFIZNXXybT+SvOYye4+9h4U3IXhcqY4oTskGefwTwy7/GXhXB2QvYl2oGewXfEDz+TWDFayMD2rfSVx7IrjnVVh4BKh+WLweYJw9PaAIrfy2HF4jb2XsD2mEJdoaoagFTmJYwZWoSrtlaNkKJjYavo6qwbVDpEWIHbb1SM/fvoPJV9d5qObuhYD0F9AX3NUXxcIoHOOvrvNvEc1/54EYam8l9HVqGTMET7UzGG+gut8JpjdBrkCZx+1sbF2DsIoECrQPTnhyY7mE2RKC86xNM/RbISdG9Maj9OHhXIArAC8KGnm0bFdbzII6gBUyXIBWL6lWUJZRhbFpKll5HF/6bqDZSh4ckhHEVaJsacUGm2AE3m4Xzg/+ogwpEWRoneNlAbpC0UR8iMMSXyUMrnrpL0Wq3AwXrKaAvuP+0nh8Bz/rdVtnhaZm2zwC6jEbD1YBzidQvSZZVOByBrtQ1mR1f0uZMvxbfx+cpbgFr3rT/VbSVyoDp1D49ir+Bu7KtVR+bqPvBpKaG6pDJDN4Y9DTP3nZ387sJ7xpEsbD7xZ7igVCZtAx8UVDoc9VTUPUexCGQSgkNvsJpPh2Oei5x1nQ7dde3cZdkYa+4uJqCV8/ZImDBgOnOuu603MYAOLH8HgxB5EPAb930We5XKFhPAX3Bu0aYvRX4nhDK9/IPaEzCKp5BfZsno3Jy3i/cBRbEsOZurJH9nbCSvyCmKN649xujKNObZV5KkjZRG95J4HPvEqrxT8FPJKLcCjzNAyGda424gX3j6ybazmsuHwV+zmtbWyiifH+/p3pPoWA9BfQF/99TFAtjPJDbWADKhCaPLWb5ijiQPs1p4H/ek/ndSygQpYC+oGA9BfQFBaIU0BcUiFJAX1AgSgF9QYEoBfQFBaIU0BcUiFJAX/D/AGztF1bpKqs4AAAAAElFTkSuQmCC" y="-814.204394"/>
- </g>
- <g id="LineCollection_108">
- <path clip-path="url(#p6493bcb416)" d="M 405.400697 816.098577
- L 407.576033 816.098577
- L 407.938589 816.461133
- L 408.6637 816.461133
- L 409.026256 816.823689
- L 410.47648 816.823689
- L 410.839036 817.186245
- L 411.564148 817.186245
- L 411.926704 817.548801
- L 412.28926 817.548801
- L 414.645873 819.905414
- L 414.645873 820.26797
- L 415.370985 820.993082
- L 415.370985 821.355638
- L 416.096097 822.08075
- L 416.096097 822.443306
- L 416.458653 822.805862
- L 416.458653 823.168418
- L 416.821209 823.530974
- L 416.821209 824.256086
- L 417.183765 824.618641
- L 417.183765 825.343753
- L 417.546321 825.706309
- L 417.546321 826.431421
- L 417.908877 826.793977
- L 417.908877 827.519089
- L 418.271433 827.881645
- L 418.271433 828.606757
- L 418.633988 828.969313
- L 418.633988 830.05698
- L 418.996544 830.419536
- L 418.996544 831.507204
- L 419.3591 831.86976
- L 419.3591 838.033211
- L 418.996544 838.395767
- L 418.996544 839.483435
- L 418.633988 839.84599
- L 418.633988 840.571102
- L 418.271433 840.933658
- L 418.271433 841.65877
- L 417.908877 842.021326
- L 417.908877 842.383882
- L 417.183765 843.108994
- L 417.183765 843.47155
- L 416.821209 843.834106
- L 416.821209 844.196662
- L 415.370985 845.646885
- L 415.370985 846.009441
- L 414.283317 847.097109
- L 414.283317 847.459665
- L 413.376928 848.366055
- L 413.014372 848.366055
- L 412.651816 848.728611
- L 412.28926 848.728611
- L 411.926704 849.091167
- L 411.564148 849.091167
- L 411.201592 849.453723
- L 410.839036 849.453723
- L 410.47648 849.816278
- L 410.113924 849.816278
- L 409.751368 850.178834
- L 406.125809 850.178834
- L 405.763253 850.54139
- L 403.950473 850.54139
- L 403.587917 850.903946
- L 402.50025 850.903946
- L 402.137694 850.54139
- L 401.412582 850.54139
- L 401.050026 850.178834
- L 400.68747 850.178834
- L 399.962358 849.453723
- L 399.599802 849.453723
- L 398.149579 848.003499
- L 397.787023 848.003499
- L 394.705297 844.921773
- L 394.705297 844.559218
- L 394.342741 844.196662
- L 394.342741 843.834106
- L 393.980185 843.47155
- L 393.980185 843.108994
- L 393.255073 842.383882
- L 393.255073 841.65877
- L 392.892518 841.296214
- L 392.892518 840.208546
- L 392.529962 839.84599
- L 392.529962 838.758323
- L 392.167406 838.395767
- L 392.167406 837.670655
- L 392.529962 837.308099
- L 392.529962 836.945543
- L 392.167406 836.582987
- L 392.167406 832.957428
- L 392.529962 832.594872
- L 392.529962 831.86976
- L 392.892518 831.507204
- L 392.892518 831.144648
- L 393.255073 830.782092
- L 393.255073 828.969313
- L 393.617629 828.606757
- L 393.617629 827.519089
- L 393.980185 827.156533
- L 393.980185 826.431421
- L 394.342741 826.068865
- L 394.342741 825.706309
- L 394.705297 825.343753
- L 394.705297 823.89353
- L 395.067853 823.530974
- L 395.067853 823.168418
- L 395.792965 822.443306
- L 395.792965 822.08075
- L 396.155521 821.718194
- L 396.155521 821.355638
- L 399.599802 817.911357
- L 399.962358 817.911357
- L 400.324914 817.548801
- L 400.68747 817.548801
- L 401.050026 817.186245
- L 401.775138 817.186245
- L 402.137694 816.823689
- L 404.313029 816.823689
- L 404.675585 816.461133
- L 405.038141 816.461133
- L 405.400697 816.098577
- L 405.400697 816.098577
- " style="fill:none;stroke:#000000;stroke-width:0.5;"/>
- </g>
- </g>
- <g id="axes_179">
- <g id="patch_72">
- <path d="M 432.524642 830.836385
- L 564.495 830.836385
- L 564.495 814.226591
- L 432.524642 814.226591
- z
- " style="fill:none;"/>
- </g>
- <g id="matplotlib.axis_71">
- <g id="xtick_246">
- <g id="text_282">
- <!-- 0 -->
- <g style="fill:#008000;" transform="translate(430.615892 838.895448)scale(0.06 -0.06)">
- <use xlink:href="#DejaVuSans-30"/>
- </g>
- </g>
- </g>
- <g id="xtick_247">
- <g id="text_283">
- <!-- 200 -->
- <g style="fill:#008000;" transform="translate(488.179954 838.895448)scale(0.06 -0.06)">
- <use xlink:href="#DejaVuSans-32"/>
- <use x="63.623047" xlink:href="#DejaVuSans-30"/>
- <use x="127.246094" xlink:href="#DejaVuSans-30"/>
- </g>
- </g>
- </g>
- <g id="xtick_248">
- <g id="text_284">
- <!-- 400 -->
- <g style="fill:#008000;" transform="translate(549.561516 838.895448)scale(0.06 -0.06)">
- <use xlink:href="#DejaVuSans-34"/>
- <use x="63.623047" xlink:href="#DejaVuSans-30"/>
- <use x="127.246094" xlink:href="#DejaVuSans-30"/>
- </g>
- </g>
- </g>
- </g>
- <g id="line2d_71">
- <path clip-path="url(#p44bee0e92a)" d="M 432.524642 818.841685
- L 433.291912 817.37779
- L 434.059181 816.93223
- L 434.826451 814.981582
- L 435.59372 815.372915
- L 436.36099 816.925543
- L 437.128259 819.969702
- L 437.895529 820.58863
- L 438.662798 820.057654
- L 439.430068 820.066883
- L 440.197337 820.9801
- L 440.964607 821.085808
- L 441.731876 818.210153
- L 442.499146 816.812874
- L 443.266415 823.573003
- L 444.033685 819.444181
- L 444.800954 823.90305
- L 445.568224 820.785931
- L 446.335493 818.994321
- L 447.102763 824.024575
- L 447.870033 823.582428
- L 448.637302 819.028184
- L 449.404572 822.387135
- L 450.171841 822.042195
- L 450.939111 824.479515
- L 451.70638 822.570629
- L 452.47365 822.816543
- L 453.240919 822.441145
- L 454.008189 826.023244
- L 454.775458 823.620266
- L 455.542728 820.618491
- L 456.309997 820.803233
- L 457.077267 817.923636
- L 457.844536 819.724554
- L 458.611806 823.351421
- L 459.379075 819.25137
- L 460.146345 819.720576
- L 460.913614 819.948368
- L 461.680884 825.944403
- L 462.448153 818.624862
- L 463.215423 817.748078
- L 463.982693 815.194086
- L 464.749962 817.174792
- L 465.517232 819.502311
- L 466.284501 820.270705
- L 467.051771 820.81952
- L 467.81904 821.531624
- L 468.58631 819.780646
- L 469.353579 820.000152
- L 470.120849 820.534202
- L 470.888118 822.238471
- L 471.655388 823.3458
- L 472.422657 823.857237
- L 473.189927 819.938122
- L 473.957196 824.887672
- L 474.724466 823.370288
- L 475.491735 825.144842
- L 476.259005 823.870641
- L 477.026274 823.61926
- L 477.793544 823.560755
- L 478.560813 822.84204
- L 479.328083 830.081395
- L 480.095352 827.844908
- L 480.862622 823.853637
- L 481.629892 820.997319
- L 482.397161 826.833009
- L 483.9317 822.753707
- L 484.69897 822.721834
- L 485.466239 823.707054
- L 486.233509 822.023449
- L 487.000778 823.526392
- L 487.768048 822.151204
- L 488.535317 823.385799
- L 489.302587 822.382592
- L 490.069856 820.096482
- L 490.837126 824.046919
- L 491.604395 824.47061
- L 492.371665 823.04713
- L 493.138934 825.336725
- L 493.906204 820.445335
- L 494.673473 824.407247
- L 496.208012 819.509946
- L 497.742552 824.63071
- L 498.509821 825.172165
- L 499.277091 826.00017
- L 500.04436 821.892881
- L 500.81163 824.108821
- L 501.578899 823.298125
- L 502.346169 823.241075
- L 503.113438 821.916547
- L 503.880708 820.02425
- L 504.647977 820.4931
- L 505.415247 822.346851
- L 506.182516 821.881717
- L 506.949786 820.432569
- L 507.717055 821.467071
- L 508.484325 818.507265
- L 509.251594 818.646651
- L 510.018864 818.65727
- L 510.786133 823.119803
- L 511.553403 821.67144
- L 512.320672 822.479462
- L 513.087942 822.460378
- L 513.855211 822.1821
- L 514.622481 821.466228
- L 515.389751 821.671122
- L 516.15702 823.417447
- L 516.92429 821.552624
- L 517.691559 824.217939
- L 518.458829 825.09472
- L 519.226098 823.13109
- L 519.993368 827.078244
- L 520.760637 825.662957
- L 521.527907 825.864908
- L 522.295176 824.804536
- L 523.062446 825.973969
- L 523.829715 821.921334
- L 524.596985 821.823215
- L 525.364254 821.150249
- L 526.131524 819.707942
- L 526.898793 819.200229
- L 528.433332 824.493765
- L 529.200602 818.982106
- L 529.967871 822.174825
- L 530.735141 818.491066
- L 531.502411 824.387881
- L 532.26968 824.202539
- L 533.03695 821.634228
- L 534.571489 824.496043
- L 535.338758 824.607239
- L 536.106028 823.720442
- L 536.873297 821.060332
- L 537.640567 823.200097
- L 538.407836 821.718494
- L 539.175106 819.67393
- L 539.942375 821.492125
- L 540.709645 817.606782
- L 541.476914 820.81035
- L 542.244184 820.576639
- L 543.011453 817.671119
- L 543.778723 819.24515
- L 544.545992 816.205797
- L 545.313262 815.507912
- L 546.080531 821.857428
- L 546.847801 823.908001
- L 547.61507 818.100191
- L 548.38234 815.826115
- L 549.14961 819.239188
- L 549.916879 820.873593
- L 550.684149 818.159772
- L 551.451418 822.758948
- L 552.218688 822.530801
- L 552.985957 819.829588
- L 553.753227 821.416306
- L 554.520496 817.698771
- L 555.287766 821.037262
- L 556.055035 822.541872
- L 556.822305 822.651207
- L 559.124113 820.614922
- L 559.891383 820.674761
- L 560.658652 820.425628
- L 561.425922 818.902958
- L 562.193191 817.978165
- L 562.960461 819.792555
- L 563.72773 820.772944
- L 563.72773 820.772944
- " style="fill:none;stroke:#008000;stroke-linecap:round;"/>
- </g>
- </g>
- <g id="axes_180">
- <g id="patch_73">
- <path d="M 432.524642 853.8636
- L 564.495 853.8636
- L 564.495 838.763787
- L 432.524642 838.763787
- z
- " style="fill:none;"/>
- </g>
- <g id="matplotlib.axis_72">
- <g id="xtick_249">
- <g id="text_285">
- <!-- 0.05 -->
- <g style="fill:#008000;" transform="translate(457.6731 861.922663)scale(0.06 -0.06)">
- <use xlink:href="#DejaVuSans-30"/>
- <use x="63.623047" xlink:href="#DejaVuSans-2e"/>
- <use x="95.410156" xlink:href="#DejaVuSans-30"/>
- <use x="159.033203" xlink:href="#DejaVuSans-35"/>
- </g>
- </g>
- </g>
- <g id="xtick_250">
- <g id="text_286">
- <!-- 0.10 -->
- <g style="fill:#008000;" transform="translate(491.053837 861.922663)scale(0.06 -0.06)">
- <use xlink:href="#DejaVuSans-30"/>
- <use x="63.623047" xlink:href="#DejaVuSans-2e"/>
- <use x="95.410156" xlink:href="#DejaVuSans-31"/>
- <use x="159.033203" xlink:href="#DejaVuSans-30"/>
- </g>
- </g>
- </g>
- <g id="xtick_251">
- <g id="text_287">
- <!-- 0.15 -->
- <g style="fill:#008000;" transform="translate(524.434575 861.922663)scale(0.06 -0.06)">
- <use xlink:href="#DejaVuSans-30"/>
- <use x="63.623047" xlink:href="#DejaVuSans-2e"/>
- <use x="95.410156" xlink:href="#DejaVuSans-31"/>
- <use x="159.033203" xlink:href="#DejaVuSans-35"/>
- </g>
- </g>
- </g>
- <g id="xtick_252">
- <g id="text_288">
- <!-- 0.20 -->
- <g style="fill:#008000;" transform="translate(557.815312 861.922663)scale(0.06 -0.06)">
- <use xlink:href="#DejaVuSans-30"/>
- <use x="63.623047" xlink:href="#DejaVuSans-2e"/>
- <use x="95.410156" xlink:href="#DejaVuSans-32"/>
- <use x="159.033203" xlink:href="#DejaVuSans-30"/>
- </g>
- </g>
- </g>
- </g>
- <g id="line2d_72">
- <path clip-path="url(#p870fc8b8a8)" d="M 432.524642 839.450142
- L 434.077235 852.480919
- L 435.629827 849.332326
- L 437.182419 849.341319
- L 438.735012 847.796782
- L 440.287604 849.818139
- L 441.840197 848.814639
- L 443.392789 851.950668
- L 444.945382 853.011959
- L 446.497974 852.342584
- L 448.050567 852.549102
- L 449.603159 852.986481
- L 451.155751 852.006454
- L 452.708344 853.084839
- L 454.260936 853.155101
- L 455.813529 852.982924
- L 457.366121 852.656599
- L 458.918714 852.016882
- L 460.471306 852.292749
- L 462.023899 851.81952
- L 463.576491 853.086747
- L 465.129083 851.906915
- L 466.681676 852.091119
- L 468.234268 853.160313
- L 469.786861 853.172935
- L 471.339453 852.814434
- L 472.892046 852.764018
- L 474.444638 852.698203
- L 475.997231 852.652336
- L 477.549823 851.855982
- L 479.102415 852.654111
- L 480.655008 852.982128
- L 482.2076 852.314873
- L 483.760193 853.100038
- L 485.312785 853.129679
- L 486.865378 850.940196
- L 488.41797 852.710876
- L 489.970563 852.603811
- L 491.523155 852.006094
- L 493.075747 853.160093
- L 494.62834 852.602719
- L 496.180932 853.177245
- L 497.733525 852.58347
- L 499.286117 852.303942
- L 500.83871 852.378417
- L 502.391302 852.874824
- L 503.943895 852.999432
- L 505.496487 852.901904
- L 507.049079 852.850355
- L 508.601672 853.071916
- L 510.154264 852.462445
- L 511.706857 852.989282
- L 513.259449 853.123696
- L 514.812042 852.973182
- L 516.364634 852.732575
- L 517.917227 852.438143
- L 519.469819 852.62171
- L 521.022412 852.900081
- L 522.575004 853.138587
- L 524.127596 852.92007
- L 525.680189 852.598298
- L 527.232781 853.138012
- L 528.785374 852.877138
- L 530.337966 852.472731
- L 531.890559 853.023775
- L 533.443151 852.883401
- L 534.995744 852.428081
- L 536.548336 852.027687
- L 538.100928 853.054412
- L 539.653521 853.095556
- L 541.206113 853.064214
- L 542.758706 852.9883
- L 544.311298 852.836713
- L 545.863891 853.049188
- L 547.416483 852.677663
- L 548.969076 852.931032
- L 550.521668 852.924337
- L 552.07426 852.422884
- L 553.626853 853.046555
- L 555.179445 853.093937
- L 556.732038 853.083839
- L 558.28463 853.093879
- L 559.837223 852.826935
- L 561.389815 852.616327
- L 562.942408 852.650275
- L 564.495 852.956104
- " style="fill:none;stroke:#008000;stroke-linecap:round;"/>
- </g>
- </g>
- </g>
- <defs>
- <clipPath id="p1af7847934">
- <rect height="27.544272" width="32.992589" x="20.445" y="11.677969"/>
- </clipPath>
- <clipPath id="pcf823ce1c7">
- <rect height="32.992589" width="32.992589" x="63.702684" y="8.95381"/>
- </clipPath>
- <clipPath id="pa9aa8d89bb">
- <rect height="39.518596" width="32.992589" x="106.960368" y="5.690807"/>
- </clipPath>
- <clipPath id="pc9e42fee4b">
- <rect height="16.609794" width="131.970358" x="150.218051" y="5.6316"/>
- </clipPath>
- <clipPath id="pe08994845c">
- <rect height="15.099813" width="131.970358" x="150.218051" y="30.168797"/>
- </clipPath>
- <clipPath id="p38937e56e1">
- <rect height="27.544272" width="32.992589" x="302.751591" y="11.677969"/>
- </clipPath>
- <clipPath id="pd934df5a73">
- <rect height="32.992589" width="32.992589" x="346.009274" y="8.95381"/>
- </clipPath>
- <clipPath id="p86f4948ad7">
- <rect height="39.518596" width="32.992589" x="389.266958" y="5.690807"/>
- </clipPath>
- <clipPath id="pe2a465ce5f">
- <rect height="16.609794" width="131.970358" x="432.524642" y="5.6316"/>
- </clipPath>
- <clipPath id="pb3b39a9043">
- <rect height="15.099813" width="131.970358" x="432.524642" y="30.168797"/>
- </clipPath>
- <clipPath id="p3d86358540">
- <rect height="27.544272" width="32.992589" x="20.445" y="59.24238"/>
- </clipPath>
- <clipPath id="pd142414547">
- <rect height="32.992589" width="32.992589" x="63.702684" y="56.518221"/>
- </clipPath>
- <clipPath id="p65b4a22ede">
- <rect height="39.518596" width="32.992589" x="106.960368" y="53.255218"/>
- </clipPath>
- <clipPath id="pbc8c8797bd">
- <rect height="16.609794" width="131.970358" x="150.218051" y="53.196011"/>
- </clipPath>
- <clipPath id="pe3a924e4eb">
- <rect height="15.099813" width="131.970358" x="150.218051" y="77.733208"/>
- </clipPath>
- <clipPath id="p93eb20535d">
- <rect height="27.544272" width="32.992589" x="302.751591" y="59.24238"/>
- </clipPath>
- <clipPath id="pbc2066573a">
- <rect height="32.992589" width="32.992589" x="346.009274" y="56.518221"/>
- </clipPath>
- <clipPath id="pd274d08d52">
- <rect height="39.518596" width="32.992589" x="389.266958" y="53.255218"/>
- </clipPath>
- <clipPath id="p6b5e7c348a">
- <rect height="16.609794" width="131.970358" x="432.524642" y="53.196011"/>
- </clipPath>
- <clipPath id="p188fc43efe">
- <rect height="15.099813" width="131.970358" x="432.524642" y="77.733208"/>
- </clipPath>
- <clipPath id="paedd2c86ba">
- <rect height="27.544272" width="32.992589" x="20.445" y="106.806791"/>
- </clipPath>
- <clipPath id="p03af6c787c">
- <rect height="32.992589" width="32.992589" x="63.702684" y="104.082633"/>
- </clipPath>
- <clipPath id="p670aeb5567">
- <rect height="39.518596" width="32.992589" x="106.960368" y="100.819629"/>
- </clipPath>
- <clipPath id="p5b96d3f175">
- <rect height="16.609794" width="131.970358" x="150.218051" y="100.760423"/>
- </clipPath>
- <clipPath id="p952a4319bf">
- <rect height="15.099813" width="131.970358" x="150.218051" y="125.297619"/>
- </clipPath>
- <clipPath id="p771573954a">
- <rect height="27.544272" width="32.992589" x="302.751591" y="106.806791"/>
- </clipPath>
- <clipPath id="pa0244aad6e">
- <rect height="32.992589" width="32.992589" x="346.009274" y="104.082633"/>
- </clipPath>
- <clipPath id="p239662ca2a">
- <rect height="39.518596" width="32.992589" x="389.266958" y="100.819629"/>
- </clipPath>
- <clipPath id="pd0c9959fcf">
- <rect height="16.609794" width="131.970358" x="432.524642" y="100.760423"/>
- </clipPath>
- <clipPath id="p573581e9bc">
- <rect height="15.099813" width="131.970358" x="432.524642" y="125.297619"/>
- </clipPath>
- <clipPath id="p14f1991cf9">
- <rect height="27.544272" width="32.992589" x="20.445" y="154.371203"/>
- </clipPath>
- <clipPath id="p4cd5f7b3a9">
- <rect height="32.992589" width="32.992589" x="63.702684" y="151.647044"/>
- </clipPath>
- <clipPath id="pc9bb9b723c">
- <rect height="39.518596" width="32.992589" x="106.960368" y="148.38404"/>
- </clipPath>
- <clipPath id="p0f249b49af">
- <rect height="16.609794" width="131.970358" x="150.218051" y="148.324834"/>
- </clipPath>
- <clipPath id="pda94f7c392">
- <rect height="15.099813" width="131.970358" x="150.218051" y="172.86203"/>
- </clipPath>
- <clipPath id="pf5c8100bb6">
- <rect height="27.544272" width="32.992589" x="302.751591" y="154.371203"/>
- </clipPath>
- <clipPath id="p2033aa53b9">
- <rect height="32.992589" width="32.992589" x="346.009274" y="151.647044"/>
- </clipPath>
- <clipPath id="p27f15026a4">
- <rect height="39.518596" width="32.992589" x="389.266958" y="148.38404"/>
- </clipPath>
- <clipPath id="p145ff6736a">
- <rect height="16.609794" width="131.970358" x="432.524642" y="148.324834"/>
- </clipPath>
- <clipPath id="p7c5e4022ea">
- <rect height="15.099813" width="131.970358" x="432.524642" y="172.86203"/>
- </clipPath>
- <clipPath id="p0a1278b614">
- <rect height="27.544272" width="32.992589" x="20.445" y="201.935614"/>
- </clipPath>
- <clipPath id="p740b6e8319">
- <rect height="32.992589" width="32.992589" x="63.702684" y="199.211455"/>
- </clipPath>
- <clipPath id="p2202085a22">
- <rect height="39.518596" width="32.992589" x="106.960368" y="195.948452"/>
- </clipPath>
- <clipPath id="pe1a2f5e5ed">
- <rect height="16.609794" width="131.970358" x="150.218051" y="195.889245"/>
- </clipPath>
- <clipPath id="pfe63a9c277">
- <rect height="15.099813" width="131.970358" x="150.218051" y="220.426441"/>
- </clipPath>
- <clipPath id="pf230078e2e">
- <rect height="27.544272" width="32.992589" x="302.751591" y="201.935614"/>
- </clipPath>
- <clipPath id="pae3cd6b55a">
- <rect height="32.992589" width="32.992589" x="346.009274" y="199.211455"/>
- </clipPath>
- <clipPath id="pcdaeb98a85">
- <rect height="39.518596" width="32.992589" x="389.266958" y="195.948452"/>
- </clipPath>
- <clipPath id="p28178d5fd3">
- <rect height="16.609794" width="131.970358" x="432.524642" y="195.889245"/>
- </clipPath>
- <clipPath id="p58621241ec">
- <rect height="15.099813" width="131.970358" x="432.524642" y="220.426441"/>
- </clipPath>
- <clipPath id="p2c5075a62f">
- <rect height="27.544272" width="32.992589" x="20.445" y="249.500025"/>
- </clipPath>
- <clipPath id="pd58c993af5">
- <rect height="32.992589" width="32.992589" x="63.702684" y="246.775866"/>
- </clipPath>
- <clipPath id="p8bd40c9e1a">
- <rect height="39.518596" width="32.992589" x="106.960368" y="243.512863"/>
- </clipPath>
- <clipPath id="pc757e4ffe8">
- <rect height="16.609794" width="131.970358" x="150.218051" y="243.453656"/>
- </clipPath>
- <clipPath id="pc2473c203c">
- <rect height="15.099813" width="131.970358" x="150.218051" y="267.990853"/>
- </clipPath>
- <clipPath id="p7dbe0d0dbf">
- <rect height="27.544272" width="32.992589" x="302.751591" y="249.500025"/>
- </clipPath>
- <clipPath id="pe3283eb271">
- <rect height="32.992589" width="32.992589" x="346.009274" y="246.775866"/>
- </clipPath>
- <clipPath id="p8612be6a05">
- <rect height="39.518596" width="32.992589" x="389.266958" y="243.512863"/>
- </clipPath>
- <clipPath id="p7928979efb">
- <rect height="16.609794" width="131.970358" x="432.524642" y="243.453656"/>
- </clipPath>
- <clipPath id="pbd3652fd24">
- <rect height="15.099813" width="131.970358" x="432.524642" y="267.990853"/>
- </clipPath>
- <clipPath id="pe0ee7382b7">
- <rect height="27.544272" width="32.992589" x="20.445" y="297.064436"/>
- </clipPath>
- <clipPath id="pe88ace6056">
- <rect height="32.992589" width="32.992589" x="63.702684" y="294.340277"/>
- </clipPath>
- <clipPath id="p2891e89d05">
- <rect height="39.518596" width="32.992589" x="106.960368" y="291.077274"/>
- </clipPath>
- <clipPath id="p3cf1c80611">
- <rect height="16.609794" width="131.970358" x="150.218051" y="291.018068"/>
- </clipPath>
- <clipPath id="p3bfe549da3">
- <rect height="15.099813" width="131.970358" x="150.218051" y="315.555264"/>
- </clipPath>
- <clipPath id="p65143c78ef">
- <rect height="27.544272" width="32.992589" x="302.751591" y="297.064436"/>
- </clipPath>
- <clipPath id="p32b36e34e1">
- <rect height="32.992589" width="32.992589" x="346.009274" y="294.340277"/>
- </clipPath>
- <clipPath id="p040f4458f0">
- <rect height="39.518596" width="32.992589" x="389.266958" y="291.077274"/>
- </clipPath>
- <clipPath id="p28908cb519">
- <rect height="16.609794" width="131.970358" x="432.524642" y="291.018068"/>
- </clipPath>
- <clipPath id="p0cb8764ebe">
- <rect height="15.099813" width="131.970358" x="432.524642" y="315.555264"/>
- </clipPath>
- <clipPath id="pd77f0a16a2">
- <rect height="27.544272" width="32.992589" x="20.445" y="344.628847"/>
- </clipPath>
- <clipPath id="p76f6995969">
- <rect height="32.992589" width="32.992589" x="63.702684" y="341.904689"/>
- </clipPath>
- <clipPath id="p0c3a2ef557">
- <rect height="39.518596" width="32.992589" x="106.960368" y="338.641685"/>
- </clipPath>
- <clipPath id="p56ee7eb66f">
- <rect height="16.609794" width="131.970358" x="150.218051" y="338.582479"/>
- </clipPath>
- <clipPath id="pe05ae9a9aa">
- <rect height="15.099813" width="131.970358" x="150.218051" y="363.119675"/>
- </clipPath>
- <clipPath id="p99085643ab">
- <rect height="27.544272" width="32.992589" x="302.751591" y="344.628847"/>
- </clipPath>
- <clipPath id="pf08a6aa1dd">
- <rect height="32.992589" width="32.992589" x="346.009274" y="341.904689"/>
- </clipPath>
- <clipPath id="pab52623e96">
- <rect height="39.518596" width="32.992589" x="389.266958" y="338.641685"/>
- </clipPath>
- <clipPath id="p405c80b458">
- <rect height="16.609794" width="131.970358" x="432.524642" y="338.582479"/>
- </clipPath>
- <clipPath id="p549f50caf7">
- <rect height="15.099813" width="131.970358" x="432.524642" y="363.119675"/>
- </clipPath>
- <clipPath id="p0b39091b97">
- <rect height="27.544272" width="32.992589" x="20.445" y="392.193259"/>
- </clipPath>
- <clipPath id="p038593a3a1">
- <rect height="32.992589" width="32.992589" x="63.702684" y="389.4691"/>
- </clipPath>
- <clipPath id="pe5c901dc1f">
- <rect height="39.518596" width="32.992589" x="106.960368" y="386.206097"/>
- </clipPath>
- <clipPath id="p626c850956">
- <rect height="16.609794" width="131.970358" x="150.218051" y="386.14689"/>
- </clipPath>
- <clipPath id="p6c8e3ecc57">
- <rect height="15.099813" width="131.970358" x="150.218051" y="410.684086"/>
- </clipPath>
- <clipPath id="p70e519935f">
- <rect height="27.544272" width="32.992589" x="302.751591" y="392.193259"/>
- </clipPath>
- <clipPath id="p765a9ae5d9">
- <rect height="32.992589" width="32.992589" x="346.009274" y="389.4691"/>
- </clipPath>
- <clipPath id="pa2d3a62401">
- <rect height="39.518596" width="32.992589" x="389.266958" y="386.206097"/>
- </clipPath>
- <clipPath id="p3c03b6eb4f">
- <rect height="16.609794" width="131.970358" x="432.524642" y="386.14689"/>
- </clipPath>
- <clipPath id="p4c8c58f161">
- <rect height="15.099813" width="131.970358" x="432.524642" y="410.684086"/>
- </clipPath>
- <clipPath id="p80049c4932">
- <rect height="27.544272" width="32.992589" x="20.445" y="439.75767"/>
- </clipPath>
- <clipPath id="pd124b7f7e1">
- <rect height="32.992589" width="32.992589" x="63.702684" y="437.033511"/>
- </clipPath>
- <clipPath id="pe852a66ad5">
- <rect height="39.518596" width="32.992589" x="106.960368" y="433.770508"/>
- </clipPath>
- <clipPath id="p45e5ee80bd">
- <rect height="16.609794" width="131.970358" x="150.218051" y="433.711301"/>
- </clipPath>
- <clipPath id="pa2a1ffae91">
- <rect height="15.099813" width="131.970358" x="150.218051" y="458.248497"/>
- </clipPath>
- <clipPath id="pf5a07e1af8">
- <rect height="27.544272" width="32.992589" x="302.751591" y="439.75767"/>
- </clipPath>
- <clipPath id="p294adc82fe">
- <rect height="32.992589" width="32.992589" x="346.009274" y="437.033511"/>
- </clipPath>
- <clipPath id="p63c042fb9d">
- <rect height="39.518596" width="32.992589" x="389.266958" y="433.770508"/>
- </clipPath>
- <clipPath id="pfb2a01af66">
- <rect height="16.609794" width="131.970358" x="432.524642" y="433.711301"/>
- </clipPath>
- <clipPath id="p7b2f68e6ec">
- <rect height="15.099813" width="131.970358" x="432.524642" y="458.248497"/>
- </clipPath>
- <clipPath id="pc843f12cef">
- <rect height="27.544272" width="32.992589" x="20.445" y="487.322081"/>
- </clipPath>
- <clipPath id="pe6f813a952">
- <rect height="32.992589" width="32.992589" x="63.702684" y="484.597922"/>
- </clipPath>
- <clipPath id="p3c907d1254">
- <rect height="39.518596" width="32.992589" x="106.960368" y="481.334919"/>
- </clipPath>
- <clipPath id="p25ccfd2a2a">
- <rect height="16.609794" width="131.970358" x="150.218051" y="481.275712"/>
- </clipPath>
- <clipPath id="pb6a58130db">
- <rect height="15.099813" width="131.970358" x="150.218051" y="505.812909"/>
- </clipPath>
- <clipPath id="pd42fcf9812">
- <rect height="27.544272" width="32.992589" x="302.751591" y="487.322081"/>
- </clipPath>
- <clipPath id="pd418bdf239">
- <rect height="32.992589" width="32.992589" x="346.009274" y="484.597922"/>
- </clipPath>
- <clipPath id="p4fcb8477d1">
- <rect height="39.518596" width="32.992589" x="389.266958" y="481.334919"/>
- </clipPath>
- <clipPath id="p928beb6bdb">
- <rect height="16.609794" width="131.970358" x="432.524642" y="481.275712"/>
- </clipPath>
- <clipPath id="p92558d3e7c">
- <rect height="15.099813" width="131.970358" x="432.524642" y="505.812909"/>
- </clipPath>
- <clipPath id="p5a9c487f0e">
- <rect height="27.544272" width="32.992589" x="20.445" y="534.886492"/>
- </clipPath>
- <clipPath id="pd5f23b3865">
- <rect height="32.992589" width="32.992589" x="63.702684" y="532.162334"/>
- </clipPath>
- <clipPath id="p89c839ea17">
- <rect height="39.518596" width="32.992589" x="106.960368" y="528.89933"/>
- </clipPath>
- <clipPath id="p5c726dbc20">
- <rect height="16.609794" width="131.970358" x="150.218051" y="528.840124"/>
- </clipPath>
- <clipPath id="p3fdffe0651">
- <rect height="15.099813" width="131.970358" x="150.218051" y="553.37732"/>
- </clipPath>
- <clipPath id="pb9e10910d5">
- <rect height="27.544272" width="32.992589" x="302.751591" y="534.886492"/>
- </clipPath>
- <clipPath id="pf0da54144a">
- <rect height="32.992589" width="32.992589" x="346.009274" y="532.162334"/>
- </clipPath>
- <clipPath id="pcba9dcd4c1">
- <rect height="39.518596" width="32.992589" x="389.266958" y="528.89933"/>
- </clipPath>
- <clipPath id="p08cdc4c2ee">
- <rect height="16.609794" width="131.970358" x="432.524642" y="528.840124"/>
- </clipPath>
- <clipPath id="p5dd4a0440c">
- <rect height="15.099813" width="131.970358" x="432.524642" y="553.37732"/>
- </clipPath>
- <clipPath id="p60b4e100e7">
- <rect height="27.544272" width="32.992589" x="20.445" y="582.450904"/>
- </clipPath>
- <clipPath id="p3d65888790">
- <rect height="32.992589" width="32.992589" x="63.702684" y="579.726745"/>
- </clipPath>
- <clipPath id="ped28e05356">
- <rect height="39.518596" width="32.992589" x="106.960368" y="576.463741"/>
- </clipPath>
- <clipPath id="p4e05c76b49">
- <rect height="16.609794" width="131.970358" x="150.218051" y="576.404535"/>
- </clipPath>
- <clipPath id="p2574f46e73">
- <rect height="15.099813" width="131.970358" x="150.218051" y="600.941731"/>
- </clipPath>
- <clipPath id="pf453730487">
- <rect height="27.544272" width="32.992589" x="302.751591" y="582.450904"/>
- </clipPath>
- <clipPath id="pb31a280a6b">
- <rect height="32.992589" width="32.992589" x="346.009274" y="579.726745"/>
- </clipPath>
- <clipPath id="p7e690fe134">
- <rect height="39.518596" width="32.992589" x="389.266958" y="576.463741"/>
- </clipPath>
- <clipPath id="p85bbcdeebb">
- <rect height="16.609794" width="131.970358" x="432.524642" y="576.404535"/>
- </clipPath>
- <clipPath id="p4fc9e77e71">
- <rect height="15.099813" width="131.970358" x="432.524642" y="600.941731"/>
- </clipPath>
- <clipPath id="p1b9362e060">
- <rect height="27.544272" width="32.992589" x="20.445" y="630.015315"/>
- </clipPath>
- <clipPath id="p6f54501cde">
- <rect height="32.992589" width="32.992589" x="63.702684" y="627.291156"/>
- </clipPath>
- <clipPath id="paf83558f44">
- <rect height="39.518596" width="32.992589" x="106.960368" y="624.028153"/>
- </clipPath>
- <clipPath id="p43d30f9524">
- <rect height="16.609794" width="131.970358" x="150.218051" y="623.968946"/>
- </clipPath>
- <clipPath id="pe70a5752c8">
- <rect height="15.099813" width="131.970358" x="150.218051" y="648.506142"/>
- </clipPath>
- <clipPath id="p1523979e92">
- <rect height="27.544272" width="32.992589" x="302.751591" y="630.015315"/>
- </clipPath>
- <clipPath id="pa604e365a4">
- <rect height="32.992589" width="32.992589" x="346.009274" y="627.291156"/>
- </clipPath>
- <clipPath id="pf7e7d3d063">
- <rect height="39.518596" width="32.992589" x="389.266958" y="624.028153"/>
- </clipPath>
- <clipPath id="pfc49e704c9">
- <rect height="16.609794" width="131.970358" x="432.524642" y="623.968946"/>
- </clipPath>
- <clipPath id="p079c4213d3">
- <rect height="15.099813" width="131.970358" x="432.524642" y="648.506142"/>
- </clipPath>
- <clipPath id="pa07a1fa5c8">
- <rect height="27.544272" width="32.992589" x="20.445" y="677.579726"/>
- </clipPath>
- <clipPath id="p95e625d7a5">
- <rect height="32.992589" width="32.992589" x="63.702684" y="674.855567"/>
- </clipPath>
- <clipPath id="pbcd9f78c37">
- <rect height="39.518596" width="32.992589" x="106.960368" y="671.592564"/>
- </clipPath>
- <clipPath id="pbc9f7aa3e1">
- <rect height="16.609794" width="131.970358" x="150.218051" y="671.533357"/>
- </clipPath>
- <clipPath id="p528664aeaf">
- <rect height="15.099813" width="131.970358" x="150.218051" y="696.070554"/>
- </clipPath>
- <clipPath id="p5301ca9157">
- <rect height="27.544272" width="32.992589" x="302.751591" y="677.579726"/>
- </clipPath>
- <clipPath id="p043ff11ac2">
- <rect height="32.992589" width="32.992589" x="346.009274" y="674.855567"/>
- </clipPath>
- <clipPath id="p158e4eba9a">
- <rect height="39.518596" width="32.992589" x="389.266958" y="671.592564"/>
- </clipPath>
- <clipPath id="pb9ef0fa86c">
- <rect height="16.609794" width="131.970358" x="432.524642" y="671.533357"/>
- </clipPath>
- <clipPath id="p6cbb6e3e68">
- <rect height="15.099813" width="131.970358" x="432.524642" y="696.070554"/>
- </clipPath>
- <clipPath id="p8bbc89cbec">
- <rect height="27.544272" width="32.992589" x="20.445" y="725.144137"/>
- </clipPath>
- <clipPath id="pf3c1787f60">
- <rect height="32.992589" width="32.992589" x="63.702684" y="722.419978"/>
- </clipPath>
- <clipPath id="pa191782caa">
- <rect height="39.518596" width="32.992589" x="106.960368" y="719.156975"/>
- </clipPath>
- <clipPath id="p56fe4d45ed">
- <rect height="16.609794" width="131.970358" x="150.218051" y="719.097768"/>
- </clipPath>
- <clipPath id="pd997de5f9e">
- <rect height="15.099813" width="131.970358" x="150.218051" y="743.634965"/>
- </clipPath>
- <clipPath id="p7da74f5f3d">
- <rect height="27.544272" width="32.992589" x="302.751591" y="725.144137"/>
- </clipPath>
- <clipPath id="p57496420ac">
- <rect height="32.992589" width="32.992589" x="346.009274" y="722.419978"/>
- </clipPath>
- <clipPath id="pafa89638d7">
- <rect height="39.518596" width="32.992589" x="389.266958" y="719.156975"/>
- </clipPath>
- <clipPath id="p77df411d2a">
- <rect height="16.609794" width="131.970358" x="432.524642" y="719.097768"/>
- </clipPath>
- <clipPath id="p0bb9b088f1">
- <rect height="15.099813" width="131.970358" x="432.524642" y="743.634965"/>
- </clipPath>
- <clipPath id="pf96e04eb30">
- <rect height="27.544272" width="32.992589" x="20.445" y="772.708548"/>
- </clipPath>
- <clipPath id="pdc719fecca">
- <rect height="32.992589" width="32.992589" x="63.702684" y="769.98439"/>
- </clipPath>
- <clipPath id="p8708478202">
- <rect height="39.518596" width="32.992589" x="106.960368" y="766.721386"/>
- </clipPath>
- <clipPath id="p785221fc6f">
- <rect height="16.609794" width="131.970358" x="150.218051" y="766.66218"/>
- </clipPath>
- <clipPath id="pe5fb7b8e92">
- <rect height="15.099813" width="131.970358" x="150.218051" y="791.199376"/>
- </clipPath>
- <clipPath id="p132e403c1e">
- <rect height="27.544272" width="32.992589" x="302.751591" y="772.708548"/>
- </clipPath>
- <clipPath id="pe80adbf398">
- <rect height="32.992589" width="32.992589" x="346.009274" y="769.98439"/>
- </clipPath>
- <clipPath id="p7737af1490">
- <rect height="39.518596" width="32.992589" x="389.266958" y="766.721386"/>
- </clipPath>
- <clipPath id="p5327e2004a">
- <rect height="16.609794" width="131.970358" x="432.524642" y="766.66218"/>
- </clipPath>
- <clipPath id="p7f9bce3e3d">
- <rect height="15.099813" width="131.970358" x="432.524642" y="791.199376"/>
- </clipPath>
- <clipPath id="p0c93e397fa">
- <rect height="27.544272" width="32.992589" x="20.445" y="820.27296"/>
- </clipPath>
- <clipPath id="p666176905a">
- <rect height="32.992589" width="32.992589" x="63.702684" y="817.548801"/>
- </clipPath>
- <clipPath id="pe720cacda2">
- <rect height="39.518596" width="32.992589" x="106.960368" y="814.285797"/>
- </clipPath>
- <clipPath id="p494d32dda4">
- <rect height="16.609794" width="131.970358" x="150.218051" y="814.226591"/>
- </clipPath>
- <clipPath id="pe9b2cea450">
- <rect height="15.099813" width="131.970358" x="150.218051" y="838.763787"/>
- </clipPath>
- <clipPath id="pd0f3993637">
- <rect height="27.544272" width="32.992589" x="302.751591" y="820.27296"/>
- </clipPath>
- <clipPath id="p59e6dd7711">
- <rect height="32.992589" width="32.992589" x="346.009274" y="817.548801"/>
- </clipPath>
- <clipPath id="p6493bcb416">
- <rect height="39.518596" width="32.992589" x="389.266958" y="814.285797"/>
- </clipPath>
- <clipPath id="p44bee0e92a">
- <rect height="16.609794" width="131.970358" x="432.524642" y="814.226591"/>
- </clipPath>
- <clipPath id="p870fc8b8a8">
- <rect height="15.099813" width="131.970358" x="432.524642" y="838.763787"/>
- </clipPath>
- </defs>
- </svg>
|
