| 1234567891011121314151617181920212223242526272829303132333435363738394041424344454647484950515253545556575859606162636465666768697071727374757677787980818283848586878889909192939495969798991001011021031041051061071081091101111121131141151161171181191201211221231241251261271281291301311321331341351361371381391401411421431441451461471481491501511521531541551561571581591601611621631641651661671681691701711721731741751761771781791801811821831841851861871881891901911921931941951961971981992002012022032042052062072082092102112122132142152162172182192202212222232242252262272282292302312322332342352362372382392402412422432442452462472482492502512522532542552562572582592602612622632642652662672682692702712722732742752762772782792802812822832842852862872882892902912922932942952962972982993003013023033043053063073083093103113123133143153163173183193203213223233243253263273283293303313323333343353363373383393403413423433443453463473483493503513523533543553563573583593603613623633643653663673683693703713723733743753763773783793803813823833843853863873883893903913923933943953963973983994004014024034044054064074084094104114124134144154164174184194204214224234244254264274284294304314324334344354364374384394404414424434444454464474484494504514524534544554564574584594604614624634644654664674684694704714724734744754764774784794804814824834844854864874884894904914924934944954964974984995005015025035045055065075085095105115125135145155165175185195205215225235245255265275285295305315325335345355365375385395405415425435445455465475485495505515525535545555565575585595605615625635645655665675685695705715725735745755765775785795805815825835845855865875885895905915925935945955965975985996006016026036046056066076086096106116126136146156166176186196206216226236246256266276286296306316326336346356366376386396406416426436446456466476486496506516526536546556566576586596606616626636646656666676686696706716726736746756766776786796806816826836846856866876886896906916926936946956966976986997007017027037047057067077087097107117127137147157167177187197207217227237247257267277287297307317327337347357367377387397407417427437447457467477487497507517527537547557567577587597607617627637647657667677687697707717727737747757767777787797807817827837847857867877887897907917927937947957967977987998008018028038048058068078088098108118128138148158168178188198208218228238248258268278288298308318328338348358368378388398408418428438448458468478488498508518528538548558568578588598608618628638648658668678688698708718728738748758768778788798808818828838848858868878888898908918928938948958968978988999009019029039049059069079089099109119129139149159169179189199209219229239249259269279289299309319329339349359369379389399409419429439449459469479489499509519529539549559569579589599609619629639649659669679689699709719729739749759769779789799809819829839849859869879889899909919929939949959969979989991000100110021003100410051006100710081009101010111012101310141015101610171018101910201021102210231024102510261027102810291030103110321033103410351036103710381039104010411042104310441045104610471048104910501051105210531054105510561057105810591060106110621063106410651066106710681069107010711072107310741075107610771078107910801081108210831084108510861087108810891090109110921093109410951096109710981099110011011102110311041105110611071108110911101111111211131114111511161117111811191120112111221123112411251126112711281129113011311132113311341135113611371138113911401141114211431144114511461147114811491150115111521153115411551156115711581159116011611162116311641165116611671168116911701171117211731174117511761177117811791180118111821183118411851186118711881189119011911192119311941195119611971198119912001201120212031204120512061207120812091210121112121213121412151216121712181219122012211222122312241225122612271228122912301231123212331234123512361237123812391240124112421243124412451246124712481249125012511252125312541255125612571258125912601261126212631264126512661267126812691270127112721273127412751276127712781279128012811282128312841285128612871288128912901291129212931294129512961297129812991300130113021303130413051306130713081309131013111312131313141315131613171318131913201321132213231324132513261327132813291330133113321333133413351336133713381339134013411342134313441345134613471348134913501351135213531354135513561357135813591360136113621363136413651366136713681369137013711372137313741375137613771378137913801381138213831384138513861387138813891390139113921393139413951396139713981399140014011402140314041405140614071408140914101411141214131414141514161417141814191420142114221423142414251426142714281429143014311432143314341435143614371438143914401441144214431444144514461447144814491450145114521453145414551456145714581459146014611462146314641465146614671468146914701471147214731474147514761477147814791480148114821483148414851486148714881489149014911492149314941495149614971498149915001501150215031504150515061507150815091510151115121513151415151516151715181519152015211522152315241525152615271528152915301531153215331534153515361537153815391540154115421543154415451546154715481549155015511552155315541555155615571558155915601561156215631564156515661567156815691570157115721573157415751576157715781579158015811582158315841585158615871588158915901591159215931594159515961597159815991600160116021603160416051606160716081609161016111612161316141615161616171618161916201621162216231624162516261627162816291630163116321633163416351636163716381639164016411642164316441645164616471648164916501651165216531654165516561657165816591660166116621663166416651666166716681669167016711672167316741675167616771678167916801681168216831684168516861687168816891690169116921693169416951696169716981699170017011702170317041705170617071708170917101711171217131714171517161717171817191720172117221723172417251726172717281729173017311732173317341735173617371738173917401741174217431744174517461747174817491750175117521753175417551756175717581759176017611762176317641765176617671768176917701771177217731774177517761777177817791780178117821783178417851786178717881789179017911792179317941795179617971798179918001801180218031804180518061807180818091810181118121813181418151816181718181819182018211822182318241825182618271828182918301831183218331834183518361837183818391840184118421843184418451846184718481849185018511852185318541855185618571858185918601861186218631864186518661867186818691870187118721873187418751876187718781879188018811882188318841885188618871888188918901891189218931894189518961897189818991900190119021903190419051906190719081909191019111912191319141915191619171918191919201921192219231924192519261927192819291930193119321933193419351936193719381939194019411942194319441945194619471948194919501951195219531954195519561957195819591960196119621963196419651966196719681969197019711972197319741975197619771978197919801981198219831984198519861987198819891990199119921993199419951996199719981999200020012002200320042005200620072008200920102011201220132014201520162017201820192020202120222023202420252026202720282029203020312032203320342035203620372038203920402041204220432044204520462047204820492050205120522053205420552056205720582059206020612062206320642065206620672068206920702071207220732074207520762077207820792080208120822083208420852086208720882089209020912092209320942095209620972098209921002101210221032104210521062107210821092110211121122113211421152116211721182119212021212122212321242125212621272128212921302131213221332134213521362137213821392140214121422143214421452146214721482149215021512152215321542155215621572158215921602161216221632164216521662167216821692170217121722173217421752176217721782179218021812182218321842185218621872188218921902191219221932194219521962197219821992200220122022203220422052206220722082209221022112212221322142215221622172218221922202221222222232224222522262227222822292230223122322233223422352236223722382239224022412242224322442245224622472248224922502251225222532254225522562257225822592260226122622263226422652266226722682269227022712272227322742275227622772278227922802281228222832284228522862287228822892290229122922293229422952296229722982299230023012302230323042305230623072308230923102311231223132314231523162317231823192320232123222323232423252326232723282329233023312332233323342335233623372338233923402341234223432344234523462347234823492350235123522353235423552356235723582359236023612362236323642365236623672368236923702371237223732374237523762377237823792380238123822383238423852386238723882389239023912392239323942395239623972398239924002401240224032404240524062407240824092410241124122413241424152416241724182419242024212422242324242425242624272428242924302431243224332434243524362437243824392440244124422443244424452446244724482449245024512452245324542455245624572458245924602461246224632464246524662467246824692470247124722473247424752476247724782479248024812482248324842485248624872488248924902491249224932494249524962497249824992500250125022503250425052506250725082509251025112512251325142515251625172518251925202521252225232524252525262527252825292530253125322533253425352536253725382539254025412542254325442545254625472548254925502551255225532554255525562557255825592560256125622563256425652566256725682569257025712572257325742575257625772578257925802581258225832584258525862587258825892590259125922593259425952596259725982599260026012602260326042605260626072608260926102611261226132614261526162617261826192620262126222623262426252626262726282629263026312632263326342635263626372638263926402641264226432644264526462647264826492650265126522653265426552656265726582659266026612662266326642665266626672668266926702671267226732674267526762677267826792680268126822683268426852686268726882689269026912692269326942695269626972698269927002701270227032704270527062707270827092710271127122713271427152716271727182719272027212722272327242725272627272728272927302731273227332734273527362737273827392740274127422743274427452746274727482749275027512752275327542755275627572758275927602761276227632764276527662767276827692770277127722773277427752776277727782779278027812782278327842785278627872788278927902791279227932794279527962797279827992800280128022803280428052806280728082809281028112812281328142815281628172818281928202821282228232824282528262827282828292830283128322833283428352836283728382839284028412842284328442845284628472848284928502851285228532854285528562857285828592860286128622863286428652866286728682869287028712872287328742875287628772878287928802881288228832884288528862887288828892890289128922893289428952896289728982899290029012902290329042905290629072908290929102911291229132914291529162917291829192920292129222923292429252926292729282929293029312932293329342935293629372938293929402941294229432944294529462947294829492950295129522953295429552956295729582959296029612962296329642965296629672968296929702971297229732974297529762977297829792980298129822983298429852986298729882989299029912992299329942995299629972998299930003001300230033004300530063007300830093010301130123013301430153016301730183019302030213022302330243025302630273028302930303031303230333034303530363037303830393040304130423043304430453046304730483049305030513052305330543055305630573058305930603061306230633064306530663067306830693070307130723073307430753076307730783079308030813082308330843085308630873088308930903091309230933094309530963097309830993100310131023103310431053106310731083109311031113112311331143115311631173118311931203121312231233124312531263127312831293130313131323133313431353136313731383139314031413142314331443145314631473148314931503151315231533154315531563157315831593160316131623163316431653166316731683169317031713172317331743175317631773178317931803181318231833184318531863187318831893190319131923193319431953196319731983199320032013202320332043205320632073208320932103211321232133214321532163217321832193220322132223223322432253226322732283229323032313232323332343235323632373238323932403241324232433244324532463247324832493250325132523253325432553256325732583259326032613262326332643265326632673268326932703271327232733274327532763277327832793280328132823283328432853286328732883289329032913292329332943295329632973298329933003301330233033304330533063307330833093310331133123313331433153316331733183319332033213322332333243325332633273328332933303331333233333334333533363337333833393340334133423343334433453346334733483349335033513352335333543355335633573358335933603361336233633364336533663367336833693370337133723373337433753376337733783379338033813382338333843385338633873388338933903391339233933394339533963397339833993400340134023403340434053406340734083409341034113412341334143415341634173418341934203421342234233424342534263427342834293430343134323433343434353436343734383439344034413442344334443445344634473448344934503451345234533454345534563457345834593460346134623463346434653466346734683469347034713472347334743475347634773478347934803481348234833484348534863487348834893490349134923493349434953496349734983499350035013502350335043505350635073508350935103511351235133514351535163517351835193520352135223523352435253526352735283529353035313532353335343535353635373538353935403541354235433544354535463547354835493550355135523553355435553556355735583559356035613562356335643565356635673568356935703571357235733574357535763577357835793580358135823583358435853586358735883589359035913592359335943595359635973598359936003601360236033604360536063607360836093610361136123613361436153616361736183619362036213622362336243625362636273628362936303631363236333634363536363637363836393640364136423643364436453646364736483649365036513652365336543655365636573658365936603661366236633664366536663667366836693670367136723673367436753676367736783679368036813682368336843685368636873688368936903691369236933694369536963697369836993700370137023703370437053706370737083709371037113712371337143715371637173718371937203721372237233724372537263727372837293730373137323733373437353736373737383739374037413742374337443745374637473748374937503751375237533754375537563757375837593760376137623763376437653766376737683769377037713772377337743775377637773778377937803781378237833784378537863787378837893790379137923793379437953796379737983799380038013802380338043805380638073808380938103811381238133814381538163817381838193820382138223823382438253826382738283829383038313832383338343835383638373838383938403841384238433844384538463847384838493850385138523853385438553856385738583859386038613862386338643865386638673868386938703871387238733874387538763877387838793880388138823883388438853886388738883889389038913892389338943895389638973898389939003901390239033904390539063907390839093910391139123913391439153916391739183919392039213922392339243925392639273928392939303931393239333934393539363937393839393940394139423943394439453946394739483949395039513952395339543955395639573958395939603961396239633964396539663967396839693970397139723973397439753976397739783979398039813982398339843985398639873988398939903991399239933994399539963997399839994000400140024003400440054006400740084009401040114012401340144015401640174018401940204021402240234024402540264027402840294030403140324033403440354036403740384039404040414042404340444045404640474048404940504051405240534054405540564057405840594060406140624063406440654066406740684069407040714072407340744075407640774078407940804081408240834084408540864087408840894090409140924093409440954096409740984099410041014102410341044105410641074108410941104111411241134114411541164117411841194120412141224123412441254126412741284129413041314132413341344135413641374138413941404141414241434144414541464147414841494150415141524153415441554156415741584159416041614162416341644165416641674168416941704171417241734174417541764177417841794180418141824183418441854186418741884189419041914192419341944195419641974198419942004201420242034204420542064207420842094210421142124213421442154216421742184219422042214222422342244225422642274228422942304231423242334234423542364237423842394240424142424243424442454246424742484249425042514252425342544255425642574258425942604261426242634264426542664267426842694270427142724273427442754276427742784279428042814282428342844285428642874288428942904291429242934294429542964297429842994300430143024303430443054306430743084309431043114312431343144315431643174318431943204321432243234324432543264327432843294330433143324333433443354336433743384339434043414342434343444345434643474348434943504351435243534354435543564357435843594360436143624363436443654366436743684369437043714372437343744375437643774378437943804381438243834384438543864387438843894390439143924393439443954396439743984399440044014402440344044405440644074408440944104411441244134414441544164417441844194420442144224423442444254426442744284429443044314432443344344435443644374438443944404441444244434444444544464447444844494450445144524453445444554456445744584459446044614462446344644465446644674468446944704471447244734474447544764477447844794480448144824483448444854486448744884489449044914492449344944495449644974498449945004501450245034504450545064507450845094510451145124513451445154516451745184519452045214522452345244525452645274528452945304531453245334534453545364537453845394540454145424543454445454546454745484549455045514552455345544555455645574558455945604561456245634564456545664567456845694570457145724573457445754576457745784579458045814582458345844585458645874588458945904591459245934594459545964597459845994600460146024603460446054606460746084609461046114612461346144615461646174618461946204621462246234624462546264627462846294630463146324633463446354636463746384639464046414642464346444645464646474648464946504651465246534654465546564657465846594660466146624663466446654666466746684669467046714672467346744675467646774678467946804681468246834684468546864687468846894690469146924693469446954696469746984699470047014702470347044705470647074708470947104711471247134714471547164717471847194720472147224723472447254726472747284729473047314732473347344735473647374738473947404741474247434744474547464747474847494750475147524753475447554756475747584759476047614762476347644765476647674768476947704771477247734774477547764777477847794780478147824783478447854786478747884789479047914792479347944795479647974798479948004801480248034804480548064807480848094810481148124813481448154816481748184819482048214822482348244825482648274828482948304831483248334834483548364837483848394840484148424843484448454846484748484849485048514852485348544855485648574858485948604861486248634864486548664867486848694870487148724873487448754876487748784879488048814882488348844885488648874888488948904891489248934894489548964897489848994900490149024903490449054906490749084909491049114912491349144915491649174918491949204921492249234924492549264927492849294930493149324933493449354936493749384939494049414942494349444945494649474948494949504951495249534954495549564957495849594960496149624963496449654966496749684969497049714972497349744975497649774978497949804981498249834984498549864987498849894990499149924993499449954996499749984999500050015002500350045005500650075008500950105011501250135014501550165017501850195020502150225023502450255026502750285029503050315032503350345035503650375038503950405041504250435044504550465047504850495050505150525053505450555056505750585059506050615062506350645065506650675068506950705071507250735074507550765077507850795080508150825083508450855086508750885089509050915092509350945095509650975098509951005101510251035104510551065107510851095110511151125113511451155116511751185119512051215122512351245125512651275128512951305131513251335134513551365137513851395140514151425143514451455146514751485149515051515152515351545155515651575158515951605161516251635164516551665167516851695170517151725173517451755176517751785179518051815182518351845185518651875188518951905191519251935194519551965197519851995200520152025203520452055206520752085209521052115212521352145215521652175218521952205221522252235224522552265227522852295230523152325233523452355236523752385239524052415242524352445245524652475248524952505251525252535254525552565257525852595260526152625263526452655266526752685269527052715272527352745275527652775278527952805281528252835284528552865287528852895290529152925293529452955296529752985299530053015302530353045305530653075308530953105311531253135314531553165317531853195320532153225323532453255326532753285329533053315332533353345335533653375338533953405341534253435344534553465347534853495350535153525353535453555356535753585359536053615362536353645365536653675368536953705371537253735374537553765377537853795380538153825383538453855386538753885389539053915392539353945395539653975398539954005401540254035404540554065407540854095410541154125413541454155416541754185419542054215422542354245425542654275428542954305431543254335434543554365437543854395440544154425443544454455446544754485449545054515452545354545455545654575458545954605461546254635464546554665467546854695470547154725473547454755476547754785479548054815482548354845485548654875488548954905491549254935494549554965497549854995500550155025503550455055506550755085509551055115512551355145515551655175518551955205521552255235524552555265527552855295530553155325533553455355536553755385539554055415542554355445545554655475548554955505551555255535554555555565557555855595560556155625563556455655566556755685569557055715572557355745575557655775578557955805581558255835584558555865587558855895590559155925593559455955596559755985599560056015602560356045605560656075608560956105611561256135614561556165617561856195620562156225623562456255626562756285629563056315632563356345635563656375638563956405641564256435644564556465647564856495650565156525653565456555656565756585659566056615662566356645665566656675668566956705671567256735674567556765677567856795680568156825683568456855686568756885689569056915692569356945695569656975698569957005701570257035704570557065707570857095710571157125713571457155716571757185719572057215722572357245725572657275728572957305731573257335734573557365737573857395740574157425743574457455746574757485749575057515752575357545755575657575758575957605761576257635764576557665767576857695770577157725773577457755776577757785779578057815782578357845785578657875788578957905791579257935794579557965797579857995800580158025803580458055806580758085809581058115812581358145815581658175818581958205821582258235824582558265827582858295830583158325833583458355836583758385839584058415842584358445845584658475848584958505851585258535854585558565857585858595860586158625863586458655866586758685869587058715872587358745875587658775878587958805881588258835884588558865887588858895890589158925893589458955896589758985899590059015902590359045905590659075908590959105911591259135914591559165917591859195920592159225923592459255926592759285929593059315932593359345935593659375938593959405941594259435944594559465947594859495950595159525953595459555956595759585959596059615962596359645965596659675968596959705971597259735974597559765977597859795980598159825983598459855986598759885989599059915992599359945995599659975998599960006001600260036004600560066007600860096010601160126013601460156016601760186019602060216022602360246025602660276028602960306031603260336034603560366037603860396040604160426043604460456046604760486049605060516052605360546055605660576058605960606061606260636064606560666067606860696070607160726073607460756076607760786079608060816082608360846085608660876088608960906091609260936094609560966097609860996100610161026103610461056106610761086109611061116112611361146115611661176118611961206121612261236124612561266127612861296130613161326133613461356136613761386139614061416142614361446145614661476148614961506151615261536154615561566157615861596160616161626163616461656166616761686169617061716172617361746175617661776178617961806181618261836184618561866187618861896190619161926193619461956196619761986199620062016202620362046205620662076208620962106211621262136214621562166217621862196220622162226223622462256226622762286229623062316232623362346235623662376238623962406241624262436244624562466247624862496250625162526253625462556256625762586259626062616262626362646265626662676268626962706271627262736274627562766277627862796280628162826283628462856286628762886289629062916292629362946295629662976298629963006301630263036304630563066307630863096310631163126313631463156316631763186319632063216322632363246325632663276328632963306331633263336334633563366337633863396340634163426343634463456346634763486349635063516352635363546355635663576358635963606361636263636364636563666367636863696370637163726373637463756376637763786379638063816382638363846385638663876388638963906391639263936394639563966397639863996400640164026403640464056406640764086409641064116412641364146415641664176418641964206421642264236424642564266427642864296430643164326433643464356436643764386439644064416442644364446445644664476448644964506451645264536454645564566457645864596460646164626463646464656466646764686469647064716472647364746475647664776478647964806481648264836484648564866487648864896490649164926493649464956496649764986499650065016502650365046505650665076508650965106511651265136514651565166517651865196520652165226523652465256526652765286529653065316532653365346535653665376538653965406541654265436544654565466547654865496550655165526553655465556556655765586559656065616562656365646565656665676568656965706571657265736574657565766577657865796580658165826583658465856586658765886589659065916592659365946595659665976598659966006601660266036604660566066607660866096610661166126613661466156616661766186619662066216622662366246625662666276628662966306631663266336634663566366637663866396640664166426643664466456646664766486649665066516652665366546655665666576658665966606661666266636664666566666667666866696670667166726673667466756676667766786679668066816682668366846685668666876688668966906691669266936694669566966697669866996700670167026703670467056706670767086709671067116712671367146715671667176718671967206721672267236724672567266727672867296730673167326733673467356736673767386739674067416742674367446745674667476748674967506751675267536754675567566757675867596760676167626763676467656766676767686769677067716772677367746775677667776778677967806781678267836784678567866787678867896790679167926793679467956796679767986799680068016802680368046805680668076808680968106811681268136814681568166817681868196820682168226823682468256826682768286829683068316832683368346835683668376838683968406841684268436844684568466847684868496850685168526853685468556856685768586859686068616862686368646865686668676868686968706871687268736874687568766877687868796880688168826883688468856886688768886889689068916892689368946895689668976898689969006901690269036904690569066907690869096910691169126913691469156916691769186919692069216922692369246925692669276928692969306931693269336934693569366937693869396940694169426943694469456946694769486949695069516952695369546955695669576958695969606961696269636964696569666967696869696970697169726973697469756976697769786979698069816982698369846985698669876988698969906991699269936994699569966997699869997000700170027003700470057006700770087009701070117012701370147015701670177018701970207021702270237024702570267027702870297030703170327033703470357036703770387039704070417042704370447045704670477048704970507051705270537054705570567057705870597060706170627063706470657066706770687069707070717072707370747075707670777078707970807081708270837084708570867087708870897090709170927093709470957096709770987099710071017102710371047105710671077108710971107111711271137114711571167117711871197120712171227123712471257126712771287129713071317132713371347135713671377138713971407141714271437144714571467147714871497150715171527153715471557156715771587159716071617162716371647165716671677168716971707171717271737174717571767177717871797180718171827183718471857186718771887189719071917192719371947195719671977198719972007201720272037204720572067207720872097210721172127213721472157216721772187219722072217222722372247225722672277228722972307231723272337234723572367237723872397240724172427243724472457246724772487249725072517252725372547255725672577258725972607261726272637264726572667267726872697270727172727273727472757276727772787279728072817282728372847285728672877288728972907291729272937294729572967297729872997300730173027303730473057306730773087309731073117312731373147315731673177318731973207321732273237324732573267327732873297330733173327333733473357336733773387339734073417342734373447345734673477348734973507351735273537354735573567357735873597360736173627363736473657366736773687369737073717372737373747375737673777378737973807381738273837384738573867387738873897390739173927393739473957396739773987399740074017402740374047405740674077408740974107411741274137414741574167417741874197420742174227423742474257426742774287429743074317432743374347435743674377438743974407441744274437444744574467447744874497450745174527453745474557456745774587459746074617462746374647465746674677468746974707471747274737474747574767477747874797480748174827483748474857486748774887489749074917492749374947495749674977498749975007501750275037504750575067507750875097510751175127513751475157516751775187519752075217522752375247525752675277528752975307531753275337534753575367537753875397540754175427543754475457546754775487549755075517552755375547555755675577558755975607561756275637564756575667567756875697570757175727573757475757576757775787579758075817582758375847585758675877588758975907591759275937594759575967597759875997600760176027603760476057606760776087609761076117612761376147615761676177618761976207621762276237624762576267627762876297630763176327633763476357636763776387639764076417642764376447645764676477648764976507651765276537654765576567657765876597660766176627663766476657666766776687669767076717672767376747675767676777678767976807681768276837684768576867687768876897690769176927693769476957696769776987699770077017702770377047705770677077708770977107711771277137714771577167717771877197720772177227723772477257726772777287729773077317732773377347735773677377738773977407741774277437744774577467747774877497750775177527753775477557756775777587759776077617762776377647765776677677768776977707771777277737774777577767777777877797780778177827783778477857786778777887789779077917792779377947795779677977798779978007801780278037804780578067807780878097810781178127813781478157816781778187819782078217822782378247825782678277828782978307831783278337834783578367837783878397840784178427843784478457846784778487849785078517852785378547855785678577858785978607861786278637864786578667867786878697870787178727873787478757876787778787879788078817882788378847885788678877888788978907891789278937894789578967897789878997900790179027903790479057906790779087909791079117912791379147915791679177918791979207921792279237924792579267927792879297930793179327933793479357936793779387939794079417942794379447945794679477948794979507951795279537954795579567957795879597960796179627963796479657966796779687969797079717972797379747975797679777978797979807981798279837984798579867987798879897990799179927993799479957996799779987999800080018002800380048005800680078008800980108011801280138014801580168017801880198020802180228023802480258026802780288029803080318032803380348035803680378038803980408041804280438044804580468047804880498050805180528053805480558056805780588059806080618062806380648065806680678068806980708071807280738074807580768077807880798080808180828083808480858086808780888089809080918092809380948095809680978098809981008101810281038104810581068107810881098110811181128113811481158116811781188119812081218122812381248125812681278128812981308131813281338134813581368137813881398140814181428143814481458146814781488149815081518152815381548155815681578158815981608161816281638164816581668167816881698170817181728173817481758176817781788179818081818182818381848185818681878188818981908191819281938194819581968197819881998200820182028203820482058206820782088209821082118212821382148215821682178218821982208221822282238224822582268227822882298230823182328233823482358236823782388239824082418242824382448245824682478248824982508251825282538254825582568257825882598260826182628263826482658266826782688269827082718272827382748275827682778278827982808281828282838284828582868287828882898290829182928293829482958296829782988299830083018302830383048305830683078308830983108311831283138314831583168317831883198320832183228323832483258326832783288329833083318332833383348335833683378338833983408341834283438344834583468347834883498350835183528353835483558356835783588359836083618362836383648365836683678368836983708371837283738374837583768377837883798380838183828383838483858386838783888389839083918392839383948395839683978398839984008401840284038404840584068407840884098410841184128413841484158416841784188419842084218422842384248425842684278428842984308431843284338434843584368437843884398440844184428443844484458446844784488449845084518452845384548455845684578458845984608461846284638464846584668467846884698470847184728473847484758476847784788479848084818482848384848485848684878488848984908491849284938494849584968497849884998500850185028503850485058506850785088509851085118512851385148515851685178518851985208521852285238524852585268527852885298530853185328533853485358536853785388539854085418542854385448545854685478548854985508551855285538554855585568557855885598560856185628563856485658566856785688569857085718572857385748575857685778578857985808581858285838584858585868587858885898590859185928593859485958596859785988599860086018602860386048605860686078608860986108611861286138614861586168617861886198620862186228623862486258626862786288629863086318632863386348635863686378638863986408641864286438644864586468647864886498650865186528653865486558656865786588659866086618662866386648665866686678668866986708671867286738674867586768677867886798680868186828683868486858686868786888689869086918692869386948695869686978698869987008701870287038704870587068707870887098710871187128713871487158716871787188719872087218722872387248725872687278728872987308731873287338734873587368737873887398740874187428743874487458746874787488749875087518752875387548755875687578758875987608761876287638764876587668767876887698770877187728773877487758776877787788779878087818782878387848785878687878788878987908791879287938794879587968797879887998800880188028803880488058806880788088809881088118812881388148815881688178818881988208821882288238824882588268827882888298830883188328833883488358836883788388839884088418842884388448845884688478848884988508851885288538854885588568857885888598860886188628863886488658866886788688869887088718872887388748875887688778878887988808881888288838884888588868887888888898890889188928893889488958896889788988899890089018902890389048905890689078908890989108911891289138914891589168917891889198920892189228923892489258926892789288929893089318932893389348935893689378938893989408941894289438944894589468947894889498950895189528953895489558956895789588959896089618962896389648965896689678968896989708971897289738974897589768977897889798980898189828983898489858986898789888989899089918992899389948995899689978998899990009001900290039004900590069007900890099010901190129013901490159016901790189019902090219022902390249025902690279028902990309031903290339034903590369037903890399040904190429043904490459046904790489049905090519052905390549055905690579058905990609061906290639064906590669067906890699070907190729073907490759076907790789079908090819082908390849085908690879088908990909091909290939094909590969097909890999100910191029103910491059106910791089109911091119112911391149115911691179118911991209121912291239124912591269127912891299130913191329133913491359136913791389139914091419142914391449145914691479148914991509151915291539154915591569157915891599160916191629163916491659166916791689169917091719172917391749175917691779178917991809181918291839184918591869187918891899190919191929193919491959196919791989199920092019202920392049205920692079208920992109211921292139214921592169217921892199220922192229223922492259226922792289229923092319232923392349235923692379238923992409241924292439244924592469247924892499250925192529253925492559256925792589259926092619262926392649265926692679268926992709271927292739274927592769277927892799280928192829283928492859286928792889289929092919292929392949295929692979298929993009301930293039304930593069307930893099310931193129313931493159316931793189319932093219322932393249325932693279328932993309331933293339334933593369337933893399340934193429343934493459346934793489349935093519352935393549355935693579358935993609361936293639364936593669367936893699370937193729373937493759376937793789379938093819382938393849385938693879388938993909391939293939394939593969397939893999400940194029403940494059406940794089409941094119412941394149415941694179418941994209421942294239424942594269427942894299430943194329433943494359436943794389439944094419442944394449445944694479448944994509451945294539454945594569457945894599460946194629463946494659466946794689469947094719472947394749475947694779478947994809481948294839484948594869487948894899490949194929493949494959496949794989499950095019502950395049505950695079508950995109511951295139514951595169517951895199520952195229523952495259526952795289529953095319532953395349535953695379538953995409541954295439544954595469547954895499550955195529553955495559556955795589559956095619562956395649565956695679568956995709571957295739574957595769577957895799580958195829583958495859586958795889589959095919592959395949595959695979598959996009601960296039604960596069607960896099610961196129613961496159616961796189619962096219622962396249625962696279628962996309631963296339634963596369637963896399640964196429643964496459646964796489649965096519652965396549655965696579658965996609661966296639664966596669667966896699670967196729673967496759676967796789679968096819682968396849685968696879688968996909691969296939694969596969697969896999700970197029703970497059706970797089709971097119712971397149715971697179718971997209721972297239724972597269727972897299730973197329733973497359736973797389739974097419742974397449745974697479748974997509751975297539754975597569757975897599760976197629763976497659766976797689769977097719772977397749775977697779778977997809781978297839784978597869787978897899790979197929793979497959796979797989799980098019802980398049805980698079808980998109811981298139814981598169817981898199820982198229823982498259826982798289829983098319832983398349835983698379838983998409841984298439844984598469847984898499850985198529853985498559856985798589859986098619862986398649865986698679868986998709871987298739874987598769877987898799880988198829883988498859886988798889889989098919892989398949895989698979898989999009901990299039904990599069907990899099910991199129913991499159916991799189919992099219922992399249925992699279928992999309931993299339934993599369937993899399940994199429943994499459946994799489949995099519952995399549955995699579958995999609961996299639964996599669967996899699970997199729973997499759976997799789979998099819982998399849985998699879988998999909991999299939994999599969997999899991000010001100021000310004100051000610007100081000910010100111001210013100141001510016100171001810019100201002110022100231002410025100261002710028100291003010031100321003310034100351003610037100381003910040100411004210043100441004510046100471004810049100501005110052100531005410055100561005710058100591006010061100621006310064100651006610067100681006910070100711007210073100741007510076100771007810079100801008110082100831008410085100861008710088100891009010091100921009310094100951009610097100981009910100101011010210103101041010510106101071010810109101101011110112101131011410115101161011710118101191012010121101221012310124101251012610127101281012910130101311013210133101341013510136101371013810139101401014110142101431014410145101461014710148101491015010151101521015310154101551015610157101581015910160101611016210163101641016510166101671016810169101701017110172101731017410175101761017710178101791018010181101821018310184101851018610187101881018910190101911019210193101941019510196101971019810199102001020110202102031020410205102061020710208102091021010211102121021310214102151021610217102181021910220102211022210223102241022510226102271022810229102301023110232102331023410235102361023710238102391024010241102421024310244102451024610247102481024910250102511025210253102541025510256102571025810259102601026110262102631026410265102661026710268102691027010271102721027310274102751027610277102781027910280102811028210283102841028510286102871028810289102901029110292102931029410295102961029710298102991030010301103021030310304103051030610307103081030910310103111031210313103141031510316103171031810319103201032110322103231032410325103261032710328103291033010331103321033310334103351033610337103381033910340103411034210343103441034510346103471034810349103501035110352103531035410355103561035710358103591036010361103621036310364103651036610367103681036910370103711037210373103741037510376103771037810379103801038110382103831038410385103861038710388103891039010391103921039310394103951039610397103981039910400104011040210403104041040510406104071040810409104101041110412104131041410415104161041710418104191042010421104221042310424104251042610427104281042910430104311043210433104341043510436104371043810439104401044110442104431044410445104461044710448104491045010451104521045310454104551045610457104581045910460104611046210463104641046510466104671046810469104701047110472104731047410475104761047710478104791048010481104821048310484104851048610487104881048910490104911049210493104941049510496104971049810499105001050110502105031050410505105061050710508105091051010511105121051310514105151051610517105181051910520105211052210523105241052510526105271052810529105301053110532105331053410535105361053710538105391054010541105421054310544105451054610547105481054910550105511055210553105541055510556105571055810559105601056110562105631056410565105661056710568105691057010571105721057310574105751057610577105781057910580105811058210583105841058510586105871058810589105901059110592105931059410595105961059710598105991060010601106021060310604106051060610607106081060910610106111061210613106141061510616106171061810619106201062110622106231062410625106261062710628106291063010631106321063310634106351063610637106381063910640106411064210643106441064510646106471064810649106501065110652106531065410655106561065710658106591066010661106621066310664106651066610667106681066910670106711067210673106741067510676106771067810679106801068110682106831068410685106861068710688106891069010691106921069310694106951069610697106981069910700107011070210703107041070510706107071070810709107101071110712107131071410715107161071710718107191072010721107221072310724107251072610727107281072910730107311073210733107341073510736107371073810739107401074110742107431074410745107461074710748107491075010751107521075310754107551075610757107581075910760107611076210763107641076510766107671076810769107701077110772107731077410775107761077710778107791078010781107821078310784107851078610787107881078910790107911079210793107941079510796107971079810799108001080110802108031080410805108061080710808108091081010811108121081310814108151081610817108181081910820108211082210823108241082510826108271082810829108301083110832108331083410835108361083710838108391084010841108421084310844108451084610847108481084910850108511085210853108541085510856108571085810859108601086110862108631086410865108661086710868108691087010871108721087310874108751087610877108781087910880108811088210883108841088510886108871088810889108901089110892108931089410895108961089710898108991090010901109021090310904109051090610907109081090910910109111091210913109141091510916109171091810919109201092110922109231092410925109261092710928109291093010931109321093310934109351093610937109381093910940109411094210943109441094510946109471094810949109501095110952109531095410955109561095710958109591096010961109621096310964109651096610967109681096910970109711097210973109741097510976109771097810979109801098110982109831098410985109861098710988109891099010991109921099310994109951099610997109981099911000110011100211003110041100511006110071100811009110101101111012110131101411015110161101711018110191102011021110221102311024110251102611027110281102911030110311103211033110341103511036110371103811039110401104111042110431104411045110461104711048110491105011051110521105311054110551105611057110581105911060110611106211063110641106511066110671106811069110701107111072110731107411075110761107711078110791108011081110821108311084110851108611087110881108911090110911109211093110941109511096110971109811099111001110111102111031110411105111061110711108111091111011111111121111311114111151111611117111181111911120111211112211123111241112511126111271112811129111301113111132111331113411135111361113711138111391114011141111421114311144111451114611147111481114911150111511115211153111541115511156111571115811159111601116111162111631116411165111661116711168111691117011171111721117311174111751117611177111781117911180111811118211183111841118511186111871118811189111901119111192111931119411195111961119711198111991120011201112021120311204112051120611207112081120911210112111121211213112141121511216112171121811219112201122111222112231122411225112261122711228112291123011231112321123311234112351123611237112381123911240112411124211243112441124511246112471124811249112501125111252112531125411255112561125711258112591126011261112621126311264112651126611267112681126911270112711127211273112741127511276112771127811279112801128111282112831128411285112861128711288112891129011291112921129311294112951129611297112981129911300113011130211303113041130511306113071130811309113101131111312113131131411315113161131711318113191132011321113221132311324113251132611327113281132911330113311133211333113341133511336113371133811339113401134111342113431134411345113461134711348113491135011351113521135311354113551135611357113581135911360113611136211363113641136511366113671136811369113701137111372113731137411375113761137711378113791138011381113821138311384113851138611387113881138911390113911139211393113941139511396113971139811399114001140111402114031140411405114061140711408114091141011411114121141311414114151141611417114181141911420114211142211423114241142511426114271142811429114301143111432114331143411435114361143711438114391144011441114421144311444114451144611447114481144911450114511145211453114541145511456114571145811459114601146111462114631146411465114661146711468114691147011471114721147311474114751147611477114781147911480114811148211483114841148511486114871148811489114901149111492114931149411495114961149711498114991150011501115021150311504115051150611507115081150911510115111151211513115141151511516115171151811519115201152111522115231152411525115261152711528115291153011531115321153311534115351153611537115381153911540115411154211543115441154511546115471154811549115501155111552115531155411555115561155711558115591156011561115621156311564115651156611567115681156911570115711157211573115741157511576115771157811579115801158111582115831158411585115861158711588115891159011591115921159311594115951159611597115981159911600116011160211603116041160511606116071160811609116101161111612116131161411615116161161711618116191162011621116221162311624116251162611627116281162911630116311163211633116341163511636116371163811639116401164111642116431164411645116461164711648116491165011651116521165311654116551165611657116581165911660116611166211663116641166511666116671166811669116701167111672116731167411675116761167711678116791168011681116821168311684116851168611687116881168911690116911169211693116941169511696116971169811699117001170111702117031170411705117061170711708117091171011711117121171311714117151171611717117181171911720117211172211723117241172511726117271172811729117301173111732117331173411735117361173711738117391174011741117421174311744117451174611747117481174911750117511175211753117541175511756117571175811759117601176111762117631176411765117661176711768117691177011771117721177311774117751177611777117781177911780117811178211783117841178511786117871178811789117901179111792117931179411795117961179711798117991180011801118021180311804118051180611807118081180911810118111181211813118141181511816118171181811819118201182111822118231182411825118261182711828118291183011831118321183311834118351183611837118381183911840118411184211843118441184511846118471184811849118501185111852118531185411855118561185711858118591186011861118621186311864118651186611867118681186911870118711187211873118741187511876118771187811879118801188111882118831188411885118861188711888118891189011891118921189311894118951189611897118981189911900119011190211903119041190511906119071190811909119101191111912119131191411915119161191711918119191192011921119221192311924119251192611927119281192911930119311193211933119341193511936119371193811939119401194111942119431194411945119461194711948119491195011951119521195311954119551195611957119581195911960119611196211963119641196511966119671196811969119701197111972119731197411975119761197711978119791198011981119821198311984119851198611987119881198911990119911199211993119941199511996119971199811999120001200112002120031200412005120061200712008120091201012011120121201312014120151201612017120181201912020120211202212023120241202512026120271202812029120301203112032120331203412035120361203712038120391204012041120421204312044120451204612047120481204912050120511205212053120541205512056120571205812059120601206112062120631206412065120661206712068120691207012071120721207312074120751207612077120781207912080120811208212083120841208512086120871208812089120901209112092120931209412095120961209712098120991210012101121021210312104121051210612107121081210912110121111211212113121141211512116121171211812119121201212112122121231212412125121261212712128121291213012131121321213312134121351213612137121381213912140121411214212143121441214512146121471214812149121501215112152121531215412155121561215712158121591216012161121621216312164121651216612167121681216912170121711217212173121741217512176121771217812179121801218112182121831218412185121861218712188121891219012191121921219312194121951219612197121981219912200122011220212203122041220512206122071220812209122101221112212122131221412215122161221712218122191222012221122221222312224122251222612227122281222912230122311223212233122341223512236122371223812239122401224112242122431224412245122461224712248122491225012251122521225312254122551225612257122581225912260122611226212263122641226512266122671226812269122701227112272122731227412275122761227712278122791228012281122821228312284122851228612287122881228912290122911229212293122941229512296122971229812299123001230112302123031230412305123061230712308123091231012311123121231312314123151231612317123181231912320123211232212323123241232512326123271232812329123301233112332123331233412335123361233712338123391234012341123421234312344123451234612347123481234912350123511235212353123541235512356123571235812359123601236112362123631236412365123661236712368123691237012371123721237312374123751237612377123781237912380123811238212383123841238512386123871238812389123901239112392123931239412395123961239712398123991240012401124021240312404124051240612407124081240912410124111241212413124141241512416124171241812419124201242112422124231242412425124261242712428124291243012431124321243312434124351243612437124381243912440124411244212443124441244512446124471244812449124501245112452124531245412455124561245712458124591246012461124621246312464124651246612467124681246912470124711247212473124741247512476124771247812479124801248112482124831248412485124861248712488124891249012491124921249312494124951249612497124981249912500125011250212503125041250512506125071250812509125101251112512125131251412515125161251712518125191252012521125221252312524125251252612527125281252912530125311253212533125341253512536125371253812539125401254112542125431254412545125461254712548125491255012551125521255312554125551255612557125581255912560125611256212563125641256512566125671256812569125701257112572125731257412575125761257712578125791258012581125821258312584125851258612587125881258912590125911259212593125941259512596125971259812599126001260112602126031260412605126061260712608126091261012611126121261312614126151261612617126181261912620126211262212623126241262512626126271262812629126301263112632126331263412635126361263712638126391264012641126421264312644126451264612647126481264912650126511265212653126541265512656126571265812659126601266112662126631266412665126661266712668126691267012671126721267312674126751267612677126781267912680126811268212683126841268512686126871268812689126901269112692126931269412695126961269712698126991270012701127021270312704127051270612707127081270912710127111271212713127141271512716127171271812719127201272112722127231272412725127261272712728127291273012731127321273312734127351273612737127381273912740127411274212743127441274512746127471274812749127501275112752127531275412755127561275712758127591276012761127621276312764127651276612767127681276912770127711277212773127741277512776127771277812779127801278112782127831278412785127861278712788127891279012791127921279312794127951279612797127981279912800128011280212803128041280512806128071280812809128101281112812128131281412815128161281712818128191282012821128221282312824128251282612827128281282912830128311283212833128341283512836128371283812839128401284112842128431284412845128461284712848128491285012851128521285312854128551285612857128581285912860128611286212863128641286512866128671286812869128701287112872128731287412875128761287712878128791288012881128821288312884128851288612887128881288912890128911289212893128941289512896128971289812899129001290112902129031290412905129061290712908129091291012911129121291312914129151291612917129181291912920129211292212923129241292512926129271292812929129301293112932129331293412935129361293712938129391294012941129421294312944129451294612947129481294912950129511295212953129541295512956129571295812959129601296112962129631296412965129661296712968129691297012971129721297312974129751297612977129781297912980129811298212983129841298512986129871298812989129901299112992129931299412995129961299712998129991300013001130021300313004130051300613007130081300913010130111301213013130141301513016130171301813019130201302113022130231302413025130261302713028130291303013031130321303313034130351303613037130381303913040130411304213043130441304513046130471304813049130501305113052130531305413055130561305713058130591306013061130621306313064130651306613067130681306913070130711307213073130741307513076130771307813079130801308113082130831308413085130861308713088130891309013091130921309313094130951309613097130981309913100131011310213103131041310513106131071310813109131101311113112131131311413115131161311713118131191312013121131221312313124131251312613127131281312913130131311313213133131341313513136131371313813139131401314113142131431314413145131461314713148131491315013151131521315313154131551315613157131581315913160131611316213163131641316513166131671316813169131701317113172131731317413175131761317713178131791318013181131821318313184131851318613187131881318913190131911319213193131941319513196131971319813199132001320113202132031320413205132061320713208132091321013211132121321313214132151321613217132181321913220132211322213223132241322513226132271322813229132301323113232132331323413235132361323713238132391324013241132421324313244132451324613247132481324913250132511325213253132541325513256132571325813259132601326113262132631326413265132661326713268132691327013271132721327313274132751327613277132781327913280132811328213283132841328513286132871328813289132901329113292132931329413295132961329713298132991330013301133021330313304133051330613307133081330913310133111331213313133141331513316133171331813319133201332113322133231332413325133261332713328133291333013331133321333313334133351333613337133381333913340133411334213343133441334513346133471334813349133501335113352133531335413355133561335713358133591336013361133621336313364133651336613367133681336913370133711337213373133741337513376133771337813379133801338113382133831338413385133861338713388133891339013391133921339313394133951339613397133981339913400134011340213403134041340513406134071340813409134101341113412134131341413415134161341713418134191342013421134221342313424134251342613427134281342913430134311343213433134341343513436134371343813439134401344113442134431344413445134461344713448134491345013451134521345313454134551345613457134581345913460134611346213463134641346513466134671346813469134701347113472134731347413475134761347713478134791348013481134821348313484134851348613487134881348913490134911349213493134941349513496134971349813499135001350113502135031350413505135061350713508135091351013511135121351313514135151351613517135181351913520135211352213523135241352513526135271352813529135301353113532135331353413535135361353713538135391354013541135421354313544135451354613547135481354913550135511355213553135541355513556135571355813559135601356113562135631356413565135661356713568135691357013571135721357313574135751357613577135781357913580135811358213583135841358513586135871358813589135901359113592135931359413595135961359713598135991360013601136021360313604136051360613607136081360913610136111361213613136141361513616136171361813619136201362113622136231362413625136261362713628136291363013631136321363313634136351363613637136381363913640136411364213643136441364513646136471364813649136501365113652136531365413655136561365713658136591366013661136621366313664136651366613667136681366913670136711367213673136741367513676136771367813679136801368113682136831368413685136861368713688136891369013691136921369313694136951369613697136981369913700137011370213703137041370513706137071370813709137101371113712137131371413715137161371713718137191372013721137221372313724137251372613727137281372913730137311373213733137341373513736137371373813739137401374113742137431374413745137461374713748137491375013751137521375313754137551375613757137581375913760137611376213763137641376513766137671376813769137701377113772137731377413775137761377713778137791378013781137821378313784137851378613787137881378913790137911379213793137941379513796137971379813799138001380113802138031380413805138061380713808138091381013811138121381313814138151381613817138181381913820138211382213823138241382513826138271382813829138301383113832138331383413835138361383713838138391384013841138421384313844138451384613847138481384913850138511385213853138541385513856138571385813859138601386113862138631386413865138661386713868138691387013871138721387313874138751387613877138781387913880138811388213883138841388513886138871388813889138901389113892138931389413895138961389713898138991390013901139021390313904139051390613907139081390913910139111391213913139141391513916139171391813919139201392113922139231392413925139261392713928139291393013931139321393313934139351393613937139381393913940139411394213943139441394513946139471394813949139501395113952139531395413955139561395713958139591396013961139621396313964139651396613967139681396913970139711397213973139741397513976139771397813979139801398113982139831398413985139861398713988139891399013991139921399313994139951399613997139981399914000140011400214003140041400514006140071400814009140101401114012140131401414015140161401714018140191402014021140221402314024140251402614027140281402914030140311403214033140341403514036140371403814039140401404114042140431404414045140461404714048140491405014051140521405314054140551405614057140581405914060140611406214063140641406514066140671406814069140701407114072140731407414075140761407714078140791408014081140821408314084140851408614087140881408914090140911409214093140941409514096140971409814099141001410114102141031410414105141061410714108141091411014111141121411314114141151411614117141181411914120141211412214123141241412514126141271412814129141301413114132141331413414135141361413714138141391414014141141421414314144141451414614147141481414914150141511415214153141541415514156141571415814159141601416114162141631416414165141661416714168141691417014171141721417314174141751417614177141781417914180141811418214183141841418514186141871418814189141901419114192141931419414195141961419714198141991420014201142021420314204142051420614207142081420914210142111421214213142141421514216142171421814219142201422114222142231422414225142261422714228142291423014231142321423314234142351423614237142381423914240142411424214243142441424514246142471424814249142501425114252142531425414255142561425714258142591426014261142621426314264142651426614267142681426914270142711427214273142741427514276142771427814279142801428114282142831428414285142861428714288142891429014291142921429314294142951429614297142981429914300143011430214303143041430514306143071430814309143101431114312143131431414315143161431714318143191432014321143221432314324143251432614327143281432914330143311433214333143341433514336143371433814339143401434114342143431434414345143461434714348143491435014351143521435314354143551435614357143581435914360143611436214363143641436514366143671436814369143701437114372143731437414375143761437714378143791438014381143821438314384143851438614387143881438914390143911439214393143941439514396143971439814399144001440114402144031440414405144061440714408144091441014411144121441314414144151441614417144181441914420144211442214423144241442514426144271442814429144301443114432144331443414435144361443714438144391444014441144421444314444144451444614447144481444914450144511445214453144541445514456144571445814459144601446114462144631446414465144661446714468144691447014471144721447314474144751447614477144781447914480144811448214483144841448514486144871448814489144901449114492144931449414495144961449714498144991450014501145021450314504145051450614507145081450914510145111451214513145141451514516145171451814519145201452114522145231452414525145261452714528145291453014531145321453314534145351453614537145381453914540145411454214543145441454514546145471454814549145501455114552145531455414555145561455714558145591456014561145621456314564145651456614567145681456914570145711457214573145741457514576145771457814579145801458114582145831458414585145861458714588145891459014591145921459314594145951459614597145981459914600146011460214603146041460514606146071460814609146101461114612146131461414615146161461714618146191462014621146221462314624146251462614627146281462914630146311463214633146341463514636146371463814639146401464114642146431464414645146461464714648146491465014651146521465314654146551465614657146581465914660146611466214663146641466514666146671466814669146701467114672146731467414675146761467714678146791468014681146821468314684146851468614687146881468914690146911469214693146941469514696146971469814699147001470114702147031470414705147061470714708147091471014711147121471314714147151471614717147181471914720147211472214723147241472514726147271472814729147301473114732147331473414735147361473714738147391474014741147421474314744147451474614747147481474914750147511475214753147541475514756147571475814759147601476114762147631476414765147661476714768147691477014771147721477314774147751477614777147781477914780147811478214783147841478514786147871478814789147901479114792147931479414795147961479714798147991480014801148021480314804148051480614807148081480914810148111481214813148141481514816148171481814819148201482114822148231482414825148261482714828148291483014831148321483314834148351483614837148381483914840148411484214843148441484514846148471484814849148501485114852148531485414855148561485714858148591486014861148621486314864148651486614867148681486914870148711487214873148741487514876148771487814879148801488114882148831488414885148861488714888148891489014891148921489314894148951489614897148981489914900149011490214903149041490514906149071490814909149101491114912149131491414915149161491714918149191492014921149221492314924149251492614927149281492914930149311493214933149341493514936149371493814939149401494114942149431494414945149461494714948149491495014951149521495314954149551495614957149581495914960149611496214963149641496514966149671496814969149701497114972149731497414975149761497714978149791498014981149821498314984149851498614987149881498914990149911499214993149941499514996149971499814999150001500115002150031500415005150061500715008150091501015011150121501315014150151501615017150181501915020150211502215023150241502515026150271502815029150301503115032150331503415035150361503715038150391504015041150421504315044150451504615047150481504915050150511505215053150541505515056150571505815059150601506115062150631506415065150661506715068150691507015071150721507315074150751507615077150781507915080150811508215083150841508515086150871508815089150901509115092150931509415095150961509715098150991510015101151021510315104151051510615107151081510915110151111511215113151141511515116151171511815119151201512115122151231512415125151261512715128151291513015131151321513315134151351513615137151381513915140151411514215143151441514515146151471514815149151501515115152151531515415155151561515715158151591516015161151621516315164151651516615167151681516915170151711517215173151741517515176151771517815179151801518115182151831518415185151861518715188151891519015191151921519315194151951519615197151981519915200152011520215203152041520515206152071520815209152101521115212152131521415215152161521715218152191522015221152221522315224152251522615227152281522915230152311523215233152341523515236152371523815239152401524115242152431524415245152461524715248152491525015251152521525315254152551525615257152581525915260152611526215263152641526515266152671526815269152701527115272152731527415275152761527715278152791528015281152821528315284152851528615287152881528915290152911529215293152941529515296152971529815299153001530115302153031530415305153061530715308153091531015311153121531315314153151531615317153181531915320153211532215323153241532515326153271532815329153301533115332153331533415335153361533715338153391534015341153421534315344153451534615347153481534915350153511535215353153541535515356153571535815359153601536115362153631536415365153661536715368153691537015371153721537315374153751537615377153781537915380153811538215383153841538515386153871538815389153901539115392153931539415395153961539715398153991540015401154021540315404154051540615407154081540915410154111541215413154141541515416154171541815419154201542115422154231542415425154261542715428154291543015431154321543315434154351543615437154381543915440154411544215443154441544515446154471544815449154501545115452154531545415455154561545715458154591546015461154621546315464154651546615467154681546915470154711547215473154741547515476154771547815479154801548115482154831548415485154861548715488154891549015491154921549315494154951549615497154981549915500155011550215503155041550515506155071550815509155101551115512155131551415515155161551715518155191552015521155221552315524155251552615527155281552915530155311553215533155341553515536155371553815539155401554115542155431554415545155461554715548155491555015551155521555315554155551555615557155581555915560155611556215563155641556515566155671556815569155701557115572155731557415575155761557715578155791558015581155821558315584155851558615587155881558915590155911559215593155941559515596155971559815599156001560115602156031560415605156061560715608156091561015611156121561315614156151561615617156181561915620156211562215623156241562515626156271562815629156301563115632156331563415635156361563715638156391564015641156421564315644156451564615647156481564915650156511565215653156541565515656156571565815659156601566115662156631566415665156661566715668156691567015671156721567315674156751567615677156781567915680156811568215683156841568515686156871568815689156901569115692156931569415695156961569715698156991570015701157021570315704157051570615707157081570915710157111571215713157141571515716157171571815719157201572115722157231572415725157261572715728157291573015731157321573315734157351573615737157381573915740157411574215743157441574515746157471574815749157501575115752157531575415755157561575715758157591576015761157621576315764157651576615767157681576915770157711577215773157741577515776157771577815779157801578115782157831578415785157861578715788157891579015791157921579315794157951579615797157981579915800158011580215803158041580515806158071580815809158101581115812158131581415815158161581715818158191582015821158221582315824158251582615827158281582915830158311583215833158341583515836158371583815839158401584115842158431584415845158461584715848158491585015851158521585315854158551585615857158581585915860158611586215863158641586515866158671586815869158701587115872158731587415875158761587715878158791588015881158821588315884158851588615887158881588915890158911589215893158941589515896158971589815899159001590115902159031590415905159061590715908159091591015911159121591315914159151591615917159181591915920159211592215923159241592515926159271592815929159301593115932159331593415935159361593715938159391594015941159421594315944159451594615947159481594915950159511595215953159541595515956159571595815959159601596115962159631596415965159661596715968159691597015971159721597315974159751597615977159781597915980159811598215983159841598515986159871598815989159901599115992159931599415995159961599715998159991600016001160021600316004160051600616007160081600916010160111601216013160141601516016160171601816019160201602116022160231602416025160261602716028160291603016031160321603316034160351603616037160381603916040160411604216043160441604516046160471604816049160501605116052160531605416055160561605716058160591606016061160621606316064160651606616067160681606916070160711607216073160741607516076160771607816079160801608116082160831608416085160861608716088160891609016091160921609316094160951609616097160981609916100161011610216103161041610516106161071610816109161101611116112161131611416115161161611716118161191612016121161221612316124161251612616127161281612916130161311613216133161341613516136161371613816139161401614116142161431614416145161461614716148161491615016151161521615316154161551615616157161581615916160161611616216163161641616516166161671616816169161701617116172161731617416175161761617716178161791618016181161821618316184161851618616187161881618916190161911619216193161941619516196161971619816199162001620116202162031620416205162061620716208162091621016211162121621316214162151621616217162181621916220162211622216223162241622516226162271622816229162301623116232162331623416235162361623716238162391624016241162421624316244162451624616247162481624916250162511625216253162541625516256162571625816259162601626116262162631626416265162661626716268162691627016271162721627316274162751627616277162781627916280162811628216283162841628516286162871628816289162901629116292162931629416295162961629716298162991630016301163021630316304163051630616307163081630916310163111631216313163141631516316163171631816319163201632116322163231632416325163261632716328163291633016331163321633316334163351633616337163381633916340163411634216343163441634516346163471634816349163501635116352163531635416355163561635716358163591636016361163621636316364163651636616367163681636916370163711637216373163741637516376163771637816379163801638116382163831638416385163861638716388163891639016391163921639316394163951639616397163981639916400164011640216403164041640516406164071640816409164101641116412164131641416415164161641716418164191642016421164221642316424164251642616427164281642916430164311643216433164341643516436164371643816439164401644116442164431644416445164461644716448164491645016451164521645316454164551645616457164581645916460164611646216463164641646516466164671646816469164701647116472164731647416475164761647716478164791648016481164821648316484164851648616487164881648916490164911649216493164941649516496164971649816499165001650116502165031650416505165061650716508165091651016511165121651316514165151651616517165181651916520165211652216523165241652516526165271652816529165301653116532165331653416535165361653716538165391654016541165421654316544165451654616547165481654916550165511655216553165541655516556165571655816559165601656116562165631656416565165661656716568165691657016571165721657316574165751657616577165781657916580165811658216583165841658516586165871658816589165901659116592165931659416595165961659716598165991660016601166021660316604166051660616607166081660916610166111661216613166141661516616166171661816619166201662116622166231662416625166261662716628166291663016631166321663316634166351663616637166381663916640166411664216643166441664516646166471664816649166501665116652166531665416655166561665716658166591666016661166621666316664166651666616667166681666916670166711667216673166741667516676166771667816679166801668116682166831668416685166861668716688166891669016691166921669316694166951669616697166981669916700167011670216703167041670516706167071670816709167101671116712167131671416715167161671716718167191672016721167221672316724167251672616727167281672916730167311673216733167341673516736167371673816739167401674116742167431674416745167461674716748167491675016751167521675316754167551675616757167581675916760167611676216763167641676516766167671676816769167701677116772167731677416775167761677716778167791678016781167821678316784167851678616787167881678916790167911679216793167941679516796167971679816799168001680116802168031680416805168061680716808168091681016811168121681316814168151681616817168181681916820168211682216823168241682516826168271682816829168301683116832168331683416835168361683716838168391684016841168421684316844168451684616847168481684916850168511685216853168541685516856168571685816859168601686116862168631686416865168661686716868168691687016871168721687316874168751687616877168781687916880168811688216883168841688516886168871688816889168901689116892168931689416895168961689716898168991690016901169021690316904169051690616907169081690916910169111691216913169141691516916169171691816919169201692116922169231692416925169261692716928169291693016931169321693316934169351693616937169381693916940169411694216943169441694516946169471694816949169501695116952169531695416955169561695716958169591696016961169621696316964169651696616967169681696916970169711697216973169741697516976169771697816979169801698116982169831698416985169861698716988169891699016991169921699316994169951699616997169981699917000170011700217003170041700517006170071700817009170101701117012170131701417015170161701717018170191702017021170221702317024170251702617027170281702917030170311703217033170341703517036170371703817039170401704117042170431704417045170461704717048170491705017051170521705317054170551705617057170581705917060170611706217063170641706517066170671706817069170701707117072170731707417075170761707717078170791708017081170821708317084170851708617087170881708917090170911709217093170941709517096170971709817099171001710117102171031710417105171061710717108171091711017111171121711317114171151711617117171181711917120171211712217123171241712517126171271712817129171301713117132171331713417135171361713717138171391714017141171421714317144171451714617147171481714917150171511715217153171541715517156171571715817159171601716117162171631716417165171661716717168171691717017171171721717317174171751717617177171781717917180171811718217183171841718517186171871718817189171901719117192171931719417195171961719717198171991720017201172021720317204172051720617207172081720917210172111721217213172141721517216172171721817219172201722117222172231722417225172261722717228172291723017231172321723317234172351723617237172381723917240172411724217243172441724517246172471724817249172501725117252172531725417255172561725717258172591726017261172621726317264172651726617267172681726917270172711727217273172741727517276172771727817279172801728117282172831728417285172861728717288172891729017291172921729317294172951729617297172981729917300173011730217303173041730517306173071730817309173101731117312173131731417315173161731717318173191732017321173221732317324173251732617327173281732917330173311733217333173341733517336173371733817339173401734117342173431734417345173461734717348173491735017351173521735317354173551735617357173581735917360173611736217363173641736517366173671736817369173701737117372173731737417375173761737717378173791738017381173821738317384173851738617387173881738917390173911739217393173941739517396173971739817399174001740117402174031740417405174061740717408174091741017411174121741317414174151741617417174181741917420174211742217423174241742517426174271742817429174301743117432174331743417435174361743717438174391744017441174421744317444174451744617447174481744917450174511745217453174541745517456174571745817459174601746117462174631746417465174661746717468174691747017471174721747317474174751747617477174781747917480174811748217483174841748517486174871748817489174901749117492174931749417495174961749717498174991750017501175021750317504175051750617507175081750917510175111751217513175141751517516175171751817519175201752117522175231752417525175261752717528175291753017531175321753317534175351753617537175381753917540175411754217543175441754517546175471754817549175501755117552175531755417555175561755717558175591756017561175621756317564175651756617567175681756917570175711757217573175741757517576175771757817579175801758117582175831758417585175861758717588175891759017591175921759317594175951759617597175981759917600176011760217603176041760517606176071760817609176101761117612176131761417615176161761717618176191762017621176221762317624176251762617627176281762917630176311763217633176341763517636176371763817639176401764117642176431764417645176461764717648176491765017651176521765317654176551765617657176581765917660176611766217663176641766517666176671766817669176701767117672176731767417675176761767717678176791768017681176821768317684176851768617687176881768917690176911769217693176941769517696176971769817699177001770117702177031770417705177061770717708177091771017711177121771317714177151771617717177181771917720177211772217723177241772517726177271772817729177301773117732177331773417735177361773717738177391774017741177421774317744177451774617747177481774917750177511775217753177541775517756177571775817759177601776117762177631776417765177661776717768177691777017771177721777317774177751777617777177781777917780177811778217783177841778517786177871778817789177901779117792177931779417795177961779717798177991780017801178021780317804178051780617807178081780917810178111781217813178141781517816178171781817819178201782117822178231782417825178261782717828178291783017831178321783317834178351783617837178381783917840178411784217843178441784517846178471784817849178501785117852178531785417855178561785717858178591786017861178621786317864178651786617867178681786917870178711787217873178741787517876178771787817879178801788117882178831788417885178861788717888178891789017891178921789317894178951789617897178981789917900179011790217903179041790517906179071790817909179101791117912179131791417915179161791717918179191792017921179221792317924179251792617927179281792917930179311793217933179341793517936179371793817939179401794117942179431794417945179461794717948179491795017951179521795317954179551795617957179581795917960179611796217963179641796517966179671796817969179701797117972179731797417975179761797717978179791798017981179821798317984179851798617987179881798917990179911799217993179941799517996179971799817999180001800118002180031800418005180061800718008180091801018011180121801318014180151801618017180181801918020180211802218023180241802518026180271802818029180301803118032180331803418035180361803718038180391804018041180421804318044180451804618047180481804918050180511805218053180541805518056180571805818059180601806118062180631806418065180661806718068180691807018071180721807318074180751807618077180781807918080180811808218083180841808518086180871808818089180901809118092180931809418095180961809718098180991810018101181021810318104181051810618107181081810918110181111811218113181141811518116181171811818119181201812118122181231812418125181261812718128181291813018131181321813318134181351813618137181381813918140181411814218143181441814518146181471814818149181501815118152181531815418155181561815718158181591816018161181621816318164181651816618167181681816918170181711817218173181741817518176181771817818179181801818118182181831818418185181861818718188181891819018191181921819318194181951819618197181981819918200182011820218203182041820518206182071820818209182101821118212182131821418215182161821718218182191822018221182221822318224182251822618227182281822918230182311823218233182341823518236182371823818239182401824118242182431824418245182461824718248182491825018251182521825318254182551825618257182581825918260182611826218263182641826518266182671826818269182701827118272182731827418275182761827718278182791828018281182821828318284182851828618287182881828918290182911829218293182941829518296182971829818299183001830118302183031830418305183061830718308183091831018311183121831318314183151831618317183181831918320183211832218323183241832518326183271832818329183301833118332183331833418335183361833718338183391834018341183421834318344183451834618347183481834918350183511835218353183541835518356183571835818359183601836118362183631836418365183661836718368183691837018371183721837318374183751837618377183781837918380183811838218383183841838518386183871838818389183901839118392183931839418395183961839718398183991840018401184021840318404184051840618407184081840918410184111841218413184141841518416184171841818419184201842118422184231842418425184261842718428184291843018431184321843318434184351843618437184381843918440184411844218443184441844518446184471844818449184501845118452184531845418455184561845718458184591846018461184621846318464184651846618467184681846918470184711847218473184741847518476184771847818479184801848118482184831848418485184861848718488184891849018491184921849318494184951849618497184981849918500185011850218503185041850518506185071850818509185101851118512185131851418515185161851718518185191852018521185221852318524185251852618527185281852918530185311853218533185341853518536185371853818539185401854118542185431854418545185461854718548185491855018551185521855318554185551855618557185581855918560185611856218563185641856518566185671856818569185701857118572185731857418575185761857718578185791858018581185821858318584185851858618587185881858918590185911859218593185941859518596185971859818599186001860118602186031860418605186061860718608186091861018611186121861318614186151861618617186181861918620186211862218623186241862518626186271862818629186301863118632186331863418635186361863718638186391864018641186421864318644186451864618647186481864918650186511865218653186541865518656186571865818659186601866118662186631866418665186661866718668186691867018671186721867318674186751867618677186781867918680186811868218683186841868518686186871868818689186901869118692186931869418695186961869718698186991870018701187021870318704187051870618707187081870918710187111871218713187141871518716187171871818719187201872118722187231872418725187261872718728187291873018731187321873318734187351873618737187381873918740187411874218743187441874518746187471874818749187501875118752187531875418755187561875718758187591876018761187621876318764187651876618767187681876918770187711877218773187741877518776187771877818779187801878118782187831878418785187861878718788187891879018791187921879318794187951879618797187981879918800188011880218803188041880518806188071880818809188101881118812188131881418815188161881718818188191882018821188221882318824188251882618827188281882918830188311883218833188341883518836188371883818839188401884118842188431884418845188461884718848188491885018851188521885318854188551885618857188581885918860188611886218863188641886518866188671886818869188701887118872188731887418875188761887718878188791888018881188821888318884188851888618887188881888918890188911889218893188941889518896188971889818899189001890118902189031890418905189061890718908189091891018911189121891318914189151891618917189181891918920189211892218923189241892518926189271892818929189301893118932189331893418935189361893718938189391894018941189421894318944189451894618947189481894918950189511895218953189541895518956189571895818959189601896118962189631896418965189661896718968189691897018971189721897318974189751897618977189781897918980189811898218983189841898518986189871898818989189901899118992189931899418995189961899718998189991900019001190021900319004190051900619007190081900919010190111901219013190141901519016190171901819019190201902119022190231902419025190261902719028190291903019031190321903319034190351903619037190381903919040190411904219043190441904519046190471904819049190501905119052190531905419055190561905719058190591906019061190621906319064190651906619067190681906919070190711907219073190741907519076190771907819079190801908119082190831908419085190861908719088190891909019091190921909319094190951909619097190981909919100191011910219103191041910519106191071910819109191101911119112191131911419115191161911719118191191912019121191221912319124191251912619127191281912919130191311913219133191341913519136191371913819139191401914119142191431914419145191461914719148191491915019151191521915319154191551915619157191581915919160191611916219163191641916519166191671916819169191701917119172191731917419175191761917719178191791918019181191821918319184191851918619187191881918919190191911919219193191941919519196191971919819199192001920119202192031920419205192061920719208192091921019211192121921319214192151921619217192181921919220192211922219223192241922519226192271922819229192301923119232192331923419235192361923719238192391924019241192421924319244192451924619247192481924919250192511925219253192541925519256192571925819259192601926119262192631926419265192661926719268192691927019271192721927319274192751927619277192781927919280192811928219283192841928519286192871928819289192901929119292192931929419295192961929719298192991930019301193021930319304193051930619307193081930919310193111931219313193141931519316193171931819319193201932119322193231932419325193261932719328193291933019331193321933319334193351933619337193381933919340193411934219343193441934519346193471934819349193501935119352193531935419355193561935719358193591936019361193621936319364193651936619367193681936919370193711937219373193741937519376193771937819379193801938119382193831938419385193861938719388193891939019391193921939319394193951939619397193981939919400194011940219403194041940519406194071940819409194101941119412194131941419415194161941719418194191942019421194221942319424194251942619427194281942919430194311943219433194341943519436194371943819439194401944119442194431944419445194461944719448194491945019451194521945319454194551945619457194581945919460194611946219463194641946519466194671946819469194701947119472194731947419475194761947719478194791948019481194821948319484194851948619487194881948919490194911949219493194941949519496194971949819499195001950119502195031950419505195061950719508195091951019511195121951319514195151951619517195181951919520195211952219523195241952519526195271952819529195301953119532195331953419535195361953719538195391954019541195421954319544195451954619547195481954919550195511955219553195541955519556195571955819559195601956119562195631956419565195661956719568195691957019571195721957319574195751957619577195781957919580195811958219583195841958519586195871958819589195901959119592195931959419595195961959719598195991960019601196021960319604196051960619607196081960919610196111961219613196141961519616196171961819619196201962119622196231962419625196261962719628196291963019631196321963319634196351963619637196381963919640196411964219643196441964519646196471964819649196501965119652196531965419655196561965719658196591966019661196621966319664196651966619667196681966919670196711967219673196741967519676196771967819679196801968119682196831968419685196861968719688196891969019691196921969319694196951969619697196981969919700197011970219703197041970519706197071970819709197101971119712197131971419715197161971719718197191972019721197221972319724197251972619727197281972919730197311973219733197341973519736197371973819739197401974119742197431974419745197461974719748197491975019751197521975319754197551975619757197581975919760197611976219763197641976519766197671976819769197701977119772197731977419775197761977719778197791978019781197821978319784197851978619787197881978919790197911979219793197941979519796197971979819799198001980119802198031980419805198061980719808198091981019811198121981319814198151981619817198181981919820198211982219823198241982519826198271982819829198301983119832198331983419835198361983719838198391984019841198421984319844198451984619847198481984919850198511985219853198541985519856198571985819859198601986119862198631986419865198661986719868198691987019871198721987319874198751987619877198781987919880198811988219883198841988519886198871988819889198901989119892198931989419895198961989719898198991990019901199021990319904199051990619907199081990919910199111991219913199141991519916199171991819919199201992119922199231992419925199261992719928199291993019931199321993319934199351993619937199381993919940199411994219943199441994519946199471994819949199501995119952199531995419955199561995719958199591996019961199621996319964199651996619967199681996919970199711997219973199741997519976199771997819979199801998119982199831998419985199861998719988199891999019991199921999319994199951999619997199981999920000200012000220003200042000520006200072000820009200102001120012200132001420015200162001720018200192002020021200222002320024200252002620027200282002920030200312003220033200342003520036200372003820039200402004120042200432004420045200462004720048200492005020051200522005320054200552005620057200582005920060200612006220063200642006520066200672006820069200702007120072200732007420075200762007720078200792008020081200822008320084200852008620087200882008920090200912009220093200942009520096200972009820099201002010120102201032010420105201062010720108201092011020111201122011320114201152011620117201182011920120201212012220123201242012520126201272012820129201302013120132201332013420135201362013720138201392014020141201422014320144201452014620147201482014920150201512015220153201542015520156201572015820159201602016120162201632016420165201662016720168201692017020171201722017320174201752017620177201782017920180201812018220183201842018520186201872018820189201902019120192201932019420195201962019720198201992020020201202022020320204202052020620207202082020920210202112021220213202142021520216202172021820219202202022120222202232022420225202262022720228202292023020231202322023320234202352023620237202382023920240202412024220243202442024520246202472024820249202502025120252202532025420255202562025720258202592026020261202622026320264202652026620267202682026920270202712027220273202742027520276202772027820279202802028120282202832028420285202862028720288202892029020291202922029320294202952029620297202982029920300203012030220303203042030520306203072030820309203102031120312203132031420315203162031720318203192032020321203222032320324203252032620327203282032920330203312033220333203342033520336203372033820339203402034120342203432034420345203462034720348203492035020351203522035320354203552035620357203582035920360203612036220363203642036520366203672036820369203702037120372203732037420375203762037720378203792038020381203822038320384203852038620387203882038920390203912039220393203942039520396203972039820399204002040120402204032040420405204062040720408204092041020411204122041320414204152041620417204182041920420204212042220423204242042520426204272042820429204302043120432204332043420435204362043720438204392044020441204422044320444204452044620447204482044920450204512045220453204542045520456204572045820459204602046120462204632046420465204662046720468204692047020471204722047320474204752047620477204782047920480204812048220483204842048520486204872048820489204902049120492204932049420495204962049720498204992050020501205022050320504205052050620507205082050920510205112051220513205142051520516205172051820519205202052120522205232052420525205262052720528205292053020531205322053320534205352053620537205382053920540205412054220543205442054520546205472054820549205502055120552205532055420555205562055720558205592056020561205622056320564205652056620567205682056920570205712057220573205742057520576205772057820579205802058120582205832058420585205862058720588205892059020591205922059320594205952059620597205982059920600206012060220603206042060520606206072060820609206102061120612206132061420615206162061720618206192062020621206222062320624206252062620627206282062920630206312063220633206342063520636206372063820639206402064120642206432064420645206462064720648206492065020651206522065320654206552065620657206582065920660206612066220663206642066520666206672066820669206702067120672206732067420675206762067720678206792068020681206822068320684206852068620687206882068920690206912069220693206942069520696206972069820699207002070120702207032070420705207062070720708207092071020711207122071320714207152071620717207182071920720207212072220723207242072520726207272072820729207302073120732207332073420735207362073720738207392074020741207422074320744207452074620747207482074920750207512075220753207542075520756207572075820759207602076120762207632076420765207662076720768207692077020771207722077320774207752077620777207782077920780207812078220783207842078520786207872078820789207902079120792207932079420795207962079720798207992080020801208022080320804208052080620807208082080920810208112081220813208142081520816208172081820819208202082120822208232082420825208262082720828208292083020831208322083320834208352083620837208382083920840208412084220843208442084520846208472084820849208502085120852208532085420855208562085720858208592086020861208622086320864208652086620867208682086920870208712087220873208742087520876208772087820879208802088120882208832088420885208862088720888208892089020891208922089320894208952089620897208982089920900209012090220903209042090520906209072090820909209102091120912209132091420915209162091720918209192092020921209222092320924209252092620927209282092920930209312093220933209342093520936209372093820939209402094120942209432094420945209462094720948209492095020951209522095320954209552095620957209582095920960209612096220963209642096520966209672096820969209702097120972209732097420975209762097720978209792098020981209822098320984209852098620987209882098920990209912099220993209942099520996209972099820999210002100121002210032100421005210062100721008210092101021011210122101321014210152101621017210182101921020210212102221023210242102521026210272102821029210302103121032210332103421035210362103721038210392104021041210422104321044210452104621047210482104921050210512105221053210542105521056210572105821059210602106121062210632106421065210662106721068210692107021071210722107321074210752107621077210782107921080210812108221083210842108521086210872108821089210902109121092210932109421095210962109721098210992110021101211022110321104211052110621107211082110921110211112111221113211142111521116211172111821119211202112121122211232112421125211262112721128211292113021131211322113321134211352113621137211382113921140211412114221143211442114521146211472114821149211502115121152211532115421155211562115721158211592116021161211622116321164211652116621167211682116921170211712117221173211742117521176211772117821179211802118121182211832118421185211862118721188211892119021191211922119321194211952119621197211982119921200212012120221203212042120521206212072120821209212102121121212212132121421215212162121721218212192122021221212222122321224212252122621227212282122921230212312123221233212342123521236212372123821239212402124121242212432124421245212462124721248212492125021251212522125321254212552125621257212582125921260212612126221263212642126521266212672126821269212702127121272212732127421275212762127721278212792128021281212822128321284212852128621287212882128921290212912129221293212942129521296212972129821299213002130121302213032130421305213062130721308213092131021311213122131321314213152131621317213182131921320213212132221323213242132521326213272132821329213302133121332213332133421335213362133721338213392134021341213422134321344213452134621347213482134921350213512135221353213542135521356213572135821359213602136121362213632136421365213662136721368213692137021371213722137321374213752137621377213782137921380213812138221383213842138521386213872138821389213902139121392213932139421395213962139721398213992140021401214022140321404214052140621407214082140921410214112141221413214142141521416214172141821419214202142121422214232142421425214262142721428214292143021431214322143321434214352143621437214382143921440214412144221443214442144521446214472144821449214502145121452214532145421455214562145721458214592146021461214622146321464214652146621467214682146921470214712147221473214742147521476214772147821479214802148121482214832148421485214862148721488214892149021491214922149321494214952149621497214982149921500215012150221503215042150521506215072150821509215102151121512215132151421515215162151721518215192152021521215222152321524215252152621527215282152921530215312153221533215342153521536215372153821539215402154121542215432154421545215462154721548215492155021551215522155321554215552155621557215582155921560215612156221563215642156521566215672156821569215702157121572215732157421575215762157721578215792158021581215822158321584215852158621587215882158921590215912159221593215942159521596215972159821599216002160121602216032160421605216062160721608216092161021611216122161321614216152161621617216182161921620216212162221623216242162521626216272162821629216302163121632216332163421635216362163721638216392164021641216422164321644216452164621647216482164921650216512165221653216542165521656216572165821659216602166121662216632166421665216662166721668216692167021671216722167321674216752167621677216782167921680216812168221683216842168521686216872168821689216902169121692216932169421695216962169721698216992170021701217022170321704217052170621707217082170921710217112171221713217142171521716217172171821719217202172121722217232172421725217262172721728217292173021731217322173321734217352173621737217382173921740217412174221743217442174521746217472174821749217502175121752217532175421755217562175721758217592176021761217622176321764217652176621767217682176921770217712177221773217742177521776217772177821779217802178121782217832178421785217862178721788217892179021791217922179321794217952179621797217982179921800218012180221803218042180521806218072180821809218102181121812218132181421815218162181721818218192182021821218222182321824218252182621827218282182921830218312183221833218342183521836218372183821839218402184121842218432184421845218462184721848218492185021851218522185321854218552185621857218582185921860218612186221863218642186521866218672186821869218702187121872218732187421875218762187721878218792188021881218822188321884218852188621887218882188921890218912189221893218942189521896218972189821899219002190121902219032190421905219062190721908219092191021911219122191321914219152191621917219182191921920219212192221923219242192521926219272192821929219302193121932219332193421935219362193721938219392194021941219422194321944219452194621947219482194921950219512195221953219542195521956219572195821959219602196121962219632196421965219662196721968219692197021971219722197321974219752197621977219782197921980219812198221983219842198521986219872198821989219902199121992219932199421995219962199721998219992200022001220022200322004220052200622007220082200922010220112201222013220142201522016220172201822019220202202122022220232202422025220262202722028220292203022031220322203322034220352203622037220382203922040220412204222043220442204522046220472204822049220502205122052220532205422055220562205722058220592206022061220622206322064220652206622067220682206922070220712207222073220742207522076220772207822079220802208122082220832208422085220862208722088220892209022091220922209322094220952209622097220982209922100221012210222103221042210522106221072210822109221102211122112221132211422115221162211722118221192212022121221222212322124221252212622127221282212922130221312213222133221342213522136221372213822139221402214122142221432214422145221462214722148221492215022151221522215322154221552215622157221582215922160221612216222163221642216522166221672216822169221702217122172221732217422175221762217722178221792218022181221822218322184221852218622187221882218922190221912219222193221942219522196221972219822199222002220122202222032220422205222062220722208222092221022211222122221322214222152221622217222182221922220222212222222223222242222522226222272222822229222302223122232222332223422235222362223722238222392224022241222422224322244222452224622247222482224922250222512225222253222542225522256222572225822259222602226122262222632226422265222662226722268222692227022271222722227322274222752227622277222782227922280222812228222283222842228522286222872228822289222902229122292222932229422295222962229722298222992230022301223022230322304223052230622307223082230922310223112231222313223142231522316223172231822319223202232122322223232232422325223262232722328223292233022331223322233322334223352233622337223382233922340223412234222343223442234522346223472234822349223502235122352223532235422355223562235722358223592236022361223622236322364223652236622367223682236922370223712237222373223742237522376223772237822379223802238122382223832238422385223862238722388223892239022391223922239322394223952239622397223982239922400224012240222403224042240522406224072240822409224102241122412224132241422415224162241722418224192242022421224222242322424224252242622427224282242922430224312243222433224342243522436224372243822439224402244122442224432244422445224462244722448224492245022451224522245322454224552245622457224582245922460224612246222463224642246522466224672246822469224702247122472224732247422475224762247722478224792248022481224822248322484224852248622487224882248922490224912249222493224942249522496224972249822499225002250122502225032250422505225062250722508225092251022511225122251322514225152251622517225182251922520225212252222523225242252522526225272252822529225302253122532225332253422535225362253722538225392254022541225422254322544225452254622547225482254922550225512255222553225542255522556225572255822559225602256122562225632256422565225662256722568225692257022571225722257322574225752257622577225782257922580225812258222583225842258522586225872258822589225902259122592225932259422595225962259722598225992260022601226022260322604226052260622607226082260922610226112261222613226142261522616226172261822619226202262122622226232262422625226262262722628226292263022631226322263322634226352263622637226382263922640226412264222643226442264522646226472264822649226502265122652226532265422655226562265722658226592266022661226622266322664226652266622667226682266922670226712267222673226742267522676226772267822679226802268122682226832268422685226862268722688226892269022691226922269322694226952269622697226982269922700227012270222703227042270522706227072270822709227102271122712227132271422715227162271722718227192272022721227222272322724227252272622727227282272922730227312273222733227342273522736227372273822739227402274122742227432274422745227462274722748227492275022751227522275322754227552275622757227582275922760227612276222763227642276522766227672276822769227702277122772227732277422775227762277722778227792278022781227822278322784227852278622787227882278922790227912279222793227942279522796227972279822799228002280122802228032280422805228062280722808228092281022811228122281322814228152281622817228182281922820228212282222823228242282522826228272282822829228302283122832228332283422835228362283722838228392284022841228422284322844228452284622847228482284922850228512285222853228542285522856228572285822859228602286122862228632286422865228662286722868228692287022871228722287322874228752287622877228782287922880228812288222883228842288522886228872288822889228902289122892228932289422895228962289722898228992290022901229022290322904229052290622907229082290922910229112291222913229142291522916229172291822919229202292122922229232292422925229262292722928229292293022931229322293322934229352293622937229382293922940229412294222943229442294522946229472294822949229502295122952229532295422955229562295722958229592296022961229622296322964229652296622967229682296922970229712297222973229742297522976229772297822979229802298122982229832298422985229862298722988229892299022991229922299322994229952299622997229982299923000230012300223003230042300523006230072300823009230102301123012230132301423015230162301723018230192302023021230222302323024230252302623027230282302923030230312303223033230342303523036230372303823039230402304123042230432304423045230462304723048230492305023051230522305323054230552305623057230582305923060230612306223063230642306523066230672306823069230702307123072230732307423075230762307723078230792308023081230822308323084230852308623087230882308923090230912309223093230942309523096230972309823099231002310123102231032310423105231062310723108231092311023111231122311323114231152311623117231182311923120231212312223123231242312523126231272312823129231302313123132231332313423135231362313723138231392314023141231422314323144231452314623147231482314923150231512315223153231542315523156231572315823159231602316123162231632316423165231662316723168231692317023171231722317323174231752317623177231782317923180231812318223183231842318523186231872318823189231902319123192231932319423195231962319723198231992320023201232022320323204232052320623207232082320923210232112321223213232142321523216232172321823219232202322123222232232322423225232262322723228232292323023231232322323323234232352323623237232382323923240232412324223243232442324523246232472324823249232502325123252232532325423255232562325723258232592326023261232622326323264232652326623267232682326923270232712327223273232742327523276232772327823279232802328123282232832328423285232862328723288232892329023291232922329323294232952329623297232982329923300233012330223303233042330523306233072330823309233102331123312233132331423315233162331723318233192332023321233222332323324233252332623327233282332923330233312333223333233342333523336233372333823339233402334123342233432334423345233462334723348233492335023351233522335323354233552335623357233582335923360233612336223363233642336523366233672336823369233702337123372233732337423375233762337723378233792338023381233822338323384233852338623387233882338923390233912339223393233942339523396233972339823399234002340123402234032340423405234062340723408234092341023411234122341323414234152341623417234182341923420234212342223423234242342523426234272342823429234302343123432234332343423435234362343723438234392344023441234422344323444234452344623447234482344923450234512345223453234542345523456234572345823459234602346123462234632346423465234662346723468234692347023471234722347323474234752347623477234782347923480234812348223483234842348523486234872348823489234902349123492234932349423495234962349723498234992350023501235022350323504235052350623507235082350923510235112351223513235142351523516235172351823519235202352123522235232352423525235262352723528235292353023531235322353323534235352353623537235382353923540235412354223543235442354523546235472354823549235502355123552235532355423555235562355723558235592356023561235622356323564235652356623567235682356923570235712357223573235742357523576235772357823579235802358123582235832358423585235862358723588235892359023591235922359323594235952359623597235982359923600236012360223603236042360523606236072360823609236102361123612236132361423615236162361723618236192362023621236222362323624236252362623627236282362923630236312363223633236342363523636236372363823639236402364123642236432364423645236462364723648236492365023651236522365323654236552365623657236582365923660236612366223663236642366523666236672366823669236702367123672236732367423675236762367723678236792368023681236822368323684236852368623687236882368923690236912369223693236942369523696236972369823699237002370123702237032370423705237062370723708237092371023711237122371323714237152371623717237182371923720237212372223723237242372523726237272372823729237302373123732237332373423735237362373723738237392374023741237422374323744237452374623747237482374923750237512375223753237542375523756237572375823759237602376123762237632376423765237662376723768237692377023771237722377323774237752377623777237782377923780237812378223783237842378523786237872378823789237902379123792237932379423795237962379723798237992380023801238022380323804238052380623807238082380923810238112381223813238142381523816238172381823819238202382123822238232382423825238262382723828238292383023831238322383323834238352383623837238382383923840238412384223843238442384523846238472384823849238502385123852238532385423855238562385723858238592386023861238622386323864238652386623867238682386923870238712387223873238742387523876238772387823879238802388123882238832388423885238862388723888238892389023891238922389323894238952389623897238982389923900239012390223903239042390523906239072390823909239102391123912239132391423915239162391723918239192392023921239222392323924239252392623927239282392923930239312393223933239342393523936239372393823939239402394123942239432394423945239462394723948239492395023951239522395323954239552395623957239582395923960239612396223963239642396523966239672396823969239702397123972239732397423975239762397723978239792398023981239822398323984239852398623987239882398923990239912399223993239942399523996239972399823999240002400124002240032400424005240062400724008240092401024011240122401324014240152401624017240182401924020240212402224023240242402524026240272402824029240302403124032240332403424035240362403724038240392404024041240422404324044240452404624047240482404924050240512405224053240542405524056240572405824059240602406124062240632406424065240662406724068240692407024071240722407324074240752407624077240782407924080240812408224083240842408524086240872408824089240902409124092240932409424095240962409724098240992410024101241022410324104241052410624107241082410924110241112411224113241142411524116241172411824119241202412124122241232412424125241262412724128241292413024131241322413324134241352413624137241382413924140241412414224143241442414524146241472414824149241502415124152241532415424155241562415724158241592416024161241622416324164241652416624167241682416924170241712417224173241742417524176241772417824179241802418124182241832418424185241862418724188241892419024191241922419324194241952419624197241982419924200242012420224203242042420524206242072420824209242102421124212242132421424215242162421724218242192422024221242222422324224242252422624227242282422924230242312423224233242342423524236242372423824239242402424124242242432424424245242462424724248242492425024251242522425324254242552425624257242582425924260242612426224263242642426524266242672426824269242702427124272242732427424275242762427724278242792428024281242822428324284242852428624287242882428924290242912429224293242942429524296242972429824299243002430124302243032430424305243062430724308243092431024311243122431324314243152431624317243182431924320243212432224323243242432524326243272432824329243302433124332243332433424335243362433724338243392434024341243422434324344243452434624347243482434924350243512435224353243542435524356243572435824359243602436124362243632436424365243662436724368243692437024371243722437324374243752437624377243782437924380243812438224383243842438524386243872438824389243902439124392243932439424395243962439724398243992440024401244022440324404244052440624407244082440924410244112441224413244142441524416244172441824419244202442124422244232442424425244262442724428244292443024431244322443324434244352443624437244382443924440244412444224443244442444524446244472444824449244502445124452244532445424455244562445724458244592446024461244622446324464244652446624467244682446924470244712447224473244742447524476244772447824479244802448124482244832448424485244862448724488244892449024491244922449324494244952449624497244982449924500245012450224503245042450524506245072450824509245102451124512245132451424515245162451724518245192452024521245222452324524245252452624527245282452924530245312453224533245342453524536245372453824539245402454124542245432454424545245462454724548245492455024551245522455324554245552455624557245582455924560245612456224563245642456524566245672456824569245702457124572245732457424575245762457724578245792458024581245822458324584245852458624587245882458924590245912459224593245942459524596245972459824599246002460124602246032460424605246062460724608246092461024611246122461324614246152461624617246182461924620246212462224623246242462524626246272462824629246302463124632246332463424635246362463724638246392464024641246422464324644246452464624647246482464924650246512465224653246542465524656246572465824659246602466124662246632466424665246662466724668246692467024671246722467324674246752467624677246782467924680246812468224683246842468524686246872468824689246902469124692246932469424695246962469724698246992470024701247022470324704247052470624707247082470924710247112471224713247142471524716247172471824719247202472124722247232472424725247262472724728247292473024731247322473324734247352473624737247382473924740247412474224743247442474524746247472474824749247502475124752247532475424755247562475724758247592476024761247622476324764247652476624767247682476924770247712477224773247742477524776247772477824779247802478124782247832478424785247862478724788247892479024791247922479324794247952479624797247982479924800248012480224803248042480524806248072480824809248102481124812248132481424815248162481724818248192482024821248222482324824248252482624827248282482924830248312483224833248342483524836248372483824839248402484124842248432484424845248462484724848248492485024851248522485324854248552485624857248582485924860248612486224863248642486524866248672486824869248702487124872248732487424875248762487724878248792488024881248822488324884248852488624887248882488924890248912489224893248942489524896248972489824899249002490124902249032490424905249062490724908249092491024911249122491324914249152491624917249182491924920249212492224923249242492524926249272492824929249302493124932249332493424935249362493724938249392494024941249422494324944249452494624947249482494924950249512495224953249542495524956249572495824959249602496124962249632496424965249662496724968249692497024971249722497324974249752497624977249782497924980249812498224983249842498524986249872498824989249902499124992249932499424995249962499724998249992500025001250022500325004250052500625007250082500925010250112501225013250142501525016250172501825019250202502125022250232502425025250262502725028250292503025031250322503325034250352503625037250382503925040250412504225043250442504525046250472504825049250502505125052250532505425055250562505725058250592506025061250622506325064250652506625067250682506925070250712507225073250742507525076250772507825079250802508125082250832508425085250862508725088250892509025091250922509325094250952509625097250982509925100251012510225103251042510525106251072510825109251102511125112251132511425115251162511725118251192512025121251222512325124251252512625127251282512925130251312513225133251342513525136251372513825139251402514125142251432514425145251462514725148251492515025151251522515325154251552515625157251582515925160251612516225163251642516525166251672516825169251702517125172251732517425175251762517725178251792518025181251822518325184251852518625187251882518925190251912519225193251942519525196251972519825199252002520125202252032520425205252062520725208252092521025211252122521325214252152521625217252182521925220252212522225223252242522525226252272522825229252302523125232252332523425235252362523725238252392524025241252422524325244252452524625247252482524925250252512525225253252542525525256252572525825259252602526125262252632526425265252662526725268252692527025271252722527325274252752527625277252782527925280252812528225283252842528525286252872528825289252902529125292252932529425295252962529725298252992530025301253022530325304253052530625307253082530925310253112531225313253142531525316253172531825319253202532125322253232532425325253262532725328253292533025331253322533325334253352533625337253382533925340253412534225343253442534525346253472534825349253502535125352253532535425355253562535725358253592536025361253622536325364253652536625367253682536925370253712537225373253742537525376253772537825379253802538125382253832538425385253862538725388253892539025391253922539325394253952539625397253982539925400254012540225403254042540525406254072540825409254102541125412254132541425415254162541725418254192542025421254222542325424254252542625427254282542925430254312543225433254342543525436254372543825439254402544125442254432544425445254462544725448254492545025451254522545325454254552545625457254582545925460254612546225463254642546525466254672546825469254702547125472254732547425475254762547725478254792548025481254822548325484254852548625487254882548925490254912549225493254942549525496254972549825499255002550125502255032550425505255062550725508255092551025511255122551325514255152551625517255182551925520255212552225523255242552525526255272552825529255302553125532255332553425535255362553725538255392554025541255422554325544255452554625547255482554925550255512555225553255542555525556255572555825559255602556125562255632556425565255662556725568255692557025571255722557325574255752557625577255782557925580255812558225583255842558525586255872558825589255902559125592255932559425595255962559725598255992560025601256022560325604256052560625607256082560925610256112561225613256142561525616256172561825619256202562125622256232562425625256262562725628256292563025631256322563325634256352563625637256382563925640256412564225643256442564525646256472564825649256502565125652256532565425655256562565725658256592566025661256622566325664256652566625667256682566925670256712567225673256742567525676256772567825679256802568125682256832568425685256862568725688256892569025691256922569325694256952569625697256982569925700257012570225703257042570525706257072570825709257102571125712257132571425715257162571725718257192572025721257222572325724257252572625727257282572925730257312573225733257342573525736257372573825739257402574125742257432574425745257462574725748257492575025751257522575325754257552575625757257582575925760257612576225763257642576525766257672576825769257702577125772257732577425775257762577725778257792578025781257822578325784257852578625787257882578925790257912579225793257942579525796257972579825799258002580125802258032580425805258062580725808258092581025811258122581325814258152581625817258182581925820258212582225823258242582525826258272582825829258302583125832258332583425835258362583725838258392584025841258422584325844258452584625847258482584925850258512585225853258542585525856258572585825859258602586125862258632586425865258662586725868258692587025871258722587325874258752587625877258782587925880258812588225883258842588525886258872588825889258902589125892258932589425895258962589725898258992590025901259022590325904259052590625907259082590925910259112591225913259142591525916259172591825919259202592125922259232592425925259262592725928259292593025931259322593325934259352593625937259382593925940259412594225943259442594525946259472594825949259502595125952259532595425955259562595725958259592596025961259622596325964259652596625967259682596925970259712597225973259742597525976259772597825979259802598125982259832598425985259862598725988259892599025991259922599325994259952599625997259982599926000260012600226003260042600526006260072600826009260102601126012260132601426015260162601726018260192602026021260222602326024260252602626027260282602926030260312603226033260342603526036260372603826039260402604126042260432604426045260462604726048260492605026051260522605326054260552605626057260582605926060260612606226063260642606526066260672606826069260702607126072260732607426075260762607726078260792608026081260822608326084260852608626087260882608926090260912609226093260942609526096260972609826099261002610126102261032610426105261062610726108261092611026111261122611326114261152611626117261182611926120261212612226123261242612526126261272612826129261302613126132261332613426135261362613726138261392614026141261422614326144261452614626147261482614926150261512615226153261542615526156261572615826159261602616126162261632616426165261662616726168261692617026171261722617326174261752617626177261782617926180261812618226183261842618526186261872618826189261902619126192261932619426195261962619726198261992620026201262022620326204262052620626207262082620926210262112621226213262142621526216262172621826219262202622126222262232622426225262262622726228262292623026231262322623326234262352623626237262382623926240262412624226243262442624526246262472624826249262502625126252262532625426255262562625726258262592626026261262622626326264262652626626267262682626926270262712627226273262742627526276262772627826279262802628126282262832628426285262862628726288262892629026291262922629326294262952629626297262982629926300263012630226303263042630526306263072630826309263102631126312263132631426315263162631726318263192632026321263222632326324263252632626327263282632926330263312633226333263342633526336263372633826339263402634126342263432634426345263462634726348263492635026351263522635326354263552635626357263582635926360263612636226363263642636526366263672636826369263702637126372263732637426375263762637726378263792638026381263822638326384263852638626387263882638926390263912639226393263942639526396263972639826399264002640126402264032640426405264062640726408264092641026411264122641326414264152641626417264182641926420264212642226423264242642526426264272642826429264302643126432264332643426435264362643726438264392644026441264422644326444264452644626447264482644926450264512645226453264542645526456264572645826459264602646126462264632646426465264662646726468264692647026471264722647326474264752647626477264782647926480264812648226483264842648526486264872648826489264902649126492264932649426495264962649726498264992650026501265022650326504265052650626507265082650926510265112651226513265142651526516265172651826519265202652126522265232652426525265262652726528265292653026531265322653326534265352653626537265382653926540265412654226543265442654526546265472654826549265502655126552265532655426555265562655726558265592656026561265622656326564265652656626567265682656926570265712657226573265742657526576265772657826579265802658126582265832658426585265862658726588265892659026591265922659326594265952659626597265982659926600266012660226603266042660526606266072660826609266102661126612266132661426615266162661726618266192662026621266222662326624266252662626627266282662926630266312663226633266342663526636266372663826639266402664126642266432664426645266462664726648266492665026651266522665326654266552665626657266582665926660266612666226663266642666526666266672666826669266702667126672266732667426675266762667726678266792668026681266822668326684266852668626687266882668926690266912669226693266942669526696266972669826699267002670126702267032670426705267062670726708267092671026711267122671326714267152671626717267182671926720267212672226723267242672526726267272672826729267302673126732267332673426735267362673726738267392674026741267422674326744267452674626747267482674926750267512675226753267542675526756267572675826759267602676126762267632676426765267662676726768267692677026771267722677326774267752677626777267782677926780267812678226783267842678526786267872678826789267902679126792267932679426795267962679726798267992680026801268022680326804268052680626807268082680926810268112681226813268142681526816268172681826819268202682126822268232682426825268262682726828268292683026831268322683326834268352683626837268382683926840268412684226843268442684526846268472684826849268502685126852268532685426855268562685726858268592686026861268622686326864268652686626867268682686926870268712687226873268742687526876268772687826879268802688126882268832688426885268862688726888268892689026891268922689326894268952689626897268982689926900269012690226903269042690526906269072690826909269102691126912269132691426915269162691726918269192692026921269222692326924269252692626927269282692926930269312693226933269342693526936269372693826939269402694126942269432694426945269462694726948269492695026951269522695326954269552695626957269582695926960269612696226963269642696526966269672696826969269702697126972269732697426975269762697726978269792698026981269822698326984269852698626987269882698926990269912699226993269942699526996269972699826999270002700127002270032700427005270062700727008270092701027011270122701327014270152701627017270182701927020270212702227023270242702527026270272702827029270302703127032270332703427035270362703727038270392704027041270422704327044270452704627047270482704927050270512705227053270542705527056270572705827059270602706127062270632706427065270662706727068270692707027071270722707327074270752707627077270782707927080270812708227083270842708527086270872708827089270902709127092270932709427095270962709727098270992710027101271022710327104271052710627107271082710927110271112711227113271142711527116271172711827119271202712127122271232712427125271262712727128271292713027131271322713327134271352713627137271382713927140271412714227143271442714527146271472714827149271502715127152271532715427155271562715727158271592716027161271622716327164271652716627167271682716927170271712717227173271742717527176271772717827179271802718127182271832718427185271862718727188271892719027191271922719327194271952719627197271982719927200272012720227203272042720527206272072720827209272102721127212272132721427215272162721727218272192722027221272222722327224272252722627227272282722927230272312723227233272342723527236272372723827239272402724127242272432724427245272462724727248272492725027251272522725327254272552725627257272582725927260272612726227263272642726527266272672726827269272702727127272272732727427275272762727727278272792728027281272822728327284272852728627287272882728927290272912729227293272942729527296272972729827299273002730127302273032730427305273062730727308273092731027311273122731327314273152731627317273182731927320273212732227323273242732527326273272732827329273302733127332273332733427335273362733727338273392734027341273422734327344273452734627347273482734927350273512735227353273542735527356273572735827359273602736127362273632736427365273662736727368273692737027371273722737327374273752737627377273782737927380273812738227383273842738527386273872738827389273902739127392273932739427395273962739727398273992740027401274022740327404274052740627407274082740927410274112741227413274142741527416274172741827419274202742127422274232742427425274262742727428274292743027431274322743327434274352743627437274382743927440274412744227443274442744527446274472744827449274502745127452274532745427455274562745727458274592746027461274622746327464274652746627467274682746927470274712747227473274742747527476274772747827479274802748127482274832748427485274862748727488274892749027491274922749327494274952749627497274982749927500275012750227503275042750527506275072750827509275102751127512275132751427515275162751727518275192752027521275222752327524275252752627527275282752927530275312753227533275342753527536275372753827539275402754127542275432754427545275462754727548275492755027551275522755327554275552755627557275582755927560275612756227563275642756527566275672756827569275702757127572275732757427575275762757727578275792758027581275822758327584275852758627587275882758927590275912759227593275942759527596275972759827599276002760127602276032760427605276062760727608276092761027611276122761327614276152761627617276182761927620276212762227623276242762527626276272762827629276302763127632276332763427635276362763727638276392764027641276422764327644276452764627647276482764927650276512765227653276542765527656276572765827659276602766127662276632766427665276662766727668276692767027671276722767327674276752767627677276782767927680276812768227683276842768527686276872768827689276902769127692276932769427695276962769727698276992770027701277022770327704277052770627707277082770927710277112771227713277142771527716277172771827719277202772127722277232772427725277262772727728277292773027731277322773327734277352773627737277382773927740277412774227743277442774527746277472774827749277502775127752277532775427755277562775727758277592776027761277622776327764277652776627767277682776927770277712777227773277742777527776277772777827779277802778127782277832778427785277862778727788277892779027791277922779327794277952779627797277982779927800278012780227803278042780527806278072780827809278102781127812278132781427815278162781727818278192782027821278222782327824278252782627827278282782927830278312783227833278342783527836278372783827839278402784127842278432784427845278462784727848278492785027851278522785327854278552785627857278582785927860278612786227863278642786527866278672786827869278702787127872278732787427875278762787727878278792788027881278822788327884278852788627887278882788927890278912789227893278942789527896278972789827899279002790127902279032790427905279062790727908279092791027911279122791327914279152791627917279182791927920279212792227923279242792527926279272792827929279302793127932279332793427935279362793727938279392794027941279422794327944279452794627947279482794927950279512795227953279542795527956279572795827959279602796127962279632796427965279662796727968279692797027971279722797327974279752797627977279782797927980279812798227983279842798527986279872798827989279902799127992279932799427995279962799727998279992800028001280022800328004280052800628007280082800928010280112801228013280142801528016280172801828019280202802128022280232802428025280262802728028280292803028031280322803328034280352803628037280382803928040280412804228043280442804528046280472804828049280502805128052280532805428055280562805728058280592806028061280622806328064280652806628067280682806928070280712807228073280742807528076280772807828079280802808128082280832808428085280862808728088280892809028091280922809328094280952809628097280982809928100281012810228103281042810528106281072810828109281102811128112281132811428115281162811728118281192812028121281222812328124281252812628127281282812928130281312813228133281342813528136281372813828139281402814128142281432814428145281462814728148281492815028151281522815328154281552815628157281582815928160281612816228163281642816528166281672816828169281702817128172281732817428175281762817728178281792818028181281822818328184281852818628187281882818928190281912819228193281942819528196281972819828199282002820128202282032820428205282062820728208282092821028211282122821328214282152821628217282182821928220282212822228223282242822528226282272822828229282302823128232282332823428235282362823728238282392824028241282422824328244 |
- <?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(#p5b817d2e60)">
- <image height="27.6" id="imagee57a350a24" 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(#p5b817d2e60)" d="M 37.849348 14.402128
- L 39.060085 14.402128
- L 39.362769 14.704812
- L 39.665454 14.704812
- L 39.968138 15.007496
- L 40.876191 15.007496
- L 41.178875 15.310181
- L 42.086928 15.310181
- L 42.389612 15.612865
- L 42.692297 15.612865
- L 42.994981 15.915549
- L 43.297665 15.915549
- L 43.600349 16.218234
- L 43.903034 16.218234
- L 44.205718 16.520918
- L 44.811087 16.520918
- L 45.113771 16.823602
- L 45.416455 16.823602
- L 46.324508 17.731655
- L 46.627193 17.731655
- L 48.897325 20.001787
- L 48.897325 20.304472
- L 49.502693 20.90984
- L 49.502693 21.212525
- L 50.108062 21.817893
- L 50.108062 22.120578
- L 50.713431 22.725946
- L 50.713431 23.331315
- L 51.016115 23.633999
- L 51.016115 23.936683
- L 51.318799 24.239368
- L 51.318799 24.542052
- L 51.621484 24.844736
- L 51.621484 25.450105
- L 51.924168 25.752789
- L 51.924168 26.660842
- L 51.621484 26.963526
- L 51.621484 27.568895
- L 49.502693 29.687685
- L 49.502693 29.99037
- L 49.048667 30.444396
- L 48.745983 30.444396
- L 48.140614 31.049765
- L 46.627193 31.049765
- L 46.324508 31.352449
- L 46.021824 31.352449
- L 45.71914 31.655133
- L 44.508402 31.655133
- L 44.35706 31.806475
- L 44.35706 32.10916
- L 44.054376 32.411844
- L 44.054376 33.017213
- L 43.751692 33.319897
- L 43.751692 33.622581
- L 42.086928 35.287345
- L 40.270822 35.287345
- L 39.968138 35.590029
- L 38.454716 35.590029
- L 38.152032 35.287345
- L 37.546663 35.287345
- L 37.243979 34.984661
- L 36.941295 35.287345
- L 36.63861 34.984661
- L 32.40103 34.984661
- L 32.098346 35.287345
- L 30.28224 35.287345
- L 29.979556 34.984661
- L 27.255397 34.984661
- L 26.952713 34.681976
- L 24.833922 34.681976
- L 24.68258 34.530634
- L 24.985265 34.22795
- L 24.985265 32.714528
- L 24.68258 32.411844
- L 24.68258 31.806475
- L 24.077212 31.201107
- L 24.077212 30.898422
- L 23.774527 30.595738
- L 23.774527 30.293054
- L 23.471843 29.99037
- L 23.471843 29.687685
- L 23.169159 29.385001
- L 23.169159 29.082317
- L 22.866474 28.779632
- L 22.866474 26.660842
- L 23.169159 26.358158
- L 23.169159 25.752789
- L 23.471843 25.450105
- L 23.471843 25.147421
- L 23.774527 24.844736
- L 23.774527 24.542052
- L 24.379896 23.936683
- L 24.379896 23.633999
- L 24.68258 23.331315
- L 24.68258 22.725946
- L 24.985265 22.423262
- L 24.985265 22.120578
- L 25.287949 21.817893
- L 25.287949 21.515209
- L 25.590633 21.212525
- L 25.590633 20.90984
- L 25.893318 20.607156
- L 25.893318 20.304472
- L 26.196002 20.001787
- L 26.196002 19.699103
- L 28.466134 17.428971
- L 28.768818 17.428971
- L 29.374187 16.823602
- L 29.676871 16.823602
- L 29.979556 16.520918
- L 30.28224 16.520918
- L 30.584924 16.218234
- L 30.887609 16.218234
- L 31.190293 15.915549
- L 31.492977 15.915549
- L 32.098346 15.310181
- L 32.40103 15.310181
- L 32.703714 15.007496
- L 36.941295 15.007496
- L 37.243979 14.704812
- L 37.546663 14.704812
- L 37.849348 14.402128
- L 37.849348 14.402128
- " style="fill:none;stroke:#000000;stroke-width:0.5;"/>
- </g>
- <g id="text_1">
- <!-- C1 [noise]: Tot. var. expl. 5.8% -->
- <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 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"/>
- <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"/>
- <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-35"/>
- <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_2">
- <g clip-path="url(#p4001ed1973)">
- <image height="33.12" id="image939b2a70dd" 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(#p4001ed1973)" d="M 77.661087 12.216814
- L 79.473867 12.216814
- L 79.836423 12.579369
- L 80.198979 12.579369
- L 80.561534 12.941925
- L 84.54965 12.941925
- L 85.274762 13.667037
- L 85.637317 13.667037
- L 85.999873 14.029593
- L 86.362429 14.029593
- L 86.724985 14.392149
- L 87.450097 14.392149
- L 88.900321 15.842373
- L 89.262877 15.842373
- L 89.987989 16.567485
- L 90.350545 16.567485
- L 91.61949 17.83643
- L 91.61949 18.198986
- L 92.344602 18.924098
- L 92.344602 19.286654
- L 92.707158 19.64921
- L 92.707158 20.011766
- L 93.069714 20.374322
- L 93.069714 21.099434
- L 93.43227 21.46199
- L 93.43227 22.187102
- L 93.794826 22.549657
- L 93.794826 24.724993
- L 94.157382 25.087549
- L 94.157382 27.987996
- L 93.794826 28.350552
- L 93.794826 28.713108
- L 93.43227 29.075664
- L 93.43227 29.43822
- L 93.069714 29.800776
- L 93.069714 30.163332
- L 91.982046 31.251
- L 91.982046 31.613556
- L 91.256934 32.338668
- L 91.256934 33.426335
- L 90.894378 33.788891
- L 90.894378 34.151447
- L 90.531823 34.514003
- L 90.531823 36.326783
- L 89.987989 36.870617
- L 89.262877 36.870617
- L 88.900321 37.233173
- L 85.637317 37.233173
- L 85.274762 36.870617
- L 78.023643 36.870617
- L 77.661087 37.233173
- L 77.298531 36.870617
- L 76.573419 37.595729
- L 75.848307 37.595729
- L 75.485751 37.233173
- L 74.76064 37.233173
- L 74.398084 36.870617
- L 73.310416 36.870617
- L 72.94786 37.233173
- L 71.13508 37.233173
- L 70.409968 36.508061
- L 70.047413 36.508061
- L 69.866135 36.326783
- L 69.866135 34.514003
- L 68.778467 33.426335
- L 68.778467 33.063779
- L 68.415911 32.701223
- L 68.415911 32.338668
- L 68.053355 31.976112
- L 68.053355 31.613556
- L 67.690799 31.251
- L 67.690799 30.888444
- L 67.328243 30.525888
- L 67.328243 30.163332
- L 66.603131 29.43822
- L 66.603131 28.350552
- L 66.965687 27.987996
- L 66.965687 22.187102
- L 67.328243 21.824546
- L 67.328243 20.011766
- L 67.690799 19.64921
- L 67.690799 19.286654
- L 70.409968 16.567485
- L 70.772524 16.567485
- L 71.13508 16.204929
- L 71.497636 16.204929
- L 72.94786 14.754705
- L 73.310416 14.754705
- L 74.035528 14.029593
- L 74.398084 14.029593
- L 75.123196 13.304481
- L 75.848307 13.304481
- L 76.210863 12.941925
- L 76.573419 12.941925
- L 76.935975 12.579369
- L 77.298531 12.579369
- L 77.661087 12.216814
- L 77.661087 12.216814
- " style="fill:none;stroke:#000000;stroke-width:0.5;"/>
- </g>
- </g>
- <g id="axes_3">
- <g clip-path="url(#p83428adc99)">
- <image height="39.6" id="imagef8a36138d3" 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(#p83428adc99)" d="M 121.643883 7.503586
- L 123.456662 7.503586
- L 123.819218 7.866142
- L 127.444778 7.866142
- L 127.807334 8.228698
- L 128.169889 8.228698
- L 128.532445 8.591254
- L 128.895001 8.591254
- L 129.620113 9.316366
- L 129.982669 9.316366
- L 130.345225 9.678922
- L 130.707781 9.678922
- L 131.976727 10.947868
- L 131.976727 11.310424
- L 133.064394 12.398092
- L 133.064394 12.760647
- L 133.42695 13.123203
- L 133.42695 13.485759
- L 133.789506 13.848315
- L 133.789506 14.210871
- L 134.152062 14.573427
- L 134.152062 14.935983
- L 134.514618 15.298539
- L 134.514618 15.661095
- L 134.877174 16.023651
- L 134.877174 16.386207
- L 135.23973 16.748763
- L 135.23973 17.111319
- L 135.602286 17.473875
- L 135.602286 18.198986
- L 135.964842 18.561542
- L 135.964842 19.286654
- L 136.327398 19.64921
- L 136.327398 21.46199
- L 136.689954 21.824546
- L 136.689954 22.549657
- L 137.05251 22.912213
- L 137.05251 24.724993
- L 137.415066 25.087549
- L 137.415066 28.713108
- L 137.05251 29.075664
- L 137.05251 30.163332
- L 136.689954 30.525888
- L 136.689954 31.251
- L 136.327398 31.613556
- L 136.327398 32.338668
- L 135.964842 32.701223
- L 135.964842 33.063779
- L 135.602286 33.426335
- L 135.602286 33.788891
- L 135.23973 34.151447
- L 135.23973 34.514003
- L 134.877174 34.876559
- L 134.877174 35.239115
- L 133.789506 36.326783
- L 133.789506 36.689339
- L 132.339283 38.139562
- L 132.339283 38.502118
- L 130.707781 40.13362
- L 130.345225 40.13362
- L 129.620113 40.858732
- L 129.257557 40.858732
- L 128.532445 41.583844
- L 128.169889 41.583844
- L 127.807334 41.9464
- L 127.082222 41.9464
- L 126.719666 42.308956
- L 125.269442 42.308956
- L 124.906886 41.9464
- L 122.368995 41.9464
- L 122.006439 42.308956
- L 120.918771 42.308956
- L 120.556215 41.9464
- L 119.468547 41.9464
- L 119.105991 41.583844
- L 118.743435 41.583844
- L 118.380879 41.221288
- L 118.018323 41.221288
- L 117.655768 40.858732
- L 117.293212 40.858732
- L 116.205544 39.771064
- L 115.842988 39.771064
- L 114.030208 37.958284
- L 113.667652 37.958284
- L 113.486374 37.777006
- L 113.486374 37.414451
- L 112.761262 36.689339
- L 112.761262 36.326783
- L 112.036151 35.601671
- L 112.036151 35.239115
- L 111.311039 34.514003
- L 111.311039 34.151447
- L 110.948483 33.788891
- L 110.948483 33.426335
- L 110.585927 33.063779
- L 110.585927 30.888444
- L 110.223371 30.525888
- L 110.223371 29.075664
- L 109.860815 28.713108
- L 109.860815 27.262885
- L 110.223371 26.900329
- L 110.223371 22.549657
- L 110.585927 22.187102
- L 110.585927 21.099434
- L 110.948483 20.736878
- L 110.948483 18.561542
- L 111.311039 18.198986
- L 111.311039 17.83643
- L 111.673595 17.473875
- L 111.673595 17.111319
- L 112.036151 16.748763
- L 112.036151 16.386207
- L 112.398707 16.023651
- L 112.398707 15.661095
- L 112.761262 15.298539
- L 112.761262 14.935983
- L 113.123818 14.573427
- L 113.123818 13.848315
- L 113.486374 13.485759
- L 113.486374 13.123203
- L 114.574042 12.035536
- L 114.574042 11.67298
- L 115.66171 10.585312
- L 115.66171 10.222756
- L 116.5681 9.316366
- L 116.930656 9.316366
- L 117.293212 8.95381
- L 117.655768 8.95381
- L 118.018323 8.591254
- L 118.380879 8.591254
- L 118.743435 8.228698
- L 119.468547 8.228698
- L 119.831103 7.866142
- L 121.281327 7.866142
- L 121.643883 7.503586
- L 121.643883 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(#pd6d53ac98f)" d="M 150.218051 6.386591
- L 150.985321 7.442046
- L 151.75259 6.626764
- L 152.51986 7.653588
- L 153.28713 8.994524
- L 154.054399 8.353663
- L 154.821669 8.753696
- L 155.588938 6.88512
- L 156.356208 7.673625
- L 157.123477 7.139714
- L 159.425286 8.493529
- L 160.959825 8.259752
- L 161.727094 8.776861
- L 162.494364 7.948652
- L 164.028903 8.781909
- L 164.796172 7.505351
- L 165.563442 8.920806
- L 166.330711 8.163919
- L 167.097981 9.773139
- L 167.86525 6.464096
- L 168.63252 9.528612
- L 169.39979 8.286933
- L 170.167059 8.671854
- L 170.934329 7.452085
- L 171.701598 7.100595
- L 172.468868 7.827444
- L 173.236137 7.28296
- L 174.003407 9.136621
- L 175.537946 7.555486
- L 176.305215 9.204449
- L 177.072485 8.30316
- L 177.839754 8.927525
- L 178.607024 10.150323
- L 179.374293 10.051389
- L 180.141563 9.107179
- L 180.908832 10.744993
- L 181.676102 7.660985
- L 182.443371 9.993845
- L 183.210641 8.357751
- L 183.97791 9.467935
- L 184.74518 9.106148
- L 185.512449 10.120174
- L 186.279719 8.210304
- L 187.046989 9.955559
- L 187.814258 8.783234
- L 188.581528 10.347919
- L 189.348797 9.722433
- L 190.116067 10.071037
- L 191.650606 9.999343
- L 192.417875 9.253598
- L 193.185145 9.505256
- L 193.952414 10.124184
- L 194.719684 10.130024
- L 195.486953 9.924282
- L 196.254223 10.555793
- L 197.021492 8.805162
- L 197.788762 10.970408
- L 198.556031 9.656507
- L 199.323301 11.801852
- L 200.09057 12.067751
- L 200.85784 11.973226
- L 201.625109 9.624568
- L 202.392379 11.598324
- L 203.159649 11.443066
- L 203.926918 11.806747
- L 204.694188 12.016059
- L 205.461457 11.803535
- L 206.228727 12.243422
- L 206.995996 11.229267
- L 207.763266 11.980055
- L 208.530535 12.402066
- L 209.297805 10.813293
- L 210.065074 11.113999
- L 210.832344 12.752979
- L 211.599613 11.012711
- L 212.366883 12.146637
- L 213.134152 11.326334
- L 213.901422 12.465376
- L 214.668691 11.542502
- L 215.435961 11.97334
- L 216.20323 11.711819
- L 216.9705 10.621182
- L 217.737769 11.87958
- L 218.505039 10.804521
- L 219.272309 11.502922
- L 220.039578 11.999687
- L 220.806848 10.521218
- L 221.574117 11.210295
- L 223.108656 13.675788
- L 223.875926 11.500257
- L 224.643195 12.662842
- L 226.177734 11.169801
- L 226.945004 11.527899
- L 227.712273 12.729522
- L 228.479543 13.33398
- L 229.246812 12.18164
- L 230.781351 13.014719
- L 231.548621 13.228094
- L 232.31589 11.58752
- L 233.08316 13.301626
- L 233.850429 13.276644
- L 234.617699 12.928446
- L 235.384968 14.252631
- L 236.152238 13.809345
- L 236.919508 15.272395
- L 237.686777 14.129565
- L 238.454047 16.11398
- L 239.221316 17.201648
- L 239.988586 17.344739
- L 240.755855 16.247805
- L 241.523125 14.418913
- L 242.290394 15.231178
- L 243.057664 16.257323
- L 243.824933 14.176233
- L 244.592203 15.483623
- L 245.359472 17.502991
- L 246.126742 17.45188
- L 246.894011 16.361595
- L 247.661281 15.972981
- L 248.42855 17.465192
- L 249.19582 17.32479
- L 249.963089 16.142462
- L 250.730359 17.906086
- L 251.497628 16.710443
- L 252.264898 17.13603
- L 253.032168 16.754005
- L 254.566707 16.387153
- L 255.333976 16.898284
- L 256.101246 16.974404
- L 256.868515 16.232848
- L 257.635785 16.708536
- L 258.403054 16.028666
- L 259.170324 17.669428
- L 259.937593 16.298819
- L 261.472132 19.614179
- L 263.006671 17.093596
- L 263.773941 18.259091
- L 264.54121 20.155119
- L 265.30848 19.722303
- L 266.075749 18.700306
- L 266.843019 20.102736
- L 267.610288 18.757892
- L 268.377558 18.60069
- L 269.144827 20.207028
- L 269.912097 21.190003
- L 270.679367 16.946632
- L 271.446636 19.48703
- L 272.213906 19.851567
- L 272.981175 18.690408
- L 273.748445 19.359048
- L 274.515714 20.502301
- L 275.282984 17.333242
- L 276.050253 19.635633
- L 276.817523 20.437191
- L 277.584792 18.983816
- L 278.352062 18.599069
- L 279.119331 19.991315
- L 279.886601 19.829974
- L 280.65387 20.040412
- L 281.42114 21.486404
- L 281.42114 21.486404
- " 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 -->
- <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(#pe6dcc44ebf)" d="M 150.218051 30.855152
- L 151.770644 40.690371
- L 153.323236 43.873869
- L 154.875829 43.399947
- L 156.428421 44.268631
- L 157.981014 44.398681
- L 159.533606 44.336673
- L 161.086199 44.422508
- L 162.638791 44.39125
- L 164.191383 44.421597
- L 165.743976 44.530979
- L 167.296568 44.495644
- L 168.849161 44.4725
- L 170.401753 44.540802
- L 171.954346 44.571884
- L 173.506938 44.481029
- L 175.059531 44.541949
- L 176.612123 44.550572
- L 178.164715 44.532378
- L 179.717308 44.512837
- L 181.2699 44.532262
- L 182.822493 44.550662
- L 184.375085 44.499745
- L 185.927678 44.57631
- L 187.48027 44.537606
- L 189.032863 44.456694
- L 190.585455 44.569989
- L 192.138047 44.559181
- L 193.69064 44.571598
- L 195.243232 44.571673
- L 196.795825 44.563921
- L 198.348417 44.517405
- L 199.90101 44.562688
- L 201.453602 44.530404
- L 203.006195 44.560675
- L 204.558787 44.560088
- L 206.11138 44.573526
- L 207.663972 44.564138
- L 209.216564 44.580483
- L 210.769157 44.576372
- L 212.321749 44.562107
- L 213.874342 44.571231
- L 215.426934 44.575257
- L 216.979527 44.574407
- L 218.532119 44.552792
- L 220.084712 44.578151
- L 221.637304 44.536248
- L 223.189896 44.569599
- L 224.742489 44.577106
- L 226.295081 44.575449
- L 227.847674 44.576792
- L 229.400266 44.550043
- L 230.952859 44.577894
- L 232.505451 44.507252
- L 234.058044 44.545944
- L 235.610636 44.544877
- L 237.163228 44.570308
- L 238.715821 44.555172
- L 240.268413 44.556466
- L 241.821006 44.568469
- L 243.373598 44.574556
- L 244.926191 44.553601
- L 246.478783 44.57459
- L 248.031376 44.581867
- L 249.583968 44.569558
- L 251.13656 44.572877
- L 252.689153 44.567023
- L 254.241745 44.558832
- L 255.794338 44.566102
- L 257.34693 44.582254
- L 258.899523 44.574711
- L 260.452115 44.5726
- L 262.004708 44.543814
- L 263.5573 44.556911
- L 265.109892 44.565881
- L 266.662485 44.556327
- L 268.215077 44.519323
- L 269.76767 44.580883
- L 271.320262 44.565766
- L 272.872855 44.561165
- L 274.425447 44.57408
- L 275.97804 44.55649
- L 277.530632 44.574052
- L 279.083224 44.556337
- L 280.635817 44.553345
- L 282.188409 44.56017
- " style="fill:none;stroke:#ff0000;stroke-linecap:round;"/>
- </g>
- </g>
- <g id="axes_6">
- <g clip-path="url(#pdf24073d34)">
- <image height="27.6" id="image12f0995541" 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(#pdf24073d34)" d="M 320.155938 14.402128
- L 321.366676 14.402128
- L 321.66936 14.704812
- L 321.972044 14.704812
- L 322.274728 15.007496
- L 323.182781 15.007496
- L 323.485466 15.310181
- L 324.393519 15.310181
- L 324.696203 15.612865
- L 324.998887 15.612865
- L 325.301572 15.915549
- L 325.604256 15.915549
- L 325.90694 16.218234
- L 326.209624 16.218234
- L 326.512309 16.520918
- L 327.117677 16.520918
- L 327.420362 16.823602
- L 327.723046 16.823602
- L 328.631099 17.731655
- L 328.933783 17.731655
- L 331.203916 20.001787
- L 331.203916 20.304472
- L 331.809284 20.90984
- L 331.809284 21.212525
- L 332.414653 21.817893
- L 332.414653 22.120578
- L 333.020021 22.725946
- L 333.020021 23.331315
- L 333.322706 23.633999
- L 333.322706 23.936683
- L 333.62539 24.239368
- L 333.62539 24.542052
- L 333.928074 24.844736
- L 333.928074 25.450105
- L 334.230759 25.752789
- L 334.230759 26.660842
- L 333.928074 26.963526
- L 333.928074 27.568895
- L 331.809284 29.687685
- L 331.809284 29.99037
- L 331.355258 30.444396
- L 331.052573 30.444396
- L 330.447205 31.049765
- L 328.933783 31.049765
- L 328.631099 31.352449
- L 328.328415 31.352449
- L 328.02573 31.655133
- L 326.814993 31.655133
- L 326.663651 31.806475
- L 326.663651 32.10916
- L 326.360967 32.411844
- L 326.360967 33.017213
- L 326.058282 33.319897
- L 326.058282 33.622581
- L 324.393519 35.287345
- L 322.577413 35.287345
- L 322.274728 35.590029
- L 320.761307 35.590029
- L 320.458623 35.287345
- L 319.853254 35.287345
- L 319.55057 34.984661
- L 319.247885 35.287345
- L 318.945201 34.984661
- L 314.707621 34.984661
- L 314.404936 35.287345
- L 312.588831 35.287345
- L 312.286146 34.984661
- L 309.561988 34.984661
- L 309.259303 34.681976
- L 307.140513 34.681976
- L 306.989171 34.530634
- L 307.291855 34.22795
- L 307.291855 32.714528
- L 306.989171 32.411844
- L 306.989171 31.806475
- L 306.383802 31.201107
- L 306.383802 30.898422
- L 306.081118 30.595738
- L 306.081118 30.293054
- L 305.778434 29.99037
- L 305.778434 29.687685
- L 305.475749 29.385001
- L 305.475749 29.082317
- L 305.173065 28.779632
- L 305.173065 26.660842
- L 305.475749 26.358158
- L 305.475749 25.752789
- L 305.778434 25.450105
- L 305.778434 25.147421
- L 306.081118 24.844736
- L 306.081118 24.542052
- L 306.686487 23.936683
- L 306.686487 23.633999
- L 306.989171 23.331315
- L 306.989171 22.725946
- L 307.291855 22.423262
- L 307.291855 22.120578
- L 307.59454 21.817893
- L 307.59454 21.515209
- L 307.897224 21.212525
- L 307.897224 20.90984
- L 308.199908 20.607156
- L 308.199908 20.304472
- L 308.502592 20.001787
- L 308.502592 19.699103
- L 310.772725 17.428971
- L 311.075409 17.428971
- L 311.680778 16.823602
- L 311.983462 16.823602
- L 312.286146 16.520918
- L 312.588831 16.520918
- L 312.891515 16.218234
- L 313.194199 16.218234
- L 313.496884 15.915549
- L 313.799568 15.915549
- L 314.404936 15.310181
- L 314.707621 15.310181
- L 315.010305 15.007496
- L 319.247885 15.007496
- L 319.55057 14.704812
- L 319.853254 14.704812
- L 320.155938 14.402128
- L 320.155938 14.402128
- " 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(#p21d20dfbe2)">
- <image height="33.12" id="imagec51ffbcd86" 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(#p21d20dfbe2)" d="M 359.967678 12.216814
- L 361.780457 12.216814
- L 362.143013 12.579369
- L 362.505569 12.579369
- L 362.868125 12.941925
- L 366.85624 12.941925
- L 367.581352 13.667037
- L 367.943908 13.667037
- L 368.306464 14.029593
- L 368.66902 14.029593
- L 369.031576 14.392149
- L 369.756688 14.392149
- L 371.206911 15.842373
- L 371.569467 15.842373
- L 372.294579 16.567485
- L 372.657135 16.567485
- L 373.926081 17.83643
- L 373.926081 18.198986
- L 374.651193 18.924098
- L 374.651193 19.286654
- L 375.013749 19.64921
- L 375.013749 20.011766
- L 375.376305 20.374322
- L 375.376305 21.099434
- L 375.738861 21.46199
- L 375.738861 22.187102
- L 376.101417 22.549657
- L 376.101417 24.724993
- L 376.463972 25.087549
- L 376.463972 27.987996
- L 376.101417 28.350552
- L 376.101417 28.713108
- L 375.738861 29.075664
- L 375.738861 29.43822
- L 375.376305 29.800776
- L 375.376305 30.163332
- L 374.288637 31.251
- L 374.288637 31.613556
- L 373.563525 32.338668
- L 373.563525 33.426335
- L 373.200969 33.788891
- L 373.200969 34.151447
- L 372.838413 34.514003
- L 372.838413 36.326783
- L 372.294579 36.870617
- L 371.569467 36.870617
- L 371.206911 37.233173
- L 367.943908 37.233173
- L 367.581352 36.870617
- L 360.330234 36.870617
- L 359.967678 37.233173
- L 359.605122 36.870617
- L 358.88001 37.595729
- L 358.154898 37.595729
- L 357.792342 37.233173
- L 357.06723 37.233173
- L 356.704674 36.870617
- L 355.617007 36.870617
- L 355.254451 37.233173
- L 353.441671 37.233173
- L 352.716559 36.508061
- L 352.354003 36.508061
- L 352.172725 36.326783
- L 352.172725 34.514003
- L 351.085057 33.426335
- L 351.085057 33.063779
- L 350.722502 32.701223
- L 350.722502 32.338668
- L 350.359946 31.976112
- L 350.359946 31.613556
- L 349.99739 31.251
- L 349.99739 30.888444
- L 349.634834 30.525888
- L 349.634834 30.163332
- L 348.909722 29.43822
- L 348.909722 28.350552
- L 349.272278 27.987996
- L 349.272278 22.187102
- L 349.634834 21.824546
- L 349.634834 20.011766
- L 349.99739 19.64921
- L 349.99739 19.286654
- L 352.716559 16.567485
- L 353.079115 16.567485
- L 353.441671 16.204929
- L 353.804227 16.204929
- L 355.254451 14.754705
- L 355.617007 14.754705
- L 356.342118 14.029593
- L 356.704674 14.029593
- L 357.429786 13.304481
- L 358.154898 13.304481
- L 358.517454 12.941925
- L 358.88001 12.941925
- L 359.242566 12.579369
- L 359.605122 12.579369
- L 359.967678 12.216814
- L 359.967678 12.216814
- " style="fill:none;stroke:#000000;stroke-width:0.5;"/>
- </g>
- </g>
- <g id="axes_8">
- <g clip-path="url(#pdfb4befb9c)">
- <image height="39.6" id="imagef620c96013" 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(#pdfb4befb9c)" d="M 403.950473 7.503586
- L 405.763253 7.503586
- L 406.125809 7.866142
- L 409.751368 7.866142
- L 410.113924 8.228698
- L 410.47648 8.228698
- L 410.839036 8.591254
- L 411.201592 8.591254
- L 411.926704 9.316366
- L 412.28926 9.316366
- L 412.651816 9.678922
- L 413.014372 9.678922
- L 414.283317 10.947868
- L 414.283317 11.310424
- L 415.370985 12.398092
- L 415.370985 12.760647
- L 415.733541 13.123203
- L 415.733541 13.485759
- L 416.096097 13.848315
- L 416.096097 14.210871
- L 416.458653 14.573427
- L 416.458653 14.935983
- L 416.821209 15.298539
- L 416.821209 15.661095
- L 417.183765 16.023651
- L 417.183765 16.386207
- L 417.546321 16.748763
- L 417.546321 17.111319
- L 417.908877 17.473875
- L 417.908877 18.198986
- L 418.271433 18.561542
- L 418.271433 19.286654
- L 418.633988 19.64921
- L 418.633988 21.46199
- L 418.996544 21.824546
- L 418.996544 22.549657
- L 419.3591 22.912213
- L 419.3591 24.724993
- L 419.721656 25.087549
- L 419.721656 28.713108
- L 419.3591 29.075664
- L 419.3591 30.163332
- L 418.996544 30.525888
- L 418.996544 31.251
- L 418.633988 31.613556
- L 418.633988 32.338668
- L 418.271433 32.701223
- L 418.271433 33.063779
- L 417.908877 33.426335
- L 417.908877 33.788891
- L 417.546321 34.151447
- L 417.546321 34.514003
- L 417.183765 34.876559
- L 417.183765 35.239115
- L 416.096097 36.326783
- L 416.096097 36.689339
- L 414.645873 38.139562
- L 414.645873 38.502118
- L 413.014372 40.13362
- L 412.651816 40.13362
- L 411.926704 40.858732
- L 411.564148 40.858732
- L 410.839036 41.583844
- L 410.47648 41.583844
- L 410.113924 41.9464
- L 409.388812 41.9464
- L 409.026256 42.308956
- L 407.576033 42.308956
- L 407.213477 41.9464
- L 404.675585 41.9464
- L 404.313029 42.308956
- L 403.225362 42.308956
- L 402.862806 41.9464
- L 401.775138 41.9464
- L 401.412582 41.583844
- L 401.050026 41.583844
- L 400.68747 41.221288
- L 400.324914 41.221288
- L 399.962358 40.858732
- L 399.599802 40.858732
- L 398.512134 39.771064
- L 398.149579 39.771064
- L 396.336799 37.958284
- L 395.974243 37.958284
- L 395.792965 37.777006
- L 395.792965 37.414451
- L 395.067853 36.689339
- L 395.067853 36.326783
- L 394.342741 35.601671
- L 394.342741 35.239115
- L 393.617629 34.514003
- L 393.617629 34.151447
- L 393.255073 33.788891
- L 393.255073 33.426335
- L 392.892518 33.063779
- L 392.892518 30.888444
- L 392.529962 30.525888
- L 392.529962 29.075664
- L 392.167406 28.713108
- L 392.167406 27.262885
- L 392.529962 26.900329
- L 392.529962 22.549657
- L 392.892518 22.187102
- L 392.892518 21.099434
- L 393.255073 20.736878
- L 393.255073 18.561542
- L 393.617629 18.198986
- L 393.617629 17.83643
- L 393.980185 17.473875
- L 393.980185 17.111319
- L 394.342741 16.748763
- L 394.342741 16.386207
- L 394.705297 16.023651
- L 394.705297 15.661095
- L 395.067853 15.298539
- L 395.067853 14.935983
- L 395.430409 14.573427
- L 395.430409 13.848315
- L 395.792965 13.485759
- L 395.792965 13.123203
- L 396.880633 12.035536
- L 396.880633 11.67298
- L 397.968301 10.585312
- L 397.968301 10.222756
- L 398.87469 9.316366
- L 399.237246 9.316366
- L 399.599802 8.95381
- L 399.962358 8.95381
- L 400.324914 8.591254
- L 400.68747 8.591254
- L 401.050026 8.228698
- L 401.775138 8.228698
- L 402.137694 7.866142
- L 403.587917 7.866142
- L 403.950473 7.503586
- L 403.950473 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(#p2aa79f35bb)" d="M 432.524642 19.570888
- L 433.291912 16.809002
- L 434.059181 19.11346
- L 434.826451 17.473787
- L 435.59372 18.820885
- L 436.36099 17.803937
- L 437.128259 18.999782
- L 438.662798 17.904582
- L 440.197337 17.581916
- L 440.964607 17.697498
- L 441.731876 17.61448
- L 442.499146 17.73984
- L 443.266415 19.882093
- L 444.033685 16.910399
- L 444.800954 19.935259
- L 445.568224 16.796237
- L 446.335493 19.894124
- L 447.102763 18.705112
- L 447.870033 18.934703
- L 448.637302 19.714968
- L 449.404572 20.810964
- L 450.171841 19.922959
- L 450.939111 19.444204
- L 451.70638 21.486404
- L 452.47365 19.361696
- L 453.240919 17.62367
- L 454.008189 17.384355
- L 454.775458 18.355105
- L 455.542728 16.490151
- L 456.309997 18.674469
- L 457.077267 18.710027
- L 457.844536 18.263882
- L 458.611806 18.179656
- L 459.379075 18.295379
- L 460.146345 16.841488
- L 460.913614 17.889182
- L 461.680884 18.590683
- L 462.448153 16.556818
- L 463.215423 17.646752
- L 463.982693 15.68779
- L 465.517232 16.853939
- L 466.284501 16.402974
- L 467.051771 16.493546
- L 468.58631 17.08373
- L 469.353579 16.037122
- L 470.120849 16.481269
- L 470.888118 15.134445
- L 471.655388 17.006504
- L 472.422657 15.403281
- L 473.189927 15.481487
- L 473.957196 15.244611
- L 474.724466 15.759216
- L 475.491735 14.566733
- L 476.259005 14.687853
- L 477.026274 15.392404
- L 477.793544 14.685594
- L 478.560813 14.481017
- L 479.328083 14.771187
- L 480.095352 13.265632
- L 480.862622 13.612441
- L 481.629892 13.613789
- L 482.397161 14.250348
- L 483.164431 15.472586
- L 483.9317 13.737786
- L 484.69897 13.757938
- L 485.466239 15.519605
- L 486.233509 13.514494
- L 487.000778 15.717817
- L 487.768048 13.680156
- L 488.535317 15.948947
- L 489.302587 13.12192
- L 490.069856 14.138921
- L 490.837126 14.244912
- L 491.604395 15.620483
- L 492.371665 14.007108
- L 493.138934 13.20655
- L 493.906204 14.619894
- L 494.673473 12.668111
- L 495.440743 13.587449
- L 496.208012 13.743583
- L 496.975282 13.14969
- L 497.742552 12.884726
- L 498.509821 12.90399
- L 499.277091 11.906704
- L 500.04436 12.217593
- L 500.81163 13.038352
- L 501.578899 12.398146
- L 502.346169 13.461179
- L 503.113438 11.973762
- L 503.880708 11.688054
- L 504.647977 12.173644
- L 505.415247 12.950565
- L 506.182516 12.127119
- L 506.949786 11.55709
- L 507.717055 12.807728
- L 508.484325 12.321862
- L 509.251594 12.541813
- L 510.018864 11.74536
- L 510.786133 10.777061
- L 511.553403 11.628096
- L 512.320672 9.879628
- L 513.087942 10.729838
- L 513.855211 10.341685
- L 514.622481 9.7865
- L 515.389751 9.695678
- L 516.15702 10.296343
- L 516.92429 9.166331
- L 517.691559 10.548872
- L 518.458829 9.210172
- L 519.226098 9.203416
- L 519.993368 9.007786
- L 520.760637 8.000011
- L 521.527907 9.489957
- L 522.295176 8.760889
- L 523.062446 9.578279
- L 523.829715 9.249885
- L 524.596985 8.799569
- L 525.364254 8.806871
- L 526.131524 8.012114
- L 526.898793 8.325568
- L 527.666063 9.285309
- L 528.433332 8.582332
- L 529.200602 9.238883
- L 529.967871 8.023524
- L 530.735141 8.610288
- L 531.502411 9.496096
- L 532.26968 7.922373
- L 533.03695 8.399115
- L 533.804219 8.317155
- L 534.571489 7.788648
- L 535.338758 6.955218
- L 536.106028 6.386591
- L 536.873297 7.862199
- L 537.640567 7.361197
- L 538.407836 8.14988
- L 539.175106 7.294348
- L 539.942375 8.140765
- L 540.709645 7.288913
- L 541.476914 8.173088
- L 542.244184 8.196347
- L 543.011453 6.982208
- L 543.778723 8.273518
- L 544.545992 8.406152
- L 545.313262 7.344223
- L 546.080531 7.057902
- L 546.847801 7.571939
- L 547.61507 9.429378
- L 548.38234 7.937326
- L 549.916879 8.580996
- L 550.684149 7.958402
- L 551.451418 7.711642
- L 552.218688 9.058707
- L 552.985957 7.391875
- L 553.753227 7.130991
- L 554.520496 8.959035
- L 555.287766 6.410294
- L 556.055035 7.584639
- L 556.822305 8.193983
- L 557.589574 8.097682
- L 558.356844 6.968835
- L 559.124113 8.299543
- L 559.891383 8.562001
- L 560.658652 7.25931
- L 561.425922 7.734535
- L 562.193191 8.734449
- L 562.960461 9.017343
- L 563.72773 9.419171
- L 563.72773 9.419171
- " 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(#p0bd593ebfd)" d="M 432.524642 30.855152
- L 434.077235 42.234759
- L 435.629827 43.928167
- L 437.182419 44.343268
- L 438.735012 44.423274
- L 440.287604 44.473496
- L 441.840197 44.33725
- L 443.392789 44.491317
- L 444.945382 44.486452
- L 446.497974 44.487443
- L 448.050567 44.495307
- L 449.603159 44.567905
- L 451.155751 44.577089
- L 452.708344 44.570449
- L 454.260936 44.528998
- L 455.813529 44.505754
- L 457.366121 44.573922
- L 458.918714 44.568201
- L 460.471306 44.573964
- L 462.023899 44.579731
- L 463.576491 44.571051
- L 465.129083 44.570707
- L 466.681676 44.562904
- L 468.234268 44.572332
- L 469.786861 44.573467
- L 471.339453 44.559852
- L 472.892046 44.570809
- L 474.444638 44.574708
- L 475.997231 44.56186
- L 477.549823 44.577236
- L 479.102415 44.573805
- L 480.655008 44.577389
- L 482.2076 44.577894
- L 483.760193 44.578214
- L 485.312785 44.580737
- L 486.865378 44.579101
- L 488.41797 44.577684
- L 489.970563 44.575897
- L 491.523155 44.581018
- L 493.075747 44.561094
- L 494.62834 44.582254
- L 496.180932 44.579131
- L 497.733525 44.578066
- L 499.286117 44.582111
- L 500.83871 44.581066
- L 502.391302 44.579869
- L 503.943895 44.555971
- L 505.496487 44.573113
- L 507.049079 44.580221
- L 508.601672 44.568966
- L 510.154264 44.566095
- L 511.706857 44.571536
- L 513.259449 44.570432
- L 514.812042 44.543899
- L 516.364634 44.571094
- L 517.917227 44.571488
- L 519.469819 44.58053
- L 521.022412 44.578477
- L 522.575004 44.579234
- L 524.127596 44.56231
- L 525.680189 44.57469
- L 527.232781 44.580256
- L 528.785374 44.577449
- L 530.337966 44.569995
- L 531.890559 44.556475
- L 533.443151 44.581851
- L 534.995744 44.580459
- L 536.548336 44.571531
- L 538.100928 44.573395
- L 539.653521 44.581727
- L 541.206113 44.579689
- L 542.758706 44.565962
- L 544.311298 44.570343
- L 545.863891 44.577584
- L 547.416483 44.567827
- L 548.969076 44.559297
- L 550.521668 44.533365
- L 552.07426 44.544457
- L 553.626853 44.578343
- L 555.179445 44.575604
- L 556.732038 44.577981
- L 558.28463 44.562367
- L 559.837223 44.575605
- L 561.389815 44.570376
- L 562.942408 44.541107
- L 564.495 44.580219
- " style="fill:none;stroke:#ff0000;stroke-linecap:round;"/>
- </g>
- </g>
- <g id="axes_11">
- <g clip-path="url(#p6fe57db6f9)">
- <image height="27.6" id="image47e34a8c72" 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(#p6fe57db6f9)" d="M 37.849348 61.966539
- L 39.060085 61.966539
- L 39.362769 62.269223
- L 39.665454 62.269223
- L 39.968138 62.571908
- L 40.876191 62.571908
- L 41.178875 62.874592
- L 42.086928 62.874592
- L 42.389612 63.177276
- L 42.692297 63.177276
- L 42.994981 63.47996
- L 43.297665 63.47996
- L 43.600349 63.782645
- L 43.903034 63.782645
- L 44.205718 64.085329
- L 44.811087 64.085329
- L 45.113771 64.388013
- L 45.416455 64.388013
- L 46.324508 65.296066
- L 46.627193 65.296066
- L 48.897325 67.566199
- L 48.897325 67.868883
- L 49.502693 68.474252
- L 49.502693 68.776936
- L 50.108062 69.382304
- L 50.108062 69.684989
- L 50.713431 70.290357
- L 50.713431 70.895726
- L 51.016115 71.19841
- L 51.016115 71.501095
- L 51.318799 71.803779
- L 51.318799 72.106463
- L 51.621484 72.409148
- L 51.621484 73.014516
- L 51.924168 73.3172
- L 51.924168 74.225253
- L 51.621484 74.527938
- L 51.621484 75.133306
- L 49.502693 77.252096
- L 49.502693 77.554781
- L 49.048667 78.008807
- L 48.745983 78.008807
- L 48.140614 78.614176
- L 46.627193 78.614176
- L 46.324508 78.91686
- L 46.021824 78.91686
- L 45.71914 79.219544
- L 44.508402 79.219544
- L 44.35706 79.370887
- L 44.35706 79.673571
- L 44.054376 79.976255
- L 44.054376 80.581624
- L 43.751692 80.884308
- L 43.751692 81.186992
- L 42.086928 82.851756
- L 40.270822 82.851756
- L 39.968138 83.15444
- L 38.454716 83.15444
- L 38.152032 82.851756
- L 37.546663 82.851756
- L 37.243979 82.549072
- L 36.941295 82.851756
- L 36.63861 82.549072
- L 32.40103 82.549072
- L 32.098346 82.851756
- L 30.28224 82.851756
- L 29.979556 82.549072
- L 27.255397 82.549072
- L 26.952713 82.246388
- L 24.833922 82.246388
- L 24.68258 82.095045
- L 24.985265 81.792361
- L 24.985265 80.27894
- L 24.68258 79.976255
- L 24.68258 79.370887
- L 24.077212 78.765518
- L 24.077212 78.462834
- L 23.774527 78.160149
- L 23.774527 77.857465
- L 23.471843 77.554781
- L 23.471843 77.252096
- L 23.169159 76.949412
- L 23.169159 76.646728
- L 22.866474 76.344044
- L 22.866474 74.225253
- L 23.169159 73.922569
- L 23.169159 73.3172
- L 23.471843 73.014516
- L 23.471843 72.711832
- L 23.774527 72.409148
- L 23.774527 72.106463
- L 24.379896 71.501095
- L 24.379896 71.19841
- L 24.68258 70.895726
- L 24.68258 70.290357
- L 24.985265 69.987673
- L 24.985265 69.684989
- L 25.287949 69.382304
- L 25.287949 69.07962
- L 25.590633 68.776936
- L 25.590633 68.474252
- L 25.893318 68.171567
- L 25.893318 67.868883
- L 26.196002 67.566199
- L 26.196002 67.263514
- L 28.466134 64.993382
- L 28.768818 64.993382
- L 29.374187 64.388013
- L 29.676871 64.388013
- L 29.979556 64.085329
- L 30.28224 64.085329
- L 30.584924 63.782645
- L 30.887609 63.782645
- L 31.190293 63.47996
- L 31.492977 63.47996
- L 32.098346 62.874592
- L 32.40103 62.874592
- L 32.703714 62.571908
- L 36.941295 62.571908
- L 37.243979 62.269223
- L 37.546663 62.269223
- L 37.849348 61.966539
- L 37.849348 61.966539
- " style="fill:none;stroke:#000000;stroke-width:0.5;"/>
- </g>
- <g id="text_17">
- <!-- C3 [noise]: Tot. var. expl. 5.1% -->
- <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-35"/>
- <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_12">
- <g clip-path="url(#p9be356d3d6)">
- <image height="33.12" id="imagecaf45c4726" 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(#p9be356d3d6)" d="M 77.661087 59.781225
- L 79.473867 59.781225
- L 79.836423 60.143781
- L 80.198979 60.143781
- L 80.561534 60.506337
- L 84.54965 60.506337
- L 85.274762 61.231448
- L 85.637317 61.231448
- L 85.999873 61.594004
- L 86.362429 61.594004
- L 86.724985 61.95656
- L 87.450097 61.95656
- L 88.900321 63.406784
- L 89.262877 63.406784
- L 89.987989 64.131896
- L 90.350545 64.131896
- L 91.61949 65.400842
- L 91.61949 65.763398
- L 92.344602 66.488509
- L 92.344602 66.851065
- L 92.707158 67.213621
- L 92.707158 67.576177
- L 93.069714 67.938733
- L 93.069714 68.663845
- L 93.43227 69.026401
- L 93.43227 69.751513
- L 93.794826 70.114069
- L 93.794826 72.289404
- L 94.157382 72.65196
- L 94.157382 75.552408
- L 93.794826 75.914964
- L 93.794826 76.277519
- L 93.43227 76.640075
- L 93.43227 77.002631
- L 93.069714 77.365187
- L 93.069714 77.727743
- L 91.982046 78.815411
- L 91.982046 79.177967
- L 91.256934 79.903079
- L 91.256934 80.990747
- L 90.894378 81.353302
- L 90.894378 81.715858
- L 90.531823 82.078414
- L 90.531823 83.891194
- L 89.987989 84.435028
- L 89.262877 84.435028
- L 88.900321 84.797584
- L 85.637317 84.797584
- L 85.274762 84.435028
- L 78.023643 84.435028
- L 77.661087 84.797584
- L 77.298531 84.435028
- L 76.573419 85.16014
- L 75.848307 85.16014
- L 75.485751 84.797584
- L 74.76064 84.797584
- L 74.398084 84.435028
- L 73.310416 84.435028
- L 72.94786 84.797584
- L 71.13508 84.797584
- L 70.409968 84.072472
- L 70.047413 84.072472
- L 69.866135 83.891194
- L 69.866135 82.078414
- L 68.778467 80.990747
- L 68.778467 80.628191
- L 68.415911 80.265635
- L 68.415911 79.903079
- L 68.053355 79.540523
- L 68.053355 79.177967
- L 67.690799 78.815411
- L 67.690799 78.452855
- L 67.328243 78.090299
- L 67.328243 77.727743
- L 66.603131 77.002631
- L 66.603131 75.914964
- L 66.965687 75.552408
- L 66.965687 69.751513
- L 67.328243 69.388957
- L 67.328243 67.576177
- L 67.690799 67.213621
- L 67.690799 66.851065
- L 70.409968 64.131896
- L 70.772524 64.131896
- L 71.13508 63.76934
- L 71.497636 63.76934
- L 72.94786 62.319116
- L 73.310416 62.319116
- L 74.035528 61.594004
- L 74.398084 61.594004
- L 75.123196 60.868893
- L 75.848307 60.868893
- L 76.210863 60.506337
- L 76.573419 60.506337
- L 76.935975 60.143781
- L 77.298531 60.143781
- L 77.661087 59.781225
- L 77.661087 59.781225
- " style="fill:none;stroke:#000000;stroke-width:0.5;"/>
- </g>
- </g>
- <g id="axes_13">
- <g clip-path="url(#p6068d023bc)">
- <image height="39.6" id="image001680cb97" 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(#p6068d023bc)" d="M 121.643883 55.067998
- L 123.456662 55.067998
- L 123.819218 55.430554
- L 127.444778 55.430554
- L 127.807334 55.79311
- L 128.169889 55.79311
- L 128.532445 56.155665
- L 128.895001 56.155665
- L 129.620113 56.880777
- L 129.982669 56.880777
- L 130.345225 57.243333
- L 130.707781 57.243333
- L 131.976727 58.512279
- L 131.976727 58.874835
- L 133.064394 59.962503
- L 133.064394 60.325059
- L 133.42695 60.687615
- L 133.42695 61.050171
- L 133.789506 61.412726
- L 133.789506 61.775282
- L 134.152062 62.137838
- L 134.152062 62.500394
- L 134.514618 62.86295
- L 134.514618 63.225506
- L 134.877174 63.588062
- L 134.877174 63.950618
- L 135.23973 64.313174
- L 135.23973 64.67573
- L 135.602286 65.038286
- L 135.602286 65.763398
- L 135.964842 66.125954
- L 135.964842 66.851065
- L 136.327398 67.213621
- L 136.327398 69.026401
- L 136.689954 69.388957
- L 136.689954 70.114069
- L 137.05251 70.476625
- L 137.05251 72.289404
- L 137.415066 72.65196
- L 137.415066 76.277519
- L 137.05251 76.640075
- L 137.05251 77.727743
- L 136.689954 78.090299
- L 136.689954 78.815411
- L 136.327398 79.177967
- L 136.327398 79.903079
- L 135.964842 80.265635
- L 135.964842 80.628191
- L 135.602286 80.990747
- L 135.602286 81.353302
- L 135.23973 81.715858
- L 135.23973 82.078414
- L 134.877174 82.44097
- L 134.877174 82.803526
- L 133.789506 83.891194
- L 133.789506 84.25375
- L 132.339283 85.703974
- L 132.339283 86.06653
- L 130.707781 87.698031
- L 130.345225 87.698031
- L 129.620113 88.423143
- L 129.257557 88.423143
- L 128.532445 89.148255
- L 128.169889 89.148255
- L 127.807334 89.510811
- L 127.082222 89.510811
- L 126.719666 89.873367
- L 125.269442 89.873367
- L 124.906886 89.510811
- L 122.368995 89.510811
- L 122.006439 89.873367
- L 120.918771 89.873367
- L 120.556215 89.510811
- L 119.468547 89.510811
- L 119.105991 89.148255
- L 118.743435 89.148255
- L 118.380879 88.785699
- L 118.018323 88.785699
- L 117.655768 88.423143
- L 117.293212 88.423143
- L 116.205544 87.335475
- L 115.842988 87.335475
- L 114.030208 85.522696
- L 113.667652 85.522696
- L 113.486374 85.341418
- L 113.486374 84.978862
- L 112.761262 84.25375
- L 112.761262 83.891194
- L 112.036151 83.166082
- L 112.036151 82.803526
- L 111.311039 82.078414
- L 111.311039 81.715858
- L 110.948483 81.353302
- L 110.948483 80.990747
- L 110.585927 80.628191
- L 110.585927 78.452855
- L 110.223371 78.090299
- L 110.223371 76.640075
- L 109.860815 76.277519
- L 109.860815 74.827296
- L 110.223371 74.46474
- L 110.223371 70.114069
- L 110.585927 69.751513
- L 110.585927 68.663845
- L 110.948483 68.301289
- L 110.948483 66.125954
- L 111.311039 65.763398
- L 111.311039 65.400842
- L 111.673595 65.038286
- L 111.673595 64.67573
- L 112.036151 64.313174
- L 112.036151 63.950618
- L 112.398707 63.588062
- L 112.398707 63.225506
- L 112.761262 62.86295
- L 112.761262 62.500394
- L 113.123818 62.137838
- L 113.123818 61.412726
- L 113.486374 61.050171
- L 113.486374 60.687615
- L 114.574042 59.599947
- L 114.574042 59.237391
- L 115.66171 58.149723
- L 115.66171 57.787167
- L 116.5681 56.880777
- L 116.930656 56.880777
- L 117.293212 56.518221
- L 117.655768 56.518221
- L 118.018323 56.155665
- L 118.380879 56.155665
- L 118.743435 55.79311
- L 119.468547 55.79311
- L 119.831103 55.430554
- L 121.281327 55.430554
- L 121.643883 55.067998
- L 121.643883 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(#pad72836b20)" d="M 150.218051 61.208505
- L 150.985321 59.354724
- L 151.75259 61.76738
- L 152.51986 58.359
- L 153.28713 60.001136
- L 154.054399 58.677932
- L 154.821669 59.674977
- L 155.588938 56.155137
- L 156.356208 58.703454
- L 157.123477 56.602071
- L 157.890747 57.752779
- L 158.658016 55.276922
- L 160.192555 55.931473
- L 160.959825 56.545702
- L 161.727094 56.983171
- L 162.494364 56.023623
- L 163.261633 56.458948
- L 164.028903 55.276728
- L 164.796172 56.652346
- L 165.563442 55.152685
- L 166.330711 57.150617
- L 167.097981 53.951002
- L 167.86525 57.562846
- L 168.63252 55.478314
- L 169.39979 56.222758
- L 170.167059 57.214027
- L 170.934329 62.634677
- L 171.701598 62.88
- L 172.468868 62.239083
- L 173.236137 62.682724
- L 174.003407 56.59674
- L 174.770676 61.158298
- L 175.537946 56.871044
- L 176.305215 58.50959
- L 177.072485 57.511242
- L 177.839754 58.774216
- L 179.374293 56.012154
- L 180.141563 56.954089
- L 180.908832 56.164023
- L 182.443371 58.22327
- L 183.210641 58.177921
- L 183.97791 57.781121
- L 184.74518 58.149556
- L 185.512449 55.96412
- L 186.279719 59.063169
- L 187.046989 57.811113
- L 187.814258 59.702846
- L 188.581528 56.116972
- L 189.348797 57.998796
- L 190.116067 58.362395
- L 190.883336 56.573326
- L 191.650606 59.097322
- L 192.417875 57.467245
- L 193.185145 59.978664
- L 193.952414 57.362807
- L 194.719684 56.540724
- L 195.486953 59.10577
- L 196.254223 55.852135
- L 197.021492 59.312871
- L 197.788762 59.732356
- L 198.556031 59.767194
- L 199.323301 59.221858
- L 200.09057 60.90144
- L 200.85784 58.049369
- L 201.625109 61.391747
- L 202.392379 57.677163
- L 203.159649 60.859438
- L 203.926918 59.650627
- L 204.694188 60.172081
- L 205.461457 60.184952
- L 206.228727 60.024589
- L 206.995996 60.147828
- L 207.763266 58.620803
- L 208.530535 62.389166
- L 209.297805 57.173344
- L 210.832344 61.132182
- L 211.599613 58.915516
- L 212.366883 61.054126
- L 213.134152 59.67148
- L 213.901422 59.626711
- L 214.668691 60.886946
- L 215.435961 59.487914
- L 216.20323 61.583071
- L 216.9705 62.413075
- L 217.737769 60.891984
- L 218.505039 62.229992
- L 219.272309 60.896683
- L 220.039578 62.612553
- L 220.806848 60.898627
- L 221.574117 63.686665
- L 222.341387 60.507358
- L 223.108656 59.23615
- L 223.875926 59.636892
- L 224.643195 60.431323
- L 225.410465 62.601721
- L 226.177734 55.484765
- L 226.945004 55.564215
- L 227.712273 55.103577
- L 228.479543 57.86327
- L 229.246812 57.467388
- L 230.014082 59.44418
- L 230.781351 57.352715
- L 231.548621 61.768956
- L 233.08316 61.763603
- L 233.850429 59.624187
- L 234.617699 60.724639
- L 235.384968 59.96579
- L 236.152238 61.771243
- L 236.919508 60.916213
- L 237.686777 65.288582
- L 238.454047 63.388081
- L 239.221316 59.852106
- L 239.988586 61.901964
- L 241.523125 62.959064
- L 242.290394 64.979769
- L 243.057664 62.411725
- L 243.824933 62.357653
- L 244.592203 65.014712
- L 245.359472 59.825402
- L 246.126742 62.503339
- L 246.894011 61.511001
- L 247.661281 62.938419
- L 248.42855 61.221528
- L 249.19582 62.039337
- L 249.963089 61.844322
- L 250.730359 62.581861
- L 251.497628 62.139061
- L 252.264898 64.707877
- L 253.032168 65.51868
- L 253.799437 67.116366
- L 254.566707 65.359389
- L 255.333976 64.72689
- L 256.101246 64.271812
- L 256.868515 64.901157
- L 257.635785 64.44537
- L 258.403054 65.613968
- L 259.170324 65.094968
- L 259.937593 66.965354
- L 260.704863 65.80879
- L 261.472132 61.636567
- L 262.239402 62.761345
- L 263.006671 62.614759
- L 263.773941 63.664779
- L 264.54121 62.958397
- L 265.30848 62.697566
- L 266.075749 63.601004
- L 266.843019 63.121166
- L 267.610288 63.779951
- L 268.377558 63.850488
- L 269.144827 64.759267
- L 269.912097 63.938832
- L 270.679367 67.201163
- L 271.446636 67.785943
- L 272.213906 64.39557
- L 272.981175 69.050815
- L 273.748445 67.132667
- L 274.515714 68.021285
- L 275.282984 68.053913
- L 276.050253 68.2164
- L 276.817523 64.461046
- L 277.584792 65.072455
- L 279.119331 66.963114
- L 279.886601 67.280997
- L 280.65387 68.342525
- L 281.42114 66.897755
- L 281.42114 66.897755
- " 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(#pd68a46f6a4)" d="M 150.218051 78.419563
- L 151.770644 87.361099
- L 153.323236 91.566267
- L 154.875829 89.360769
- L 156.428421 91.031603
- L 157.981014 90.974715
- L 159.533606 91.446841
- L 161.086199 91.536325
- L 162.638791 91.929981
- L 164.191383 92.119801
- L 165.743976 91.666151
- L 167.296568 92.141519
- L 168.849161 91.926212
- L 170.401753 92.126011
- L 171.954346 92.04455
- L 173.506938 92.008456
- L 175.059531 92.108091
- L 176.612123 91.913201
- L 178.164715 91.96926
- L 179.717308 92.086249
- L 181.2699 92.036149
- L 182.822493 92.06496
- L 184.375085 92.08239
- L 185.927678 91.74076
- L 187.48027 92.134368
- L 189.032863 92.029033
- L 190.585455 92.048675
- L 192.138047 92.096613
- L 193.69064 92.101815
- L 195.243232 92.106553
- L 196.795825 92.025316
- L 198.348417 92.099807
- L 199.90101 92.088733
- L 201.453602 92.07266
- L 203.006195 92.119974
- L 204.558787 92.133624
- L 206.11138 92.078831
- L 207.663972 92.109207
- L 209.216564 92.134116
- L 210.769157 92.074492
- L 212.321749 92.076408
- L 213.874342 92.08035
- L 215.426934 92.09364
- L 216.979527 92.11484
- L 218.532119 92.134738
- L 220.084712 92.139833
- L 221.637304 92.134448
- L 223.189896 92.14647
- L 224.742489 92.021152
- L 226.295081 92.142504
- L 227.847674 92.032944
- L 229.400266 92.106092
- L 230.952859 92.134261
- L 232.505451 92.100513
- L 234.058044 92.062993
- L 235.610636 92.142034
- L 237.163228 92.134587
- L 238.715821 92.146294
- L 240.268413 92.069702
- L 241.821006 92.146666
- L 243.373598 92.011097
- L 244.926191 92.096733
- L 246.478783 91.960237
- L 248.031376 92.129091
- L 249.583968 92.104634
- L 251.13656 92.137273
- L 252.689153 92.131737
- L 254.241745 92.108876
- L 255.794338 92.104969
- L 257.34693 91.957409
- L 258.899523 92.000299
- L 260.452115 92.141968
- L 262.004708 92.103957
- L 263.5573 92.041469
- L 265.109892 92.105653
- L 266.662485 92.141054
- L 268.215077 92.132303
- L 269.76767 91.818485
- L 271.320262 91.879044
- L 272.872855 92.131681
- L 274.425447 91.938651
- L 275.97804 92.136571
- L 277.530632 92.008392
- L 279.083224 92.01236
- L 280.635817 92.120471
- L 282.188409 92.145999
- " style="fill:none;stroke:#ff0000;stroke-linecap:round;"/>
- </g>
- </g>
- <g id="axes_16">
- <g clip-path="url(#pe29533af36)">
- <image height="27.6" id="image774221edbf" 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(#pe29533af36)" d="M 320.155938 61.966539
- L 321.366676 61.966539
- L 321.66936 62.269223
- L 321.972044 62.269223
- L 322.274728 62.571908
- L 323.182781 62.571908
- L 323.485466 62.874592
- L 324.393519 62.874592
- L 324.696203 63.177276
- L 324.998887 63.177276
- L 325.301572 63.47996
- L 325.604256 63.47996
- L 325.90694 63.782645
- L 326.209624 63.782645
- L 326.512309 64.085329
- L 327.117677 64.085329
- L 327.420362 64.388013
- L 327.723046 64.388013
- L 328.631099 65.296066
- L 328.933783 65.296066
- L 331.203916 67.566199
- L 331.203916 67.868883
- L 331.809284 68.474252
- L 331.809284 68.776936
- L 332.414653 69.382304
- L 332.414653 69.684989
- L 333.020021 70.290357
- L 333.020021 70.895726
- L 333.322706 71.19841
- L 333.322706 71.501095
- L 333.62539 71.803779
- L 333.62539 72.106463
- L 333.928074 72.409148
- L 333.928074 73.014516
- L 334.230759 73.3172
- L 334.230759 74.225253
- L 333.928074 74.527938
- L 333.928074 75.133306
- L 331.809284 77.252096
- L 331.809284 77.554781
- L 331.355258 78.008807
- L 331.052573 78.008807
- L 330.447205 78.614176
- L 328.933783 78.614176
- L 328.631099 78.91686
- L 328.328415 78.91686
- L 328.02573 79.219544
- L 326.814993 79.219544
- L 326.663651 79.370887
- L 326.663651 79.673571
- L 326.360967 79.976255
- L 326.360967 80.581624
- L 326.058282 80.884308
- L 326.058282 81.186992
- L 324.393519 82.851756
- L 322.577413 82.851756
- L 322.274728 83.15444
- L 320.761307 83.15444
- L 320.458623 82.851756
- L 319.853254 82.851756
- L 319.55057 82.549072
- L 319.247885 82.851756
- L 318.945201 82.549072
- L 314.707621 82.549072
- L 314.404936 82.851756
- L 312.588831 82.851756
- L 312.286146 82.549072
- L 309.561988 82.549072
- L 309.259303 82.246388
- L 307.140513 82.246388
- L 306.989171 82.095045
- L 307.291855 81.792361
- L 307.291855 80.27894
- L 306.989171 79.976255
- L 306.989171 79.370887
- L 306.383802 78.765518
- L 306.383802 78.462834
- L 306.081118 78.160149
- L 306.081118 77.857465
- L 305.778434 77.554781
- L 305.778434 77.252096
- L 305.475749 76.949412
- L 305.475749 76.646728
- L 305.173065 76.344044
- L 305.173065 74.225253
- L 305.475749 73.922569
- L 305.475749 73.3172
- L 305.778434 73.014516
- L 305.778434 72.711832
- L 306.081118 72.409148
- L 306.081118 72.106463
- L 306.686487 71.501095
- L 306.686487 71.19841
- L 306.989171 70.895726
- L 306.989171 70.290357
- L 307.291855 69.987673
- L 307.291855 69.684989
- L 307.59454 69.382304
- L 307.59454 69.07962
- L 307.897224 68.776936
- L 307.897224 68.474252
- L 308.199908 68.171567
- L 308.199908 67.868883
- L 308.502592 67.566199
- L 308.502592 67.263514
- L 310.772725 64.993382
- L 311.075409 64.993382
- L 311.680778 64.388013
- L 311.983462 64.388013
- L 312.286146 64.085329
- L 312.588831 64.085329
- L 312.891515 63.782645
- L 313.194199 63.782645
- L 313.496884 63.47996
- L 313.799568 63.47996
- L 314.404936 62.874592
- L 314.707621 62.874592
- L 315.010305 62.571908
- L 319.247885 62.571908
- L 319.55057 62.269223
- L 319.853254 62.269223
- L 320.155938 61.966539
- L 320.155938 61.966539
- " style="fill:none;stroke:#000000;stroke-width:0.5;"/>
- </g>
- <g id="text_25">
- <!-- C4 [noise]: Tot. var. expl. 4.9% -->
- <defs>
- <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"/>
- </defs>
- <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-39"/>
- <use x="1459.050781" xlink:href="#DejaVuSans-25"/>
- </g>
- </g>
- </g>
- <g id="axes_17">
- <g clip-path="url(#p706f371479)">
- <image height="33.12" id="imageee26e44ce5" 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(#p706f371479)" d="M 359.967678 59.781225
- L 361.780457 59.781225
- L 362.143013 60.143781
- L 362.505569 60.143781
- L 362.868125 60.506337
- L 366.85624 60.506337
- L 367.581352 61.231448
- L 367.943908 61.231448
- L 368.306464 61.594004
- L 368.66902 61.594004
- L 369.031576 61.95656
- L 369.756688 61.95656
- L 371.206911 63.406784
- L 371.569467 63.406784
- L 372.294579 64.131896
- L 372.657135 64.131896
- L 373.926081 65.400842
- L 373.926081 65.763398
- L 374.651193 66.488509
- L 374.651193 66.851065
- L 375.013749 67.213621
- L 375.013749 67.576177
- L 375.376305 67.938733
- L 375.376305 68.663845
- L 375.738861 69.026401
- L 375.738861 69.751513
- L 376.101417 70.114069
- L 376.101417 72.289404
- L 376.463972 72.65196
- L 376.463972 75.552408
- L 376.101417 75.914964
- L 376.101417 76.277519
- L 375.738861 76.640075
- L 375.738861 77.002631
- L 375.376305 77.365187
- L 375.376305 77.727743
- L 374.288637 78.815411
- L 374.288637 79.177967
- L 373.563525 79.903079
- L 373.563525 80.990747
- L 373.200969 81.353302
- L 373.200969 81.715858
- L 372.838413 82.078414
- L 372.838413 83.891194
- L 372.294579 84.435028
- L 371.569467 84.435028
- L 371.206911 84.797584
- L 367.943908 84.797584
- L 367.581352 84.435028
- L 360.330234 84.435028
- L 359.967678 84.797584
- L 359.605122 84.435028
- L 358.88001 85.16014
- L 358.154898 85.16014
- L 357.792342 84.797584
- L 357.06723 84.797584
- L 356.704674 84.435028
- L 355.617007 84.435028
- L 355.254451 84.797584
- L 353.441671 84.797584
- L 352.716559 84.072472
- L 352.354003 84.072472
- L 352.172725 83.891194
- L 352.172725 82.078414
- L 351.085057 80.990747
- L 351.085057 80.628191
- L 350.722502 80.265635
- L 350.722502 79.903079
- L 350.359946 79.540523
- L 350.359946 79.177967
- L 349.99739 78.815411
- L 349.99739 78.452855
- L 349.634834 78.090299
- L 349.634834 77.727743
- L 348.909722 77.002631
- L 348.909722 75.914964
- L 349.272278 75.552408
- L 349.272278 69.751513
- L 349.634834 69.388957
- L 349.634834 67.576177
- L 349.99739 67.213621
- L 349.99739 66.851065
- L 352.716559 64.131896
- L 353.079115 64.131896
- L 353.441671 63.76934
- L 353.804227 63.76934
- L 355.254451 62.319116
- L 355.617007 62.319116
- L 356.342118 61.594004
- L 356.704674 61.594004
- L 357.429786 60.868893
- L 358.154898 60.868893
- L 358.517454 60.506337
- L 358.88001 60.506337
- L 359.242566 60.143781
- L 359.605122 60.143781
- L 359.967678 59.781225
- L 359.967678 59.781225
- " style="fill:none;stroke:#000000;stroke-width:0.5;"/>
- </g>
- </g>
- <g id="axes_18">
- <g clip-path="url(#p5075e0d77f)">
- <image height="39.6" id="image89acfb0f20" 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(#p5075e0d77f)" d="M 403.950473 55.067998
- L 405.763253 55.067998
- L 406.125809 55.430554
- L 409.751368 55.430554
- L 410.113924 55.79311
- L 410.47648 55.79311
- L 410.839036 56.155665
- L 411.201592 56.155665
- L 411.926704 56.880777
- L 412.28926 56.880777
- L 412.651816 57.243333
- L 413.014372 57.243333
- L 414.283317 58.512279
- L 414.283317 58.874835
- L 415.370985 59.962503
- L 415.370985 60.325059
- L 415.733541 60.687615
- L 415.733541 61.050171
- L 416.096097 61.412726
- L 416.096097 61.775282
- L 416.458653 62.137838
- L 416.458653 62.500394
- L 416.821209 62.86295
- L 416.821209 63.225506
- L 417.183765 63.588062
- L 417.183765 63.950618
- L 417.546321 64.313174
- L 417.546321 64.67573
- L 417.908877 65.038286
- L 417.908877 65.763398
- L 418.271433 66.125954
- L 418.271433 66.851065
- L 418.633988 67.213621
- L 418.633988 69.026401
- L 418.996544 69.388957
- L 418.996544 70.114069
- L 419.3591 70.476625
- L 419.3591 72.289404
- L 419.721656 72.65196
- L 419.721656 76.277519
- L 419.3591 76.640075
- L 419.3591 77.727743
- L 418.996544 78.090299
- L 418.996544 78.815411
- L 418.633988 79.177967
- L 418.633988 79.903079
- L 418.271433 80.265635
- L 418.271433 80.628191
- L 417.908877 80.990747
- L 417.908877 81.353302
- L 417.546321 81.715858
- L 417.546321 82.078414
- L 417.183765 82.44097
- L 417.183765 82.803526
- L 416.096097 83.891194
- L 416.096097 84.25375
- L 414.645873 85.703974
- L 414.645873 86.06653
- L 413.014372 87.698031
- L 412.651816 87.698031
- L 411.926704 88.423143
- L 411.564148 88.423143
- L 410.839036 89.148255
- L 410.47648 89.148255
- L 410.113924 89.510811
- L 409.388812 89.510811
- L 409.026256 89.873367
- L 407.576033 89.873367
- L 407.213477 89.510811
- L 404.675585 89.510811
- L 404.313029 89.873367
- L 403.225362 89.873367
- L 402.862806 89.510811
- L 401.775138 89.510811
- L 401.412582 89.148255
- L 401.050026 89.148255
- L 400.68747 88.785699
- L 400.324914 88.785699
- L 399.962358 88.423143
- L 399.599802 88.423143
- L 398.512134 87.335475
- L 398.149579 87.335475
- L 396.336799 85.522696
- L 395.974243 85.522696
- L 395.792965 85.341418
- L 395.792965 84.978862
- L 395.067853 84.25375
- L 395.067853 83.891194
- L 394.342741 83.166082
- L 394.342741 82.803526
- L 393.617629 82.078414
- L 393.617629 81.715858
- L 393.255073 81.353302
- L 393.255073 80.990747
- L 392.892518 80.628191
- L 392.892518 78.452855
- L 392.529962 78.090299
- L 392.529962 76.640075
- L 392.167406 76.277519
- L 392.167406 74.827296
- L 392.529962 74.46474
- L 392.529962 70.114069
- L 392.892518 69.751513
- L 392.892518 68.663845
- L 393.255073 68.301289
- L 393.255073 66.125954
- L 393.617629 65.763398
- L 393.617629 65.400842
- L 393.980185 65.038286
- L 393.980185 64.67573
- L 394.342741 64.313174
- L 394.342741 63.950618
- L 394.705297 63.588062
- L 394.705297 63.225506
- L 395.067853 62.86295
- L 395.067853 62.500394
- L 395.430409 62.137838
- L 395.430409 61.412726
- L 395.792965 61.050171
- L 395.792965 60.687615
- L 396.880633 59.599947
- L 396.880633 59.237391
- L 397.968301 58.149723
- L 397.968301 57.787167
- L 398.87469 56.880777
- L 399.237246 56.880777
- L 399.599802 56.518221
- L 399.962358 56.518221
- L 400.324914 56.155665
- L 400.68747 56.155665
- L 401.050026 55.79311
- L 401.775138 55.79311
- L 402.137694 55.430554
- L 403.587917 55.430554
- L 403.950473 55.067998
- L 403.950473 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(#p3c05493f55)" d="M 432.524642 58.230085
- L 433.291912 56.647106
- L 434.059181 57.834008
- L 434.826451 56.162261
- L 435.59372 55.808967
- L 436.36099 55.734581
- L 437.128259 55.369602
- L 439.430068 54.92911
- L 440.197337 55.550461
- L 440.964607 54.409061
- L 441.731876 54.769961
- L 442.499146 54.590511
- L 443.266415 55.037034
- L 444.033685 54.433072
- L 444.800954 54.679302
- L 445.568224 54.63903
- L 446.335493 54.26833
- L 447.102763 54.557659
- L 447.870033 54.594912
- L 448.637302 54.514023
- L 449.404572 54.29034
- L 450.171841 55.873124
- L 450.939111 53.951002
- L 451.70638 55.236263
- L 452.47365 54.159877
- L 453.240919 60.350776
- L 454.008189 60.471048
- L 454.775458 60.199898
- L 455.542728 59.771672
- L 456.309997 54.935037
- L 457.077267 57.006505
- L 457.844536 56.021946
- L 458.611806 55.357912
- L 459.379075 55.510479
- L 460.146345 55.518067
- L 460.913614 54.650141
- L 461.680884 56.066938
- L 462.448153 54.900145
- L 463.982693 55.738264
- L 465.517232 56.045461
- L 466.284501 55.224267
- L 467.051771 55.369339
- L 467.81904 54.925133
- L 468.58631 56.336949
- L 469.353579 55.401783
- L 470.120849 55.984359
- L 470.888118 55.731157
- L 471.655388 55.97887
- L 472.422657 55.640273
- L 475.491735 55.952285
- L 476.259005 55.743657
- L 477.026274 56.078309
- L 477.793544 55.889547
- L 479.328083 56.235513
- L 480.095352 56.092277
- L 480.862622 56.526443
- L 481.629892 57.335905
- L 482.397161 57.145076
- L 483.164431 56.544892
- L 483.9317 57.287103
- L 484.69897 56.637701
- L 485.466239 57.680938
- L 486.233509 56.919668
- L 487.000778 57.877977
- L 488.535317 57.139592
- L 489.302587 56.402981
- L 490.069856 56.41089
- L 490.837126 57.449601
- L 491.604395 56.492686
- L 492.371665 56.85927
- L 493.138934 57.087837
- L 493.906204 56.953288
- L 494.673473 57.337187
- L 495.440743 57.259658
- L 496.208012 56.764132
- L 496.975282 57.603734
- L 497.742552 56.252616
- L 498.509821 59.547054
- L 499.277091 58.019253
- L 500.04436 57.724851
- L 500.81163 58.830201
- L 501.578899 56.913612
- L 502.346169 58.909649
- L 503.113438 56.804175
- L 503.880708 61.944398
- L 504.647977 57.270544
- L 505.415247 56.138013
- L 506.182516 57.40412
- L 506.949786 56.976369
- L 507.717055 61.594642
- L 508.484325 55.530487
- L 509.251594 54.997139
- L 510.786133 56.195262
- L 511.553403 55.842525
- L 512.320672 56.336063
- L 513.087942 56.015463
- L 513.855211 57.624318
- L 514.622481 58.94694
- L 515.389751 57.285276
- L 516.15702 56.958953
- L 516.92429 57.178476
- L 517.691559 56.824126
- L 518.458829 57.882908
- L 519.226098 56.846948
- L 519.993368 64.001302
- L 521.527907 56.338971
- L 522.295176 57.49317
- L 523.062446 60.487403
- L 523.829715 59.763645
- L 524.596985 63.704589
- L 525.364254 58.936342
- L 526.131524 58.942061
- L 526.898793 64.861275
- L 527.666063 57.693747
- L 528.433332 58.113392
- L 529.200602 57.818446
- L 529.967871 58.92617
- L 530.735141 57.40163
- L 531.502411 58.851521
- L 532.26968 58.033565
- L 533.03695 59.466253
- L 533.804219 57.642126
- L 534.571489 61.87501
- L 535.338758 65.288029
- L 536.106028 66.655064
- L 536.873297 62.932034
- L 537.640567 61.429618
- L 538.407836 62.253623
- L 539.175106 61.958439
- L 539.942375 62.605851
- L 540.709645 63.904939
- L 541.476914 63.568074
- L 542.244184 65.00529
- L 543.778723 58.028286
- L 544.545992 58.732995
- L 545.313262 58.289116
- L 546.080531 59.092465
- L 546.847801 59.29211
- L 547.61507 59.99655
- L 548.38234 59.197939
- L 549.14961 59.935886
- L 550.684149 59.766917
- L 551.451418 61.545647
- L 552.218688 60.672605
- L 552.985957 66.535217
- L 553.753227 65.804097
- L 554.520496 60.360523
- L 555.287766 67.542045
- L 556.055035 67.102761
- L 556.822305 68.91184
- L 557.589574 66.754857
- L 558.356844 69.050815
- L 559.124113 62.547411
- L 559.891383 62.231178
- L 560.658652 63.752265
- L 561.425922 66.538393
- L 562.193191 66.88495
- L 562.960461 67.785803
- L 563.72773 67.924046
- L 563.72773 67.924046
- " 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(#p49a742e55c)" d="M 432.524642 78.419563
- L 434.077235 87.571792
- L 435.629827 91.150571
- L 437.182419 89.229989
- L 438.735012 89.541042
- L 440.287604 90.571356
- L 441.840197 90.562101
- L 443.392789 91.250287
- L 444.945382 91.982724
- L 446.497974 92.002542
- L 448.050567 91.676783
- L 449.603159 92.097774
- L 451.155751 91.921802
- L 452.708344 92.092332
- L 454.260936 92.021361
- L 455.813529 92.032885
- L 457.366121 91.929787
- L 458.918714 91.659958
- L 460.471306 91.83815
- L 462.023899 92.059581
- L 463.576491 92.041613
- L 465.129083 92.066024
- L 466.681676 91.996551
- L 468.234268 91.306579
- L 469.786861 91.8069
- L 471.339453 91.998258
- L 472.892046 92.004082
- L 474.444638 92.02816
- L 475.997231 92.029438
- L 477.549823 92.138336
- L 479.102415 92.046047
- L 480.655008 91.947662
- L 482.2076 92.062202
- L 483.760193 91.978593
- L 485.312785 92.128299
- L 486.865378 92.072379
- L 488.41797 92.073707
- L 489.970563 92.0906
- L 491.523155 92.142936
- L 493.075747 91.963283
- L 494.62834 91.994442
- L 496.180932 92.010803
- L 497.733525 92.032162
- L 499.286117 92.100424
- L 500.83871 92.126419
- L 502.391302 92.094514
- L 503.943895 92.063978
- L 505.496487 92.110787
- L 507.049079 92.051836
- L 508.601672 92.072467
- L 510.154264 91.957655
- L 511.706857 92.059939
- L 513.259449 92.136097
- L 514.812042 92.109582
- L 516.364634 91.970542
- L 517.917227 92.133329
- L 519.469819 92.101447
- L 521.022412 92.103925
- L 522.575004 92.071749
- L 524.127596 92.110861
- L 525.680189 91.917933
- L 527.232781 92.121172
- L 528.785374 92.053961
- L 530.337966 92.03803
- L 531.890559 92.000795
- L 533.443151 92.146666
- L 534.995744 92.083753
- L 536.548336 92.129804
- L 538.100928 92.125078
- L 539.653521 92.008952
- L 541.206113 92.12301
- L 542.758706 92.107009
- L 544.311298 92.024777
- L 545.863891 92.106351
- L 547.416483 91.963528
- L 548.969076 92.066666
- L 550.521668 92.139126
- L 552.07426 91.911007
- L 553.626853 92.059388
- L 555.179445 92.139203
- L 556.732038 92.117877
- L 558.28463 92.083544
- L 559.837223 92.037727
- L 561.389815 92.113687
- L 562.942408 92.144693
- L 564.495 92.146476
- " style="fill:none;stroke:#ff0000;stroke-linecap:round;"/>
- </g>
- </g>
- <g id="axes_21">
- <g clip-path="url(#p3722ceb410)">
- <image height="27.6" id="image39cf4a7f1c" 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(#p3722ceb410)" d="M 37.849348 109.53095
- L 39.060085 109.53095
- L 39.362769 109.833634
- L 39.665454 109.833634
- L 39.968138 110.136319
- L 40.876191 110.136319
- L 41.178875 110.439003
- L 42.086928 110.439003
- L 42.389612 110.741687
- L 42.692297 110.741687
- L 42.994981 111.044372
- L 43.297665 111.044372
- L 43.600349 111.347056
- L 43.903034 111.347056
- L 44.205718 111.64974
- L 44.811087 111.64974
- L 45.113771 111.952425
- L 45.416455 111.952425
- L 46.324508 112.860478
- L 46.627193 112.860478
- L 48.897325 115.13061
- L 48.897325 115.433294
- L 49.502693 116.038663
- L 49.502693 116.341347
- L 50.108062 116.946716
- L 50.108062 117.2494
- L 50.713431 117.854769
- L 50.713431 118.460137
- L 51.016115 118.762822
- L 51.016115 119.065506
- L 51.318799 119.36819
- L 51.318799 119.670874
- L 51.621484 119.973559
- L 51.621484 120.578927
- L 51.924168 120.881612
- L 51.924168 121.789665
- L 51.621484 122.092349
- L 51.621484 122.697718
- L 49.502693 124.816508
- L 49.502693 125.119192
- L 49.048667 125.573218
- L 48.745983 125.573218
- L 48.140614 126.178587
- L 46.627193 126.178587
- L 46.324508 126.481271
- L 46.021824 126.481271
- L 45.71914 126.783956
- L 44.508402 126.783956
- L 44.35706 126.935298
- L 44.35706 127.237982
- L 44.054376 127.540666
- L 44.054376 128.146035
- L 43.751692 128.448719
- L 43.751692 128.751404
- L 42.086928 130.416167
- L 40.270822 130.416167
- L 39.968138 130.718852
- L 38.454716 130.718852
- L 38.152032 130.416167
- L 37.546663 130.416167
- L 37.243979 130.113483
- L 36.941295 130.416167
- L 36.63861 130.113483
- L 32.40103 130.113483
- L 32.098346 130.416167
- L 30.28224 130.416167
- L 29.979556 130.113483
- L 27.255397 130.113483
- L 26.952713 129.810799
- L 24.833922 129.810799
- L 24.68258 129.659457
- L 24.985265 129.356772
- L 24.985265 127.843351
- L 24.68258 127.540666
- L 24.68258 126.935298
- L 24.077212 126.329929
- L 24.077212 126.027245
- L 23.774527 125.724561
- L 23.774527 125.421876
- L 23.471843 125.119192
- L 23.471843 124.816508
- L 23.169159 124.513823
- L 23.169159 124.211139
- L 22.866474 123.908455
- L 22.866474 121.789665
- L 23.169159 121.48698
- L 23.169159 120.881612
- L 23.471843 120.578927
- L 23.471843 120.276243
- L 23.774527 119.973559
- L 23.774527 119.670874
- L 24.379896 119.065506
- L 24.379896 118.762822
- L 24.68258 118.460137
- L 24.68258 117.854769
- L 24.985265 117.552084
- L 24.985265 117.2494
- L 25.287949 116.946716
- L 25.287949 116.644031
- L 25.590633 116.341347
- L 25.590633 116.038663
- L 25.893318 115.735978
- L 25.893318 115.433294
- L 26.196002 115.13061
- L 26.196002 114.827926
- L 28.466134 112.557793
- L 28.768818 112.557793
- L 29.374187 111.952425
- L 29.676871 111.952425
- L 29.979556 111.64974
- L 30.28224 111.64974
- L 30.584924 111.347056
- L 30.887609 111.347056
- L 31.190293 111.044372
- L 31.492977 111.044372
- L 32.098346 110.439003
- L 32.40103 110.439003
- L 32.703714 110.136319
- L 36.941295 110.136319
- L 37.243979 109.833634
- L 37.546663 109.833634
- L 37.849348 109.53095
- L 37.849348 109.53095
- " style="fill:none;stroke:#000000;stroke-width:0.5;"/>
- </g>
- <g id="text_33">
- <!-- C5: Tot. var. expl. 4.4% -->
- <g style="fill:#008000;" 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-3a"/>
- <use x="167.138672" xlink:href="#DejaVuSans-20"/>
- <use x="198.925781" xlink:href="#DejaVuSans-54"/>
- <use x="259.744141" xlink:href="#DejaVuSans-6f"/>
- <use x="320.925781" xlink:href="#DejaVuSans-74"/>
- <use x="360.134766" xlink:href="#DejaVuSans-2e"/>
- <use x="391.921875" xlink:href="#DejaVuSans-20"/>
- <use x="423.708984" xlink:href="#DejaVuSans-76"/>
- <use x="482.888672" xlink:href="#DejaVuSans-61"/>
- <use x="544.167969" xlink:href="#DejaVuSans-72"/>
- <use x="585.140625" xlink:href="#DejaVuSans-2e"/>
- <use x="616.927734" xlink:href="#DejaVuSans-20"/>
- <use x="648.714844" xlink:href="#DejaVuSans-65"/>
- <use x="710.222656" xlink:href="#DejaVuSans-78"/>
- <use x="769.402344" xlink:href="#DejaVuSans-70"/>
- <use x="832.878906" xlink:href="#DejaVuSans-6c"/>
- <use x="860.662109" xlink:href="#DejaVuSans-2e"/>
- <use x="892.449219" xlink:href="#DejaVuSans-20"/>
- <use x="924.236328" xlink:href="#DejaVuSans-34"/>
- <use x="987.859375" xlink:href="#DejaVuSans-2e"/>
- <use x="1019.646484" xlink:href="#DejaVuSans-34"/>
- <use x="1083.269531" xlink:href="#DejaVuSans-25"/>
- </g>
- </g>
- </g>
- <g id="axes_22">
- <g clip-path="url(#pba86f9f0ea)">
- <image height="33.12" id="imagef80d8dffd3" 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="-103.955222"/>
- </g>
- <g id="LineCollection_14">
- <path clip-path="url(#pba86f9f0ea)" d="M 77.661087 107.345636
- L 79.473867 107.345636
- L 79.836423 107.708192
- L 80.198979 107.708192
- L 80.561534 108.070748
- L 84.54965 108.070748
- L 85.274762 108.79586
- L 85.637317 108.79586
- L 85.999873 109.158416
- L 86.362429 109.158416
- L 86.724985 109.520972
- L 87.450097 109.520972
- L 88.900321 110.971195
- L 89.262877 110.971195
- L 89.987989 111.696307
- L 90.350545 111.696307
- L 91.61949 112.965253
- L 91.61949 113.327809
- L 92.344602 114.052921
- L 92.344602 114.415477
- L 92.707158 114.778033
- L 92.707158 115.140588
- L 93.069714 115.503144
- L 93.069714 116.228256
- L 93.43227 116.590812
- L 93.43227 117.315924
- L 93.794826 117.67848
- L 93.794826 119.853815
- L 94.157382 120.216371
- L 94.157382 123.116819
- L 93.794826 123.479375
- L 93.794826 123.841931
- L 93.43227 124.204487
- L 93.43227 124.567043
- L 93.069714 124.929598
- L 93.069714 125.292154
- L 91.982046 126.379822
- L 91.982046 126.742378
- L 91.256934 127.46749
- L 91.256934 128.555158
- L 90.894378 128.917714
- L 90.894378 129.28027
- L 90.531823 129.642826
- L 90.531823 131.455605
- L 89.987989 131.999439
- L 89.262877 131.999439
- L 88.900321 132.361995
- L 85.637317 132.361995
- L 85.274762 131.999439
- L 78.023643 131.999439
- L 77.661087 132.361995
- L 77.298531 131.999439
- L 76.573419 132.724551
- L 75.848307 132.724551
- L 75.485751 132.361995
- L 74.76064 132.361995
- L 74.398084 131.999439
- L 73.310416 131.999439
- L 72.94786 132.361995
- L 71.13508 132.361995
- L 70.409968 131.636883
- L 70.047413 131.636883
- L 69.866135 131.455605
- L 69.866135 129.642826
- L 68.778467 128.555158
- L 68.778467 128.192602
- L 68.415911 127.830046
- L 68.415911 127.46749
- L 68.053355 127.104934
- L 68.053355 126.742378
- L 67.690799 126.379822
- L 67.690799 126.017266
- L 67.328243 125.65471
- L 67.328243 125.292154
- L 66.603131 124.567043
- L 66.603131 123.479375
- L 66.965687 123.116819
- L 66.965687 117.315924
- L 67.328243 116.953368
- L 67.328243 115.140588
- L 67.690799 114.778033
- L 67.690799 114.415477
- L 70.409968 111.696307
- L 70.772524 111.696307
- L 71.13508 111.333751
- L 71.497636 111.333751
- L 72.94786 109.883527
- L 73.310416 109.883527
- L 74.035528 109.158416
- L 74.398084 109.158416
- L 75.123196 108.433304
- L 75.848307 108.433304
- L 76.210863 108.070748
- L 76.573419 108.070748
- L 76.935975 107.708192
- L 77.298531 107.708192
- L 77.661087 107.345636
- L 77.661087 107.345636
- " style="fill:none;stroke:#000000;stroke-width:0.5;"/>
- </g>
- </g>
- <g id="axes_23">
- <g clip-path="url(#p0d60ff8d87)">
- <image height="39.6" id="image17fa1bc24f" 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(#p0d60ff8d87)" d="M 121.643883 102.632409
- L 123.456662 102.632409
- L 123.819218 102.994965
- L 127.444778 102.994965
- L 127.807334 103.357521
- L 128.169889 103.357521
- L 128.532445 103.720077
- L 128.895001 103.720077
- L 129.620113 104.445189
- L 129.982669 104.445189
- L 130.345225 104.807744
- L 130.707781 104.807744
- L 131.976727 106.07669
- L 131.976727 106.439246
- L 133.064394 107.526914
- L 133.064394 107.88947
- L 133.42695 108.252026
- L 133.42695 108.614582
- L 133.789506 108.977138
- L 133.789506 109.339694
- L 134.152062 109.70225
- L 134.152062 110.064805
- L 134.514618 110.427361
- L 134.514618 110.789917
- L 134.877174 111.152473
- L 134.877174 111.515029
- L 135.23973 111.877585
- L 135.23973 112.240141
- L 135.602286 112.602697
- L 135.602286 113.327809
- L 135.964842 113.690365
- L 135.964842 114.415477
- L 136.327398 114.778033
- L 136.327398 116.590812
- L 136.689954 116.953368
- L 136.689954 117.67848
- L 137.05251 118.041036
- L 137.05251 119.853815
- L 137.415066 120.216371
- L 137.415066 123.841931
- L 137.05251 124.204487
- L 137.05251 125.292154
- L 136.689954 125.65471
- L 136.689954 126.379822
- L 136.327398 126.742378
- L 136.327398 127.46749
- L 135.964842 127.830046
- L 135.964842 128.192602
- L 135.602286 128.555158
- L 135.602286 128.917714
- L 135.23973 129.28027
- L 135.23973 129.642826
- L 134.877174 130.005381
- L 134.877174 130.367937
- L 133.789506 131.455605
- L 133.789506 131.818161
- L 132.339283 133.268385
- L 132.339283 133.630941
- L 130.707781 135.262442
- L 130.345225 135.262442
- L 129.620113 135.987554
- L 129.257557 135.987554
- L 128.532445 136.712666
- L 128.169889 136.712666
- L 127.807334 137.075222
- L 127.082222 137.075222
- L 126.719666 137.437778
- L 125.269442 137.437778
- L 124.906886 137.075222
- L 122.368995 137.075222
- L 122.006439 137.437778
- L 120.918771 137.437778
- L 120.556215 137.075222
- L 119.468547 137.075222
- L 119.105991 136.712666
- L 118.743435 136.712666
- L 118.380879 136.35011
- L 118.018323 136.35011
- L 117.655768 135.987554
- L 117.293212 135.987554
- L 116.205544 134.899887
- L 115.842988 134.899887
- L 114.030208 133.087107
- L 113.667652 133.087107
- L 113.486374 132.905829
- L 113.486374 132.543273
- L 112.761262 131.818161
- L 112.761262 131.455605
- L 112.036151 130.730493
- L 112.036151 130.367937
- L 111.311039 129.642826
- L 111.311039 129.28027
- L 110.948483 128.917714
- L 110.948483 128.555158
- L 110.585927 128.192602
- L 110.585927 126.017266
- L 110.223371 125.65471
- L 110.223371 124.204487
- L 109.860815 123.841931
- L 109.860815 122.391707
- L 110.223371 122.029151
- L 110.223371 117.67848
- L 110.585927 117.315924
- L 110.585927 116.228256
- L 110.948483 115.8657
- L 110.948483 113.690365
- L 111.311039 113.327809
- L 111.311039 112.965253
- L 111.673595 112.602697
- L 111.673595 112.240141
- L 112.036151 111.877585
- L 112.036151 111.515029
- L 112.398707 111.152473
- L 112.398707 110.789917
- L 112.761262 110.427361
- L 112.761262 110.064805
- L 113.123818 109.70225
- L 113.123818 108.977138
- L 113.486374 108.614582
- L 113.486374 108.252026
- L 114.574042 107.164358
- L 114.574042 106.801802
- L 115.66171 105.714134
- L 115.66171 105.351578
- L 116.5681 104.445189
- L 116.930656 104.445189
- L 117.293212 104.082633
- L 117.655768 104.082633
- L 118.018323 103.720077
- L 118.380879 103.720077
- L 118.743435 103.357521
- L 119.468547 103.357521
- L 119.831103 102.994965
- L 121.281327 102.994965
- L 121.643883 102.632409
- L 121.643883 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:#008000;" 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:#008000;" 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:#008000;" 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(#p5afa2bef44)" d="M 150.218051 105.46991
- L 150.985321 105.010505
- L 151.75259 105.815075
- L 153.28713 105.017931
- L 154.054399 104.767231
- L 154.821669 105.011473
- L 155.588938 106.288014
- L 156.356208 105.247409
- L 157.123477 106.000223
- L 157.890747 105.179792
- L 158.658016 105.668528
- L 160.192555 104.800136
- L 160.959825 105.858595
- L 161.727094 103.732701
- L 162.494364 106.55157
- L 163.261633 104.723778
- L 164.028903 105.127038
- L 164.796172 104.100131
- L 165.563442 104.667909
- L 166.330711 104.578384
- L 167.097981 106.08827
- L 167.86525 105.73498
- L 168.63252 104.623591
- L 169.39979 106.031121
- L 170.934329 104.865511
- L 171.701598 104.974254
- L 172.468868 105.67473
- L 173.236137 104.640381
- L 174.003407 106.533575
- L 174.770676 104.884488
- L 175.537946 106.047644
- L 176.305215 104.921446
- L 177.072485 105.867976
- L 177.839754 104.933283
- L 178.607024 105.085797
- L 179.374293 106.820046
- L 180.141563 105.839321
- L 180.908832 105.8034
- L 181.676102 105.400852
- L 182.443371 104.159754
- L 183.210641 105.166891
- L 183.97791 104.55541
- L 184.74518 104.439989
- L 185.512449 105.00332
- L 186.279719 105.416574
- L 187.046989 104.872857
- L 187.814258 105.688038
- L 188.581528 105.33976
- L 189.348797 105.744871
- L 190.116067 105.034034
- L 190.883336 105.667432
- L 191.650606 105.281775
- L 192.417875 105.72833
- L 193.185145 104.762629
- L 194.719684 105.331526
- L 195.486953 105.164451
- L 196.254223 105.880821
- L 197.021492 105.55229
- L 197.788762 103.955377
- L 198.556031 104.841584
- L 199.323301 104.367586
- L 200.09057 104.159951
- L 200.85784 105.494779
- L 201.625109 104.749465
- L 202.392379 105.23007
- L 203.926918 104.043283
- L 204.694188 104.637617
- L 205.461457 103.798804
- L 206.228727 104.450493
- L 206.995996 103.490259
- L 207.763266 104.127991
- L 208.530535 103.376197
- L 209.297805 105.353889
- L 210.065074 103.940168
- L 210.832344 103.935374
- L 211.599613 105.075651
- L 212.366883 104.054189
- L 213.134152 104.574099
- L 213.901422 105.329027
- L 214.668691 105.004545
- L 215.435961 105.751439
- L 216.20323 105.221515
- L 216.9705 105.540133
- L 217.737769 105.372885
- L 218.505039 105.63879
- L 219.272309 105.464544
- L 220.039578 105.528639
- L 220.806848 105.394903
- L 221.574117 105.628894
- L 222.341387 105.355392
- L 223.108656 105.779672
- L 223.875926 105.163747
- L 224.643195 105.755922
- L 225.410465 104.721699
- L 226.177734 101.515413
- L 226.945004 103.868513
- L 227.712273 103.379761
- L 228.479543 103.588004
- L 229.246812 104.253588
- L 230.014082 103.036448
- L 230.781351 104.081739
- L 231.548621 104.183313
- L 232.31589 104.085156
- L 233.08316 104.713801
- L 233.850429 104.589492
- L 234.617699 104.882
- L 235.384968 105.333984
- L 236.152238 104.946708
- L 236.919508 105.084273
- L 237.686777 105.362233
- L 238.454047 105.119292
- L 239.221316 106.403907
- L 239.988586 105.225999
- L 240.755855 105.763348
- L 242.290394 105.467028
- L 243.057664 106.076799
- L 243.824933 105.847787
- L 244.592203 105.146432
- L 245.359472 105.893843
- L 246.126742 106.277584
- L 246.894011 107.848057
- L 247.661281 106.445505
- L 248.42855 106.889116
- L 249.19582 107.64456
- L 249.963089 107.091317
- L 250.730359 107.19268
- L 251.497628 107.607617
- L 252.264898 107.141631
- L 253.799437 107.405219
- L 254.566707 109.695144
- L 255.333976 107.775925
- L 256.101246 109.056226
- L 256.868515 107.443625
- L 257.635785 108.442001
- L 258.403054 107.6972
- L 259.170324 107.71137
- L 259.937593 109.882912
- L 260.704863 108.095478
- L 261.472132 110.318113
- L 262.239402 111.76483
- L 263.006671 111.518834
- L 263.773941 109.928208
- L 264.54121 109.384747
- L 265.30848 112.94627
- L 266.075749 111.363114
- L 266.843019 111.511172
- L 267.610288 113.477962
- L 268.377558 112.32318
- L 269.144827 110.59011
- L 269.912097 111.415262
- L 270.679367 113.761274
- L 271.446636 110.534769
- L 272.213906 115.137271
- L 272.981175 111.649745
- L 273.748445 111.836422
- L 274.515714 111.15145
- L 275.282984 113.295667
- L 276.050253 111.492929
- L 276.817523 114.407636
- L 277.584792 116.615226
- L 278.352062 114.726605
- L 279.886601 115.135149
- L 280.65387 115.670094
- L 281.42114 112.70191
- L 281.42114 112.70191
- " style="fill:none;stroke:#008000;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:#008000;" 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:#008000;" 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:#008000;" 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:#008000;" 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(#p1ec6a19657)" d="M 150.218051 125.983974
- L 151.770644 133.866175
- L 153.323236 137.432073
- L 154.875829 138.716457
- L 156.428421 138.760812
- L 157.981014 139.509612
- L 159.533606 139.354528
- L 161.086199 139.582707
- L 162.638791 139.111476
- L 164.191383 139.436228
- L 165.743976 139.517859
- L 167.296568 139.360187
- L 168.849161 139.579481
- L 170.401753 139.551482
- L 171.954346 139.651765
- L 173.506938 139.50594
- L 175.059531 139.545876
- L 176.612123 139.702166
- L 178.164715 139.642799
- L 179.717308 139.635345
- L 181.2699 139.625062
- L 182.822493 139.699443
- L 184.375085 139.70157
- L 185.927678 139.658158
- L 187.48027 139.708338
- L 189.032863 139.701759
- L 190.585455 139.704617
- L 192.138047 139.62709
- L 193.69064 139.700614
- L 195.243232 139.63451
- L 196.795825 139.689154
- L 198.348417 139.702812
- L 199.90101 139.697976
- L 201.453602 139.70418
- L 203.006195 139.640429
- L 204.558787 139.669562
- L 206.11138 139.680169
- L 207.663972 139.677148
- L 209.216564 139.700806
- L 210.769157 139.68615
- L 212.321749 139.709057
- L 213.874342 139.636206
- L 215.426934 139.663418
- L 216.979527 139.686085
- L 218.532119 139.691237
- L 220.084712 139.70428
- L 221.637304 139.710465
- L 223.189896 139.705522
- L 224.742489 139.672728
- L 226.295081 139.618844
- L 227.847674 139.684093
- L 229.400266 139.655764
- L 230.952859 139.705494
- L 232.505451 139.682871
- L 234.058044 139.673246
- L 235.610636 139.70422
- L 237.163228 139.699474
- L 238.715821 139.660558
- L 240.268413 139.665475
- L 241.821006 139.695249
- L 243.373598 139.66388
- L 244.926191 139.702308
- L 246.478783 139.704333
- L 248.031376 139.68487
- L 249.583968 139.705968
- L 251.13656 139.671781
- L 252.689153 139.708024
- L 254.241745 139.690126
- L 255.794338 139.655875
- L 257.34693 139.680493
- L 258.899523 139.702684
- L 260.452115 139.659676
- L 262.004708 139.679737
- L 263.5573 139.667848
- L 265.109892 139.701935
- L 266.662485 139.638703
- L 268.215077 139.666239
- L 269.76767 139.654236
- L 271.320262 139.683132
- L 272.872855 139.711077
- L 274.425447 139.710048
- L 275.97804 139.66485
- L 277.530632 139.662556
- L 279.083224 139.675461
- L 280.635817 139.693015
- L 282.188409 139.687526
- " style="fill:none;stroke:#008000;stroke-linecap:round;"/>
- </g>
- </g>
- <g id="axes_26">
- <g clip-path="url(#p1b3298130f)">
- <image height="27.6" id="imagee82a31ccdc" 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(#p1b3298130f)" d="M 320.155938 109.53095
- L 321.366676 109.53095
- L 321.66936 109.833634
- L 321.972044 109.833634
- L 322.274728 110.136319
- L 323.182781 110.136319
- L 323.485466 110.439003
- L 324.393519 110.439003
- L 324.696203 110.741687
- L 324.998887 110.741687
- L 325.301572 111.044372
- L 325.604256 111.044372
- L 325.90694 111.347056
- L 326.209624 111.347056
- L 326.512309 111.64974
- L 327.117677 111.64974
- L 327.420362 111.952425
- L 327.723046 111.952425
- L 328.631099 112.860478
- L 328.933783 112.860478
- L 331.203916 115.13061
- L 331.203916 115.433294
- L 331.809284 116.038663
- L 331.809284 116.341347
- L 332.414653 116.946716
- L 332.414653 117.2494
- L 333.020021 117.854769
- L 333.020021 118.460137
- L 333.322706 118.762822
- L 333.322706 119.065506
- L 333.62539 119.36819
- L 333.62539 119.670874
- L 333.928074 119.973559
- L 333.928074 120.578927
- L 334.230759 120.881612
- L 334.230759 121.789665
- L 333.928074 122.092349
- L 333.928074 122.697718
- L 331.809284 124.816508
- L 331.809284 125.119192
- L 331.355258 125.573218
- L 331.052573 125.573218
- L 330.447205 126.178587
- L 328.933783 126.178587
- L 328.631099 126.481271
- L 328.328415 126.481271
- L 328.02573 126.783956
- L 326.814993 126.783956
- L 326.663651 126.935298
- L 326.663651 127.237982
- L 326.360967 127.540666
- L 326.360967 128.146035
- L 326.058282 128.448719
- L 326.058282 128.751404
- L 324.393519 130.416167
- L 322.577413 130.416167
- L 322.274728 130.718852
- L 320.761307 130.718852
- L 320.458623 130.416167
- L 319.853254 130.416167
- L 319.55057 130.113483
- L 319.247885 130.416167
- L 318.945201 130.113483
- L 314.707621 130.113483
- L 314.404936 130.416167
- L 312.588831 130.416167
- L 312.286146 130.113483
- L 309.561988 130.113483
- L 309.259303 129.810799
- L 307.140513 129.810799
- L 306.989171 129.659457
- L 307.291855 129.356772
- L 307.291855 127.843351
- L 306.989171 127.540666
- L 306.989171 126.935298
- L 306.383802 126.329929
- L 306.383802 126.027245
- L 306.081118 125.724561
- L 306.081118 125.421876
- L 305.778434 125.119192
- L 305.778434 124.816508
- L 305.475749 124.513823
- L 305.475749 124.211139
- L 305.173065 123.908455
- L 305.173065 121.789665
- L 305.475749 121.48698
- L 305.475749 120.881612
- L 305.778434 120.578927
- L 305.778434 120.276243
- L 306.081118 119.973559
- L 306.081118 119.670874
- L 306.686487 119.065506
- L 306.686487 118.762822
- L 306.989171 118.460137
- L 306.989171 117.854769
- L 307.291855 117.552084
- L 307.291855 117.2494
- L 307.59454 116.946716
- L 307.59454 116.644031
- L 307.897224 116.341347
- L 307.897224 116.038663
- L 308.199908 115.735978
- L 308.199908 115.433294
- L 308.502592 115.13061
- L 308.502592 114.827926
- L 310.772725 112.557793
- L 311.075409 112.557793
- L 311.680778 111.952425
- L 311.983462 111.952425
- L 312.286146 111.64974
- L 312.588831 111.64974
- L 312.891515 111.347056
- L 313.194199 111.347056
- L 313.496884 111.044372
- L 313.799568 111.044372
- L 314.404936 110.439003
- L 314.707621 110.439003
- L 315.010305 110.136319
- L 319.247885 110.136319
- L 319.55057 109.833634
- L 319.853254 109.833634
- L 320.155938 109.53095
- L 320.155938 109.53095
- " style="fill:none;stroke:#000000;stroke-width:0.5;"/>
- </g>
- <g id="text_41">
- <!-- C6: Tot. var. expl. 4.4% -->
- <defs>
- <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"/>
- </defs>
- <g style="fill:#008000;" 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-3a"/>
- <use x="167.138672" xlink:href="#DejaVuSans-20"/>
- <use x="198.925781" xlink:href="#DejaVuSans-54"/>
- <use x="259.744141" xlink:href="#DejaVuSans-6f"/>
- <use x="320.925781" xlink:href="#DejaVuSans-74"/>
- <use x="360.134766" xlink:href="#DejaVuSans-2e"/>
- <use x="391.921875" xlink:href="#DejaVuSans-20"/>
- <use x="423.708984" xlink:href="#DejaVuSans-76"/>
- <use x="482.888672" xlink:href="#DejaVuSans-61"/>
- <use x="544.167969" xlink:href="#DejaVuSans-72"/>
- <use x="585.140625" xlink:href="#DejaVuSans-2e"/>
- <use x="616.927734" xlink:href="#DejaVuSans-20"/>
- <use x="648.714844" xlink:href="#DejaVuSans-65"/>
- <use x="710.222656" xlink:href="#DejaVuSans-78"/>
- <use x="769.402344" xlink:href="#DejaVuSans-70"/>
- <use x="832.878906" xlink:href="#DejaVuSans-6c"/>
- <use x="860.662109" xlink:href="#DejaVuSans-2e"/>
- <use x="892.449219" xlink:href="#DejaVuSans-20"/>
- <use x="924.236328" xlink:href="#DejaVuSans-34"/>
- <use x="987.859375" xlink:href="#DejaVuSans-2e"/>
- <use x="1019.646484" xlink:href="#DejaVuSans-34"/>
- <use x="1083.269531" xlink:href="#DejaVuSans-25"/>
- </g>
- </g>
- </g>
- <g id="axes_27">
- <g clip-path="url(#p82f3e02ce9)">
- <image height="33.12" id="image76bc44c1fb" 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(#p82f3e02ce9)" d="M 359.967678 107.345636
- L 361.780457 107.345636
- L 362.143013 107.708192
- L 362.505569 107.708192
- L 362.868125 108.070748
- L 366.85624 108.070748
- L 367.581352 108.79586
- L 367.943908 108.79586
- L 368.306464 109.158416
- L 368.66902 109.158416
- L 369.031576 109.520972
- L 369.756688 109.520972
- L 371.206911 110.971195
- L 371.569467 110.971195
- L 372.294579 111.696307
- L 372.657135 111.696307
- L 373.926081 112.965253
- L 373.926081 113.327809
- L 374.651193 114.052921
- L 374.651193 114.415477
- L 375.013749 114.778033
- L 375.013749 115.140588
- L 375.376305 115.503144
- L 375.376305 116.228256
- L 375.738861 116.590812
- L 375.738861 117.315924
- L 376.101417 117.67848
- L 376.101417 119.853815
- L 376.463972 120.216371
- L 376.463972 123.116819
- L 376.101417 123.479375
- L 376.101417 123.841931
- L 375.738861 124.204487
- L 375.738861 124.567043
- L 375.376305 124.929598
- L 375.376305 125.292154
- L 374.288637 126.379822
- L 374.288637 126.742378
- L 373.563525 127.46749
- L 373.563525 128.555158
- L 373.200969 128.917714
- L 373.200969 129.28027
- L 372.838413 129.642826
- L 372.838413 131.455605
- L 372.294579 131.999439
- L 371.569467 131.999439
- L 371.206911 132.361995
- L 367.943908 132.361995
- L 367.581352 131.999439
- L 360.330234 131.999439
- L 359.967678 132.361995
- L 359.605122 131.999439
- L 358.88001 132.724551
- L 358.154898 132.724551
- L 357.792342 132.361995
- L 357.06723 132.361995
- L 356.704674 131.999439
- L 355.617007 131.999439
- L 355.254451 132.361995
- L 353.441671 132.361995
- L 352.716559 131.636883
- L 352.354003 131.636883
- L 352.172725 131.455605
- L 352.172725 129.642826
- L 351.085057 128.555158
- L 351.085057 128.192602
- L 350.722502 127.830046
- L 350.722502 127.46749
- L 350.359946 127.104934
- L 350.359946 126.742378
- L 349.99739 126.379822
- L 349.99739 126.017266
- L 349.634834 125.65471
- L 349.634834 125.292154
- L 348.909722 124.567043
- L 348.909722 123.479375
- L 349.272278 123.116819
- L 349.272278 117.315924
- L 349.634834 116.953368
- L 349.634834 115.140588
- L 349.99739 114.778033
- L 349.99739 114.415477
- L 352.716559 111.696307
- L 353.079115 111.696307
- L 353.441671 111.333751
- L 353.804227 111.333751
- L 355.254451 109.883527
- L 355.617007 109.883527
- L 356.342118 109.158416
- L 356.704674 109.158416
- L 357.429786 108.433304
- L 358.154898 108.433304
- L 358.517454 108.070748
- L 358.88001 108.070748
- L 359.242566 107.708192
- L 359.605122 107.708192
- L 359.967678 107.345636
- L 359.967678 107.345636
- " style="fill:none;stroke:#000000;stroke-width:0.5;"/>
- </g>
- </g>
- <g id="axes_28">
- <g clip-path="url(#pedc70030d7)">
- <image height="39.6" id="imagef7402a876d" 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(#pedc70030d7)" d="M 403.950473 102.632409
- L 405.763253 102.632409
- L 406.125809 102.994965
- L 409.751368 102.994965
- L 410.113924 103.357521
- L 410.47648 103.357521
- L 410.839036 103.720077
- L 411.201592 103.720077
- L 411.926704 104.445189
- L 412.28926 104.445189
- L 412.651816 104.807744
- L 413.014372 104.807744
- L 414.283317 106.07669
- L 414.283317 106.439246
- L 415.370985 107.526914
- L 415.370985 107.88947
- L 415.733541 108.252026
- L 415.733541 108.614582
- L 416.096097 108.977138
- L 416.096097 109.339694
- L 416.458653 109.70225
- L 416.458653 110.064805
- L 416.821209 110.427361
- L 416.821209 110.789917
- L 417.183765 111.152473
- L 417.183765 111.515029
- L 417.546321 111.877585
- L 417.546321 112.240141
- L 417.908877 112.602697
- L 417.908877 113.327809
- L 418.271433 113.690365
- L 418.271433 114.415477
- L 418.633988 114.778033
- L 418.633988 116.590812
- L 418.996544 116.953368
- L 418.996544 117.67848
- L 419.3591 118.041036
- L 419.3591 119.853815
- L 419.721656 120.216371
- L 419.721656 123.841931
- L 419.3591 124.204487
- L 419.3591 125.292154
- L 418.996544 125.65471
- L 418.996544 126.379822
- L 418.633988 126.742378
- L 418.633988 127.46749
- L 418.271433 127.830046
- L 418.271433 128.192602
- L 417.908877 128.555158
- L 417.908877 128.917714
- L 417.546321 129.28027
- L 417.546321 129.642826
- L 417.183765 130.005381
- L 417.183765 130.367937
- L 416.096097 131.455605
- L 416.096097 131.818161
- L 414.645873 133.268385
- L 414.645873 133.630941
- L 413.014372 135.262442
- L 412.651816 135.262442
- L 411.926704 135.987554
- L 411.564148 135.987554
- L 410.839036 136.712666
- L 410.47648 136.712666
- L 410.113924 137.075222
- L 409.388812 137.075222
- L 409.026256 137.437778
- L 407.576033 137.437778
- L 407.213477 137.075222
- L 404.675585 137.075222
- L 404.313029 137.437778
- L 403.225362 137.437778
- L 402.862806 137.075222
- L 401.775138 137.075222
- L 401.412582 136.712666
- L 401.050026 136.712666
- L 400.68747 136.35011
- L 400.324914 136.35011
- L 399.962358 135.987554
- L 399.599802 135.987554
- L 398.512134 134.899887
- L 398.149579 134.899887
- L 396.336799 133.087107
- L 395.974243 133.087107
- L 395.792965 132.905829
- L 395.792965 132.543273
- L 395.067853 131.818161
- L 395.067853 131.455605
- L 394.342741 130.730493
- L 394.342741 130.367937
- L 393.617629 129.642826
- L 393.617629 129.28027
- L 393.255073 128.917714
- L 393.255073 128.555158
- L 392.892518 128.192602
- L 392.892518 126.017266
- L 392.529962 125.65471
- L 392.529962 124.204487
- L 392.167406 123.841931
- L 392.167406 122.391707
- L 392.529962 122.029151
- L 392.529962 117.67848
- L 392.892518 117.315924
- L 392.892518 116.228256
- L 393.255073 115.8657
- L 393.255073 113.690365
- L 393.617629 113.327809
- L 393.617629 112.965253
- L 393.980185 112.602697
- L 393.980185 112.240141
- L 394.342741 111.877585
- L 394.342741 111.515029
- L 394.705297 111.152473
- L 394.705297 110.789917
- L 395.067853 110.427361
- L 395.067853 110.064805
- L 395.430409 109.70225
- L 395.430409 108.977138
- L 395.792965 108.614582
- L 395.792965 108.252026
- L 396.880633 107.164358
- L 396.880633 106.801802
- L 397.968301 105.714134
- L 397.968301 105.351578
- L 398.87469 104.445189
- L 399.237246 104.445189
- L 399.599802 104.082633
- L 399.962358 104.082633
- L 400.324914 103.720077
- L 400.68747 103.720077
- L 401.050026 103.357521
- L 401.775138 103.357521
- L 402.137694 102.994965
- L 403.587917 102.994965
- L 403.950473 102.632409
- L 403.950473 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:#008000;" 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:#008000;" 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:#008000;" 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(#pb98fa5eda3)" d="M 432.524642 104.902761
- L 433.291912 104.196651
- L 434.059181 104.734533
- L 434.826451 104.161866
- L 435.59372 103.881066
- L 436.36099 103.135647
- L 437.128259 104.006713
- L 437.895529 103.281594
- L 438.662798 103.864712
- L 439.430068 102.861382
- L 440.197337 103.321282
- L 440.964607 103.522791
- L 441.731876 103.422545
- L 442.499146 103.447606
- L 443.266415 103.210615
- L 444.033685 102.720778
- L 444.800954 103.777936
- L 445.568224 103.035735
- L 446.335493 103.640807
- L 447.102763 101.515413
- L 447.870033 103.296613
- L 448.637302 102.60371
- L 449.404572 103.918348
- L 450.171841 101.987429
- L 450.939111 104.15757
- L 451.70638 103.075852
- L 452.47365 103.888581
- L 453.240919 107.945018
- L 454.008189 107.706959
- L 454.775458 107.259941
- L 455.542728 106.461793
- L 456.309997 104.035873
- L 457.077267 104.376645
- L 457.844536 103.317563
- L 458.611806 104.11499
- L 459.379075 103.594208
- L 460.146345 104.083624
- L 460.913614 103.675448
- L 461.680884 103.643244
- L 462.448153 103.36319
- L 463.215423 104.237001
- L 463.982693 102.899801
- L 464.749962 103.744904
- L 465.517232 103.22085
- L 466.284501 103.773999
- L 467.051771 103.283129
- L 467.81904 103.811234
- L 468.58631 102.840385
- L 469.353579 104.397634
- L 470.120849 103.293271
- L 470.888118 104.251463
- L 471.655388 104.119845
- L 472.422657 103.662482
- L 473.957196 103.849803
- L 474.724466 103.503845
- L 475.491735 103.919724
- L 476.259005 103.572735
- L 477.026274 103.811906
- L 478.560813 103.710361
- L 479.328083 103.855724
- L 480.095352 104.244719
- L 480.862622 104.040994
- L 481.629892 104.69132
- L 482.397161 104.897578
- L 483.164431 104.957
- L 483.9317 104.063338
- L 484.69897 104.890183
- L 485.466239 104.594504
- L 487.000778 104.599665
- L 487.768048 104.447037
- L 488.535317 105.340236
- L 489.302587 104.344574
- L 491.604395 104.223359
- L 492.371665 104.440552
- L 493.138934 105.12893
- L 493.906204 104.9735
- L 494.673473 104.643974
- L 495.440743 104.658036
- L 496.208012 104.928468
- L 496.975282 105.383077
- L 497.742552 104.855732
- L 498.509821 106.427502
- L 499.277091 106.329057
- L 500.04436 105.051667
- L 500.81163 106.169922
- L 501.578899 105.539228
- L 502.346169 106.713615
- L 503.113438 105.698528
- L 503.880708 106.909348
- L 504.647977 104.838808
- L 505.415247 104.63071
- L 506.182516 104.76123
- L 506.949786 105.931062
- L 507.717055 107.953791
- L 508.484325 102.198653
- L 509.251594 103.269545
- L 510.018864 102.463952
- L 510.786133 103.82891
- L 511.553403 103.371208
- L 512.320672 104.625251
- L 513.087942 104.015989
- L 513.855211 105.339833
- L 514.622481 107.113797
- L 515.389751 105.313479
- L 516.15702 104.901547
- L 516.92429 105.552799
- L 517.691559 105.129013
- L 518.458829 106.737302
- L 519.226098 105.402877
- L 519.993368 110.769722
- L 520.760637 109.291026
- L 521.527907 104.438641
- L 522.295176 106.507215
- L 523.062446 106.878091
- L 523.829715 108.284406
- L 524.596985 110.820349
- L 525.364254 107.890409
- L 526.131524 107.111719
- L 526.898793 110.780543
- L 527.666063 104.319323
- L 528.433332 106.346767
- L 529.200602 105.963221
- L 529.967871 108.380245
- L 530.735141 104.856483
- L 531.502411 106.669671
- L 532.26968 106.215178
- L 533.03695 106.98115
- L 533.804219 106.843864
- L 536.106028 113.50183
- L 536.873297 111.340232
- L 537.640567 110.538828
- L 538.407836 108.609865
- L 539.175106 111.257879
- L 539.942375 108.640367
- L 540.709645 112.486007
- L 541.476914 109.333415
- L 542.244184 114.807783
- L 543.011453 112.56114
- L 543.778723 105.347316
- L 544.545992 107.609698
- L 545.313262 107.638238
- L 546.080531 108.450708
- L 546.847801 106.364645
- L 547.61507 107.082057
- L 548.38234 108.140626
- L 549.14961 106.660191
- L 549.916879 108.776583
- L 550.684149 107.874702
- L 551.451418 109.332764
- L 552.218688 106.600494
- L 552.985957 114.415709
- L 553.753227 113.56046
- L 554.520496 108.83784
- L 555.287766 116.615226
- L 556.055035 112.072591
- L 556.822305 114.629993
- L 557.589574 115.761431
- L 558.356844 114.620219
- L 559.124113 108.183902
- L 559.891383 110.337672
- L 560.658652 111.915138
- L 561.425922 111.83784
- L 562.193191 112.905749
- L 562.960461 113.280547
- L 563.72773 111.522626
- L 563.72773 111.522626
- " style="fill:none;stroke:#008000;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:#008000;" 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:#008000;" 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:#008000;" 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:#008000;" 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(#pbce42f6dab)" d="M 432.524642 125.983974
- L 434.077235 136.16439
- L 435.629827 138.951718
- L 437.182419 137.77319
- L 438.735012 138.306466
- L 440.287604 138.359974
- L 441.840197 138.074471
- L 443.392789 138.780694
- L 444.945382 139.457512
- L 446.497974 139.68779
- L 448.050567 139.515474
- L 449.603159 139.686994
- L 451.155751 139.496962
- L 452.708344 139.650901
- L 454.260936 139.612679
- L 455.813529 139.624067
- L 457.366121 139.642688
- L 458.918714 139.396525
- L 460.471306 139.476527
- L 462.023899 139.644101
- L 463.576491 139.55476
- L 465.129083 139.54332
- L 466.681676 139.623553
- L 468.234268 139.226341
- L 469.786861 139.491285
- L 471.339453 139.633115
- L 472.892046 139.643556
- L 474.444638 139.599743
- L 475.997231 139.651853
- L 477.549823 139.65864
- L 479.102415 139.607108
- L 480.655008 139.610385
- L 482.2076 139.681859
- L 483.760193 139.619692
- L 485.312785 139.690696
- L 486.865378 139.70043
- L 488.41797 139.611262
- L 489.970563 139.671523
- L 491.523155 139.691045
- L 493.075747 139.625199
- L 494.62834 139.64445
- L 496.180932 139.53437
- L 497.733525 139.580077
- L 499.286117 139.678792
- L 500.83871 139.706869
- L 502.391302 139.704986
- L 503.943895 139.686637
- L 505.496487 139.695758
- L 507.049079 139.563024
- L 508.601672 139.653309
- L 510.154264 139.551432
- L 511.706857 139.474168
- L 513.259449 139.614547
- L 514.812042 139.670927
- L 516.364634 139.621792
- L 517.917227 139.64167
- L 519.469819 139.695922
- L 521.022412 139.6985
- L 522.575004 139.650326
- L 524.127596 139.603415
- L 525.680189 139.551366
- L 527.232781 139.699168
- L 528.785374 139.591199
- L 530.337966 139.625841
- L 531.890559 139.615088
- L 533.443151 139.677632
- L 534.995744 139.679456
- L 536.548336 139.700256
- L 538.100928 139.700735
- L 539.653521 139.710758
- L 541.206113 139.639906
- L 542.758706 139.635046
- L 544.311298 139.641528
- L 545.863891 139.566388
- L 547.416483 139.316299
- L 548.969076 139.618364
- L 550.521668 139.705577
- L 552.07426 139.692229
- L 553.626853 139.691848
- L 555.179445 139.671854
- L 556.732038 139.711077
- L 558.28463 139.655483
- L 559.837223 139.594041
- L 561.389815 139.633043
- L 562.942408 139.569511
- L 564.495 139.705653
- " style="fill:none;stroke:#008000;stroke-linecap:round;"/>
- </g>
- </g>
- <g id="axes_31">
- <g clip-path="url(#p00c418a3e4)">
- <image height="27.6" id="image562b8227fe" transform="scale(1 -1)translate(0 -27.6)" width="33.12" x="20.445" xlink:href="data:image/png;base64,
- iVBORw0KGgoAAAANSUhEUgAAAIoAAABzCAYAAABHGpq1AAAABHNCSVQICAgIfAhkiAAAIABJREFUeJztnX9oXFd2xz9TbGlIhDXZxtawDtGUei2RiJWhqp0WsS6o6/wxrLdUGy9UxfuHWC+tQIUViFJR/WHQH1VRoYKhREXQNeiPqFXpuqglTvSHg7qNUkGtoA2217BScIrkpOuRSZaRHKr+ce6599w30mZsy7/COyCe5r777rvv3XPP+Z4f977M9vbdbVJK6Qvo1x53B1J6OihllJRqopRRUqqJUkZJqSZKGSWlmihllJRqopRRUqqJUkZJqSZKGSWlmihllJRqopRRUqqJUkZJqSZKGSWlmihllJRqon2PuwNPF/0QyLr/290x744nH313HiFlno58lDfgr/8YvmeKVoBjwE+A37u7Z3f63M2dfXwO/AiYwDPH9juQOQBU4NMtKWs4CvQDZdfChqtfD6y7srMIQylTPX2Uqp6UaqLHIFF+C1jDz8B/2YI/B1bgw00pehbIAR+4K1aAbx0H7sL//reU/fpXgJfg9fmgBHJA61eAg8BHrvAY8Ayh0m8D+93/WvYb3wCG+YQu38vnOQsswNZ1cMKDZ4GPpR++jWeAhgNAwRU0IZIj654ToBVRTS2m3tNFe4dRfrofPgPedr/fBi7Du/8n46ZFbwNHgEVXth8Zr7vA77qyJeCfEAbBlT/7HvwbcMGV/ecvgHk597Erewmg2f34jjs+6xrPmRu+hHTqueOu8BTQ7IcV4HnekH/q6qCu4EpzcGjFNZY1tSvm/yxBDel1Ta7Oqjl3jKeJ9o5RXr4Lt/eLilZ6Bl75AF929xcyjv9OYIotoA74GoGhQOafMkAzIl1+AvyJK/vNJlfpLPA/rrAA/I67n0qBg0DDIWRWa2s5wswHaGGZI1RCV2mj4M43oaJnhCFyQB8jpqfX3FHbanTHdWJmUtyiTHWFp4lZ9lj1vE6YMUvIS7wKV9yofYYM3AfI5AIR3bjLfun+zyEDrZyiZR8TJMN3gJdfo51p/+pVkyyZy5qBTfO7xf3lTVM6hJ3Ms0wnAG0MA+3M0c1VV0+haWPiWn1iXLvdzCMsZ8+0ME8HnSwDME8bG0CRz3kaKAWzKdVEeypR5o0mW0dm9ruEmXgV2NpCJIuTHocOyyy0+EBne4v7rQJ8nHME5FLgHBOsmfMVU19nfA6Z1xXzO4dIBb0uSIFrpmaeObqpmDtaRWIpS7XhKxJq1tdYpIsK4V1om3mg5ymQKnvqcJsgvLAy8jKywJIfcjhVd42NOuA5+V0hIIZLnHC1mjjLxWhww38Fc79hxjjPAGddyRKQZYQF3w8d3BV3XCcwibYfFIQFm3nWCPaL1kvaMxViBlKmzAOd5g6r5rz2K09Ql0867alEGUzwnb5QhXuXaZfSn74XAGg7cOgQbN+CTJ0rbAVOEIYjS0ADOifhBAsALFAvBR9tCRc0vAZ8G4B5etgAjzOuIbjFMgBAD1OufR1SqbVMtx/cawRmsRLQMp32zkLlHmaZoUiFYJTlgSPcdC3p1a/wpFKKUVKqifZU9ZwgqIk3gAlO0MyC8TK0AD+GnxEsmoMAt+T/QyFuMsh45J1YQtSHzm49t0lzcKc/AzTUYUmlwDrVVDHHESd5VMqoROhm2ddcp8PLmyQmUalpVZH2dZJiZGUBHGGWIE30iidXouwZowyzj/MsI55X6PoHGbzVlzLOEwbNDdt8eB0owPbXMlL48gGCxhaMcs4xyQWHPYa5QJO7T9kcZfjWxKEGbiReBVop0QMIg1gwC2K4bhIbrzpkBff7PMPmrCqMDurd9QVzZsO0r+ct01ncojRFkR5KiZ49ubRnjCJwdRpm3ey+iMzwjxGPGlA5hrd26l8WaLTJWYJtIpp/AZEemW3xw76YEd9aP+HlLwDnOQnbW2T2B5j1LeAiUxF4tBgij8AYO7iKo3LARc6Yp6pEV+tgmwCEJ8Us6+YKC1wrxGhkA+injxwB0HZzkyc1cLhnYHaQfbwJLL3nJIX62l8iuNMPvcgJVsmiwBbiwQiC/xSXvLrIIox4gUH09Z9iggXgzs/xEuXAUdjgNLGQz1FinD5K5n72CGcZ4hrCQJc4Ze6aI3hnYYoB8ggT2zsoY+N6t4lIGhuDqiSe0HqBVV61Ax1PqKmcgtmUaqIHVj03XRMrwPu3IbMqAmo75yTLVyFTlrIDhwRBTNNO7HJS8zfQJU7Dz/9VfnyAhEUOH0diJLDEhMiEg1DXINU2vNqwxmuBPm/6QnDo1/v/L1BijD5XroBSXW1BYZQJMuaKqzWNcyQ6uXwoI5LBOtesMtHwwgpB8ij+qgCfsI/n+dSVXCWY69/mcdIDMsplXnD/5eii7jnYVJD6X6baz+Rw55cw3ZhxgbpvuJONtHOR97cIY3kQtjP1cNj9/sC1cXgNFfrr1NPMJrkGvJtukGnKrhkbvz0B9PpAnqIWHR6AimfXQc4DMMoZgjtwzV9ZZIoSPVx0V77vGOSAe2xNT2oHBhhztbKM0edb036BqFRVUZ3MUO3/1auUNWOn46OiB8QobxB0/RLwJvzHdfn5dwh26AC+6W62tc02GTj+Ii1uply/jUyaj0yzB51E+qr73fB1ZA4GA/ykCwY2E17tKniXvur9i5xCXqxFFY0MM+R73oi4+MqId1lpgXaCwx90kEY47yVDOdG6smAfM76dSeO0y5pjr6+jZ1cRSWcDEEnKESLgFm9luckRXnhIGOcBGOWvgDwn6QXkUZc4Bc5byt/fkaSTr+KlZubINgcaYGM749WRjwjn8MlAdRnYuh1+H2gIxrMGAzYJSkF9GPo77/sC8vJzqNwZYZwhSq7M9ZUWV6+ZZqeC1H1fAC57lSYdHWPUvwXNTNGh7mMYaGSSAV+n4M53M8WkM9srCHN2eX+K3tVKFJv3Yo+NiXob4LzTiy76vdegOAWzKdVED4BRNoAc7zjVuX2shSCIge+vwMk74jdxSng7cxpYhTKigiCol/1EsZ4zzy1FArgJmYFFpgCYpMfD0aRYb/JXgUBKNU6FxuhjgBHgsit5A/HUNHuJZU3ZfqYBGOcsMbaJA4TSr/NeQCqtAT3MAVl6Xf9j785uqkbR1k5SxhrYgTqYN+0Xdmjz/ug+Vc9lBJG/SRD8Gi5TdNCKWjZn3Iue5hRsvSVJSc9qDw7A1h1JOfRZaMmlEM2M0EceC0qzlJx4T0Zmc8Bowm8yZuqWgQucTlzZzggXGXIe2X4HarPAqDLH1i2o+wZwjimnQmzYUo/61+0xSJYZinQzy05+nDmjjoo71rEwWFHZKoEsI9Wb/200/Ac8CN2nRFlDmOUybN+RosyLyEMIFuhnyOvuaQbdddcEtOaAzNdd2QmoEweampNL3uIIL3OIEpP0EWbRJuvAeUoMetPWekTfdCVZRpj2r3VFekE7F721NMFpTrq0hsuOQQrAhPZ7y8WiPgP2vwOZZspucAeYBGDSYTXtcY9nVBihz2Gqomf9bperMkMxIRGtLLPuuaQ1ZCWbvJNZunxph2e4pA/5/uieJIomJnVyGliH2++Fk88dB86gnT7Hec8oFzyjXIbt95yKEX/FGS6zRPBRgCiBCYYhsks26GfUWxtqKFtYp8mHWYJMmuAEkOWcUzMW8Fq5tYQYoMpQ2vcysKGv/9NbEo6oe81cfQyoMEm3b3/I9f2sA73aZgvBlM8ThrHXM5V6g3W4VbFaP5M88TJtfmKtJZ5L2y8yQ8wodmHUvVEKZlOqie4Ro/yFO14GsvDpOz7gR91rTDqHF8jstkEwgAu0wKfXxb+iGKXuKO1cE4ebM4ePZmTm6ezrcyvxTnHBS5Rb2uvPCNroM2n36OEw308Cfb4lOMcCWWCcEgETSXy3RI9JsgozvuDKFrzP9duEmappUIpWpDODjEZJ2Y2I7FEEp9Kzx6kuIZUoKj2C91ixxzKdtLHMokvO1t7ru7YOvXpiCdkOHLlPs7lmRjnDPv/CRhlEHv2yqfEqYwxEeR+jjNHPgH/sUZrh+odxNn0zNDVskwU+NF5OzXGD4BLXvH4I4vaOzdb/GJ/pf+ioFH0PGGWSksMQfZQouaitkuasQBgi9YO2Js7pecnfhTA8dkqI222YIV/SRIwysiiTJDFJ7Bicp7MqT6bN5cgs0gGESPhOkLaTOdNPuEnxvpxyNTNKP/v8I1xxnWoFzntzD6boocfjkauEmeYcW1u3xOK5QfDEHhZH3Ncb4qSkdiQuhLtPIzKgSeeaYIhwxzufEi34Ou5SFEaNOx3yzCSWYei9VcdbabhqykDau+AZJYkhrMlrLRVlJptRoz2P8Ue1DZVjzq1ibAQ6WCRmzNDGvGMegM5d62lZ7YlSNVs9J4Aeb5qqXzR0sJ9xN8u0E+vIsBolUrcKdWsig/cHS6KuITCHtlggvGYdipCiLS9MpZcdjkpD9fyuAMPOPFaYuE7Io7WpAXaI8q7Oe66r/Aw4CGtH7V2TVDF/trd6zirnMtXJBxCrHnmaLi8ZGk2d6qQnC+xn6aiSMrKuyMrNY7s8R0wpmE2pJroHMHsVvL/iXbi9Bc8d4IwTn/+4LdhiIxLJqwRFBaJEmhF5UfHtnuQS9QTQKA6zMeJQm42oQIlejy209RVEMjQSpyoOMMWMcWpVXM9WTE9VgljDVH3N513ZrZ8CB+Fbh0LQv5dBYgliU5RsgkF1xFrkmvXraj0ldQBocgPEaCf2rViAu0ZsGGsLXSwmrlunlr1d7sHhdo0A8fAWyrRjjJbMhMna0ONVSXxusA9m465ClznDaaY9NBb2WCBWKiDDJzCtjxIz9Hn/BwSN30gslEv0REK9jxJT9HnAp8yVVCYVhOH+Rvv5sgzAsahuE3Hqds5cHQcVQg9sPbVZkue1DVWMyfNB9SzSQYU4nLFG7OBXyL1IRyLJW+9vmbqa7oFRFghu4HZoWEFekLyEfteZKeeuFzyThYZ1Arpod+1YOZDlHNMuV1Vho75kHd68ayOWKt2UuEpfFRS0gQSIZ1bWlUj/ColaeWad40ydbWum96+aHnUbEL8z2QFPxmv0GXf631o+KknrE9dnmaejihHsMYlgLPvaUMcNOjnCMl/EKClGSakmugeJcpZ+2oBgLRwjtiI0AgRwjSEagQFGGHP+BBH7kwzS6+fHecacTZQn8LrKhgIAIy4cIHEVGwxrZIh+VHSfYdrrYitek3NUfq2a3mYRGVT20WnIMUMRiEOHOaCHMezKomorR8mayvrE+ox6XVLe5ah2y1lTO8siHT4mrlepBNkd1QltEBRlqL9T32OqmVGWaYtMrybXiddd2R1NZXTbWOQa4AIjwDoD9EfdF6AaohKS6RVAWj+j5AhOI009ir0b1UJ22mfg58EopBGTRNTqr10gYAP1c+SweCHphBMnWYnY86Jq0rJmknEqBPWheMOaxvoucsS7MllGErN43iUmJZWVVVK2z/Zt7cQ0nS4tQXOfd3PG1cwobXxO2VS/yCm4/RYTBptm9m/7PNeyN8+tttSBVpgIzvvh/hf5NO4XRlnMoqQvVeHnOrF+LSP2TLASLNvIy9LAm77WVqr3TihHrq9ASV+HWjObiTpJRlH/h00DUAazKAt22j9hzjGItmCfODjhLKhuYs6BXO3BTp6XRTrpYPELs1buKc1AG1u4nZE0xw8I7vNG/IrAUHedWJSWEaunQpi5OmiB30NikbWgtG69/3+SPnqZYsoZsMEhWMFaGtYBJ4C7d5dsEnuvTXpcakPFnBlmwKlUG/G1XlZLtt1NYq+rMlfSW5u8XtRwl1GJ0Og3/AFo8x5Yq3xi688a7VpDTGWRpA18YtqvphTMplQT3VP0uOQEUN9WRpwXvyRsX/EZ8PuQOSzN/aWLKjdjs9JAZtFVYtO3mUGGvD9E550mPJ1k1Lv4J/ya4Bam6In4v8gY4u/JGykzSchegUn6vCtw3Mel1EVXxorvMc5HS08hzFkLN7sZIQbZuwlymz2jno+dzGSr1lTFJmFqsq2QYK315unwCtHepejTJcWDtEwHbV8gUe4zFfJ14MfAUgiEvA28BO1/IM2dQ165XXzQxxjJEFs/0zQj9ofdey1PiP38CJdk9gy86BZ7FYgXTlmyAj6HRnqlF2OMkiXW5gplu300V9SftQ70qKI7CRoDYIdkXm1MSSwjKQnalvWYWDXRY9IqY9iKKbdvYpN5uiJGyQJdfn85WHRWXRbBoL+K7jMVskA/lxjnFOTekqL9QBmWvANunSbieRawSQF9HQpZW9nd3bb1KR7ffZgzx2eAZ+PFV0mTcJVTyOBIvwYYBJojRtDMUk1F0D7onN0wZUob5lqAQcYBGGWEpDEenib0bJAhl65RqWJ0vVqf5yrQ7xyBCp1bsZIhXDnvXBjab8vkAQBLvzpYZDkRONyN7pNRXqUdOMclJg66UfpaXGOcs4xwISHIVoF1Bplm1M3APIExNH6y4o567aEGuFVA1JvSXUT11UHeqDl9keHh1SS18qHMAMOc81GcwBjJQbKMpwatVRhlUz/0Osskvb6tbrOXm16ZRdwA1tEP1RIlaXlZk33WAdqii98ok+jz2Gsr4CLQ4Y43Eu78X0UpmE2pJnqAlYKvU6LPpBkqFFUeLQCnEe7VFXm6C4nu9Ap2m5tBs6BzlLMo5w8y4WMvNpse7PY76A5xvlXAmdk2f2aFIF3Ed3KOaR8f0mWes3RXOa20pxbyahRH8VRIlLYAVP0jm8y4BKQ1gtvOGsxJfKUhR+29lSjBZRlMYcUkekcl8bMkc+FauMkLNWW8PeDa47/llPN6LgAbtzPx6vDM9wm+E+D2dXjuABJe2ylMZVF/CDhqUHCKgWh3xxXiALwyShLWiejXK90a6e0P3ZcyIDjc1JUPk265SZ5Yz9s/CAPd6n4XmSQ4+60Ssc8nC9jWCJFrUN+MbT1LwHOxr6VklqhorTiFIIk8guLUbLkubvIJL/B8DYzygLsZ/BmX3PZZmY8uyA4G+jGBu8DRFXbON9MXiTkmnU3Wld3EjIsSW4+knYnasrZk4eQUxcjXOcBpyJTNFdWON5EMeeYdiNT2td2ixx3WGajH3WRRaME65mOQaeWCXa5hGSVLFuj1idmrBEmhHmaVMzGgnqPLMRRAoSYmgT3ZmkuSXo4eJt6R4FmQef9d/At7TrG3qh8IL8duCa4PHH53u1RAFd15ghJRCyR2YAeKd4/VPieNZIj3qi8DBTqZ8zNQvRedHhQqJSFnDqtSw/NVfMK1Bc8hE1/fjb0uaUGJSpOlqVYR2+mh9ZPpCZtuUfxujoXdKQWzKdVEeyBRZPXZNc7A8aPYL1ZAM5P00ht5YfVoZ4iKZStRQv0pevwZxQIgKQsleqtW4Vpxrne2aCfkqOmVV6nGSbIyaY5er7YCWTdi0sDNMkuXU01JvFDv3WTaQm+0rkd7Gq/liZ10ek+VSfpUqvL0SRW9WelUT7UToDbas10hS0zTZ/ZrHmbCb6U54oCXalybPCjZ/SUCJAONj06afBDV1H1+2UUrUIiyWLQ0Xgy+kzspyzy9dPpAm7ZugeQa0BjlnmbRMEHWg0m9IukBXaFovKphB4NX3H/i01BsZCm5P0MjUO8z7yrYxe860Dp9rK2TTbQvjHPT75G1e0rBTrRnjCJdDjsivUkI9qvp2I4wSdJdL5Fc67DOM2tedB7d7mINO0Om3Lbh1axg62WZMs6vInNAPRvg96Lt8zJDPcf4o0/pBCzL7rS3fZJCWbMvqd40I6YgjfS8WCkWOU3RXTVBuqu8tHYlNigDrvGCL3mB2inFKCnVRHsmUbr5HPgBZ5y6WANuXYFb7XDCefkHmGKWnshGkKPqV5n3s3RFMiEHfkurnciihTVfsuZLe9x9AebpopO5RGqROqKSVkCeEbMsdIhB30+r2OzzJNf6yT07fV210JaMJWWdhBJzKvqnSCpQRXeikOw5Xe2ddCAEZ58qyC8KAO5Ee/wFsDI6QKdo460r8OIxWPWR1Rwzbkci6xUQb2gY3EkHXpUBLEax4f2k4ah3twEwC+dAVM+cY0Tbh6Hok7Ryh7HEfvzigxljjIEqloojSdI3Vbl9zDFPV2SQ24lgh9Ya1eoBts+9kx9J69req6dZ62gkv/M+F6nv8Qeyc8zzPCDw6q0j6i0JDihZ5mD9A0or6CsqQ1UeiM4NbanHb7VpX9cak24NT9KG0WPJDZgt20Civ6NRqkC7Z2ibuzbJQNXmnSvmfpq/Jzaf0lUnU+p9SqPttYLTebqjSVQhuPWVQdT1tpsHZDcGTt7zXmnPP2e77HivjVP0cynq3KibjQMME5t+kjhUMsjegtSs+W39n0WfPxK/njGzg0JyoNU4rBDHa0B2XgptvcIc5/0OTUpNiG0Wr+vJRRaa1gsWGohJHraxmHUAVdoJroJFA1ztBx+0hrVjrIMBV6+QeE7LKF0PsFNkCmZTqoke2geyZ9nnZnyOc05STHCO/sR3AC8wjOwlEoJcqmLsTIEYl2h50UeHhYY5H+V+LRAnCeYQtag+HtvWOCcJ8uUE8F1KdFVtZ9hOyDibodv4NSDIvyRqOAY0Mue2pbCSIuSraIm8ndmEWWzfhVVH+rUQgKL7CuoNl5ui1z3ovrN7jFGSJNvqTXjdf41x+jnrssFAFndpIpDdH1pjORBHMaxLKQyDCmR5dXbjmSRpBCQJhmUAThKvDijrB3l9uxUEe8yajLP4blZJWuXZ6M9q3xWpzTq1VfQxpIr7Pcus2wwwjvTEkeIbtEV3sz2ynuwHoYfGKPI9X82S0HyUMnCSFqq/RZwc2DXiDwwU3P86uHHGaGAjXfihM+wEdml72I0aYmTTCMxz3nxZVOyinQbAyomikSxKFaCHeWJXfGBH25Z18c04oJ1ku52civMmO62NZW7QRgV8lpsyVMMe7WD90FSP0GUkoUkh1YLfndGK0BZiK0dz4lXkX6F6DZ0CUmsBZE25lQs2sqRwspK4rsn1QSVWh3exl30IYoOwaUecZpBlzjDKFeLNk0MKUrwjUtKy09aSZVb6WTWsZNnQsub9msI7UQpmU6qJHrJEAfhTdB6c4UL03WGQ2T7OCP2JjfGsFFgjANIkmLVAVQGe9UWAXeqAN8GTjjhVMValabQk5ItkvWfZ9qEYfT5FlnJ2MYNNE5+nN1KB8skVdbvJU03RGwF9lYYWl9n3YHd81IW59rn3UqI8Akb5Q/RFtLuPSBaIgWTzDlflTLndWWknUW2v0b8kaLQpPlnEcjlm6iQdeh2JjHXAe3RjS0V3k7M9qRArN7G1Zuhya4cwPdKNRYOVo4HDzqpAHwTElfUWlKw9vgFUWHQYZa+/rvGQrR6AfwZ+CMD7W3DALa0ouLNJL6lSI7FzSd3ZSspwlnmsyahl+hlc+7nZPLpNld0pUo/ZHcqEJDUg6QJLPkFSTulRvdJrpl4TM8Y52IjNoNM6lYQJru23e+kkTCLf63lY3yR8BIwCurnVN+vs0i+hHOEFKW0g8201UccyhaoFG27XOdxEbFrbfWS1rVG/9xrEys4KfhXyerVdaC49nqWTLPrdHduLnWwV6x3aBAo7TpDwNsqM0O3WEIjK7HPMOuesHIBljtDGzYf2USdIwWxKNdIjwCgxLbKPdYL/QQFdyex6XY94XlSNTPidsgv+8ycQz0+ws7rJm6GriERJhustMC4gMqXD+D7m6PJmZ0eEFQQjTLngnjoDqxWVOtCUkl9bDiBWk7eTprHu7FRiKKHEYnnVzMP/DO4jZxShy9gg/xS9LBA8oJsI2Bz3uyCoh6PgtwFV4R8DPnGzzVP0/oSuaOETQCOzdFbluyRj2WoBde7CJHZAe02AcMalSNiBzKNMs0KsKLMk1d2U8cf0+O88N7NssvftegXQXKCHS48IoyTpJPo9nXlnEtoH18jnpHs5vc7UtNuA6iyeozO61kZaAKbocMA1mMhrVH+9j8TvLi9dwpAv0+U/GaPSrtubxnJHjfBUpwHoXa1LLBn5zjqLSvsatsJpMyZ6yDYpVN3lYdFjkiiBPmEff+T+11mt8Ymwgm7M1wgfP5hkll6KzPhZqK/dGqtqCltfygzd0fDY6IxlxC7mWTbS4xrVX7FoJQ7KKdPbzfh0VUAO/PqkwFJBls3RHYUrhLmvutbbzXU5ZL3Uo6MUzKZUEz12iQIww75o61HV2joj1wiqxi6Y7HWm4qSJ5FYIMx93nSwJsakAICAx3vZcZz3uPooHrph+qdSxRrQNFK5RnRAFwQBXlVX0saQAyafoooz9YPYcM84Jp8/9sEHrbvREMIrSpINMGv1dceULwHXXy+MuUfs0wYeiYl/3018jONiUUbqj7ahUQegABeyjA6mDr/tsQ/V3lyFWLxAWz1eo3gTUWkct6Hf/BHzrtSF8KL/fdf8PPSYGUXpMYHZn6nUv4wT7/NfNQV7eoYx89UstI3seU08ZR93/x9DBsfu7quyQ4e3xFkk2+oD1KmF/KFw7q8SgVyWX1ulmnkWHa9bNdWpZKUOFpKmK+64OLDuTPunrfdxMAilGSalGeqIkitKCm0H9rnuNOL2dqV6Fq452CDPRBvck+quRWqFZuiMTttevDMhWmdotVEesxYQV34ninHDdqtuAfA0b+JthyDkEbayngA1ZtpHlE9q8yi3yuVNKj5+eSEZRGjcid5Z9/oOQSlaf628FtLEfw0LMJq4QJylNuU1tNKyvVDDtQmCSRlOaI+TvSZ2w1bGNVcnmII0su6GXTYRtogBAK8/zuVvw8mTRE80olnR26XIQdcsnM9U0Wy1OF4iTGbII21gLKk/sN1UqmP8bEYnWYSyoFaqXmit4tVgmi6wYVKaTvV2z7F1W68OlJ8rquXf6MRJhFSdcK+ooW2bZ5WWo800HqEzY0qvXgch5Olgi7FsEMfC0rviw+bCw2SQDlLFbnuvdTnDDZNzrhyaU7mdZ5+OkFMymVBM95RIFSCCXktsKw+IKdZwpJSVFNlFX/9fN2K0TboBzxOsCThLDXcC5zW6atTV5qHm50buPAAAAqElEQVS/tCeRvgSMEugG+7hGzDoVguMO4rxau+BdF3TrdZcIn4lTNhDrSL/zo7D3VcQmC9HwsMzsy0NfKkbZS5pln1/2YZkuj8gSBcIv8AnVEuXLRymjfCGVmXUG61VCNHovM9yfBkrBbEo1USpRUqqJUomSUk2UMkpKNVHKKCnVRCmjpFQTpYySUk2UMkpKNVHKKCnVRCmjpFQTpYySUk2UMkpKNdH/A1Rep4h350IOAAAAAElFTkSuQmCC" y="-154.315475"/>
- </g>
- <g id="LineCollection_19">
- <path clip-path="url(#p00c418a3e4)" d="M 37.849348 157.095361
- L 39.060085 157.095361
- L 39.362769 157.398046
- L 39.665454 157.398046
- L 39.968138 157.70073
- L 40.876191 157.70073
- L 41.178875 158.003414
- L 42.086928 158.003414
- L 42.389612 158.306099
- L 42.692297 158.306099
- L 42.994981 158.608783
- L 43.297665 158.608783
- L 43.600349 158.911467
- L 43.903034 158.911467
- L 44.205718 159.214152
- L 44.811087 159.214152
- L 45.113771 159.516836
- L 45.416455 159.516836
- L 46.324508 160.424889
- L 46.627193 160.424889
- L 48.897325 162.695021
- L 48.897325 162.997705
- L 49.502693 163.603074
- L 49.502693 163.905758
- L 50.108062 164.511127
- L 50.108062 164.813811
- L 50.713431 165.41918
- L 50.713431 166.024548
- L 51.016115 166.327233
- L 51.016115 166.629917
- L 51.318799 166.932601
- L 51.318799 167.235286
- L 51.621484 167.53797
- L 51.621484 168.143339
- L 51.924168 168.446023
- L 51.924168 169.354076
- L 51.621484 169.65676
- L 51.621484 170.262129
- L 49.502693 172.380919
- L 49.502693 172.683603
- L 49.048667 173.13763
- L 48.745983 173.13763
- L 48.140614 173.742998
- L 46.627193 173.742998
- L 46.324508 174.045683
- L 46.021824 174.045683
- L 45.71914 174.348367
- L 44.508402 174.348367
- L 44.35706 174.499709
- L 44.35706 174.802393
- L 44.054376 175.105078
- L 44.054376 175.710446
- L 43.751692 176.013131
- L 43.751692 176.315815
- L 42.086928 177.980579
- L 40.270822 177.980579
- L 39.968138 178.283263
- L 38.454716 178.283263
- L 38.152032 177.980579
- L 37.546663 177.980579
- L 37.243979 177.677894
- L 36.941295 177.980579
- L 36.63861 177.677894
- L 32.40103 177.677894
- L 32.098346 177.980579
- L 30.28224 177.980579
- L 29.979556 177.677894
- L 27.255397 177.677894
- L 26.952713 177.37521
- L 24.833922 177.37521
- L 24.68258 177.223868
- L 24.985265 176.921183
- L 24.985265 175.407762
- L 24.68258 175.105078
- L 24.68258 174.499709
- L 24.077212 173.89434
- L 24.077212 173.591656
- L 23.774527 173.288972
- L 23.774527 172.986287
- L 23.471843 172.683603
- L 23.471843 172.380919
- L 23.169159 172.078235
- L 23.169159 171.77555
- L 22.866474 171.472866
- L 22.866474 169.354076
- L 23.169159 169.051391
- L 23.169159 168.446023
- L 23.471843 168.143339
- L 23.471843 167.840654
- L 23.774527 167.53797
- L 23.774527 167.235286
- L 24.379896 166.629917
- L 24.379896 166.327233
- L 24.68258 166.024548
- L 24.68258 165.41918
- L 24.985265 165.116495
- L 24.985265 164.813811
- L 25.287949 164.511127
- L 25.287949 164.208443
- L 25.590633 163.905758
- L 25.590633 163.603074
- L 25.893318 163.30039
- L 25.893318 162.997705
- L 26.196002 162.695021
- L 26.196002 162.392337
- L 28.466134 160.122204
- L 28.768818 160.122204
- L 29.374187 159.516836
- L 29.676871 159.516836
- L 29.979556 159.214152
- L 30.28224 159.214152
- L 30.584924 158.911467
- L 30.887609 158.911467
- L 31.190293 158.608783
- L 31.492977 158.608783
- L 32.098346 158.003414
- L 32.40103 158.003414
- L 32.703714 157.70073
- L 36.941295 157.70073
- L 37.243979 157.398046
- L 37.546663 157.398046
- L 37.849348 157.095361
- L 37.849348 157.095361
- " style="fill:none;stroke:#000000;stroke-width:0.5;"/>
- </g>
- <g id="text_49">
- <!-- C7 [noise]: Tot. var. expl. 3.9% -->
- <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-33"/>
- <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(#pcbc29b3399)">
- <image height="33.12" id="imagebae6a09466" 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(#pcbc29b3399)" d="M 77.661087 154.910047
- L 79.473867 154.910047
- L 79.836423 155.272603
- L 80.198979 155.272603
- L 80.561534 155.635159
- L 84.54965 155.635159
- L 85.274762 156.360271
- L 85.637317 156.360271
- L 85.999873 156.722827
- L 86.362429 156.722827
- L 86.724985 157.085383
- L 87.450097 157.085383
- L 88.900321 158.535606
- L 89.262877 158.535606
- L 89.987989 159.260718
- L 90.350545 159.260718
- L 91.61949 160.529664
- L 91.61949 160.89222
- L 92.344602 161.617332
- L 92.344602 161.979888
- L 92.707158 162.342444
- L 92.707158 162.705
- L 93.069714 163.067556
- L 93.069714 163.792667
- L 93.43227 164.155223
- L 93.43227 164.880335
- L 93.794826 165.242891
- L 93.794826 167.418227
- L 94.157382 167.780783
- L 94.157382 170.68123
- L 93.794826 171.043786
- L 93.794826 171.406342
- L 93.43227 171.768898
- L 93.43227 172.131454
- L 93.069714 172.49401
- L 93.069714 172.856566
- L 91.982046 173.944233
- L 91.982046 174.306789
- L 91.256934 175.031901
- L 91.256934 176.119569
- L 90.894378 176.482125
- L 90.894378 176.844681
- L 90.531823 177.207237
- L 90.531823 179.020016
- L 89.987989 179.56385
- L 89.262877 179.56385
- L 88.900321 179.926406
- L 85.637317 179.926406
- L 85.274762 179.56385
- L 78.023643 179.56385
- L 77.661087 179.926406
- L 77.298531 179.56385
- L 76.573419 180.288962
- L 75.848307 180.288962
- L 75.485751 179.926406
- L 74.76064 179.926406
- L 74.398084 179.56385
- L 73.310416 179.56385
- L 72.94786 179.926406
- L 71.13508 179.926406
- L 70.409968 179.201294
- L 70.047413 179.201294
- L 69.866135 179.020016
- L 69.866135 177.207237
- L 68.778467 176.119569
- L 68.778467 175.757013
- L 68.415911 175.394457
- L 68.415911 175.031901
- L 68.053355 174.669345
- L 68.053355 174.306789
- L 67.690799 173.944233
- L 67.690799 173.581677
- L 67.328243 173.219122
- L 67.328243 172.856566
- L 66.603131 172.131454
- L 66.603131 171.043786
- L 66.965687 170.68123
- L 66.965687 164.880335
- L 67.328243 164.517779
- L 67.328243 162.705
- L 67.690799 162.342444
- L 67.690799 161.979888
- L 70.409968 159.260718
- L 70.772524 159.260718
- L 71.13508 158.898162
- L 71.497636 158.898162
- L 72.94786 157.447939
- L 73.310416 157.447939
- L 74.035528 156.722827
- L 74.398084 156.722827
- L 75.123196 155.997715
- L 75.848307 155.997715
- L 76.210863 155.635159
- L 76.573419 155.635159
- L 76.935975 155.272603
- L 77.298531 155.272603
- L 77.661087 154.910047
- L 77.661087 154.910047
- " style="fill:none;stroke:#000000;stroke-width:0.5;"/>
- </g>
- </g>
- <g id="axes_33">
- <g clip-path="url(#p74ef50f70c)">
- <image height="39.6" id="image450172c8bd" 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(#p74ef50f70c)" d="M 121.643883 150.19682
- L 123.456662 150.19682
- L 123.819218 150.559376
- L 127.444778 150.559376
- L 127.807334 150.921932
- L 128.169889 150.921932
- L 128.532445 151.284488
- L 128.895001 151.284488
- L 129.620113 152.0096
- L 129.982669 152.0096
- L 130.345225 152.372156
- L 130.707781 152.372156
- L 131.976727 153.641101
- L 131.976727 154.003657
- L 133.064394 155.091325
- L 133.064394 155.453881
- L 133.42695 155.816437
- L 133.42695 156.178993
- L 133.789506 156.541549
- L 133.789506 156.904105
- L 134.152062 157.266661
- L 134.152062 157.629217
- L 134.514618 157.991773
- L 134.514618 158.354329
- L 134.877174 158.716884
- L 134.877174 159.07944
- L 135.23973 159.441996
- L 135.23973 159.804552
- L 135.602286 160.167108
- L 135.602286 160.89222
- L 135.964842 161.254776
- L 135.964842 161.979888
- L 136.327398 162.342444
- L 136.327398 164.155223
- L 136.689954 164.517779
- L 136.689954 165.242891
- L 137.05251 165.605447
- L 137.05251 167.418227
- L 137.415066 167.780783
- L 137.415066 171.406342
- L 137.05251 171.768898
- L 137.05251 172.856566
- L 136.689954 173.219122
- L 136.689954 173.944233
- L 136.327398 174.306789
- L 136.327398 175.031901
- L 135.964842 175.394457
- L 135.964842 175.757013
- L 135.602286 176.119569
- L 135.602286 176.482125
- L 135.23973 176.844681
- L 135.23973 177.207237
- L 134.877174 177.569793
- L 134.877174 177.932349
- L 133.789506 179.020016
- L 133.789506 179.382572
- L 132.339283 180.832796
- L 132.339283 181.195352
- L 130.707781 182.826854
- L 130.345225 182.826854
- L 129.620113 183.551966
- L 129.257557 183.551966
- L 128.532445 184.277077
- L 128.169889 184.277077
- L 127.807334 184.639633
- L 127.082222 184.639633
- L 126.719666 185.002189
- L 125.269442 185.002189
- L 124.906886 184.639633
- L 122.368995 184.639633
- L 122.006439 185.002189
- L 120.918771 185.002189
- L 120.556215 184.639633
- L 119.468547 184.639633
- L 119.105991 184.277077
- L 118.743435 184.277077
- L 118.380879 183.914521
- L 118.018323 183.914521
- L 117.655768 183.551966
- L 117.293212 183.551966
- L 116.205544 182.464298
- L 115.842988 182.464298
- L 114.030208 180.651518
- L 113.667652 180.651518
- L 113.486374 180.47024
- L 113.486374 180.107684
- L 112.761262 179.382572
- L 112.761262 179.020016
- L 112.036151 178.294905
- L 112.036151 177.932349
- L 111.311039 177.207237
- L 111.311039 176.844681
- L 110.948483 176.482125
- L 110.948483 176.119569
- L 110.585927 175.757013
- L 110.585927 173.581677
- L 110.223371 173.219122
- L 110.223371 171.768898
- L 109.860815 171.406342
- L 109.860815 169.956118
- L 110.223371 169.593562
- L 110.223371 165.242891
- L 110.585927 164.880335
- L 110.585927 163.792667
- L 110.948483 163.430112
- L 110.948483 161.254776
- L 111.311039 160.89222
- L 111.311039 160.529664
- L 111.673595 160.167108
- L 111.673595 159.804552
- L 112.036151 159.441996
- L 112.036151 159.07944
- L 112.398707 158.716884
- L 112.398707 158.354329
- L 112.761262 157.991773
- L 112.761262 157.629217
- L 113.123818 157.266661
- L 113.123818 156.541549
- L 113.486374 156.178993
- L 113.486374 155.816437
- L 114.574042 154.728769
- L 114.574042 154.366213
- L 115.66171 153.278546
- L 115.66171 152.91599
- L 116.5681 152.0096
- L 116.930656 152.0096
- L 117.293212 151.647044
- L 117.655768 151.647044
- L 118.018323 151.284488
- L 118.380879 151.284488
- L 118.743435 150.921932
- L 119.468547 150.921932
- L 119.831103 150.559376
- L 121.281327 150.559376
- L 121.643883 150.19682
- L 121.643883 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(#p7d6953210f)" d="M 150.218051 158.669004
- L 150.985321 155.138142
- L 151.75259 158.188578
- L 152.51986 156.073752
- L 153.28713 156.680606
- L 154.054399 155.559455
- L 154.821669 155.438919
- L 155.588938 159.131921
- L 156.356208 156.446413
- L 157.123477 157.646414
- L 157.890747 156.523577
- L 159.425286 157.101326
- L 160.192555 155.430588
- L 160.959825 158.763087
- L 161.727094 152.719845
- L 162.494364 159.718075
- L 163.261633 155.093793
- L 164.028903 157.915877
- L 164.796172 155.271679
- L 165.563442 156.720356
- L 166.330711 155.974565
- L 167.097981 159.274089
- L 167.86525 159.710541
- L 168.63252 156.696182
- L 169.39979 161.294388
- L 170.167059 157.480288
- L 170.934329 159.008253
- L 171.701598 158.599316
- L 172.468868 160.008364
- L 173.236137 158.132087
- L 174.003407 161.04361
- L 174.770676 157.780931
- L 175.537946 159.51541
- L 176.305215 156.936482
- L 177.072485 159.364176
- L 177.839754 156.591673
- L 178.607024 156.677834
- L 179.374293 161.352306
- L 180.141563 158.816432
- L 180.908832 159.14372
- L 181.676102 157.780685
- L 182.443371 155.103922
- L 183.210641 157.842406
- L 183.97791 155.660596
- L 184.74518 155.783193
- L 186.279719 158.498672
- L 187.046989 156.664056
- L 187.814258 158.24735
- L 188.581528 157.011816
- L 189.348797 159.505258
- L 190.116067 156.984241
- L 190.883336 158.725487
- L 191.650606 156.611045
- L 192.417875 158.820279
- L 193.185145 155.260877
- L 193.952414 156.114567
- L 194.719684 158.212234
- L 195.486953 156.284232
- L 196.254223 158.448477
- L 197.021492 158.342479
- L 197.788762 153.288183
- L 198.556031 155.85639
- L 199.323301 154.726682
- L 200.09057 154.07275
- L 200.85784 157.167509
- L 201.625109 155.792824
- L 202.392379 155.936112
- L 203.159649 156.27866
- L 203.926918 153.03177
- L 204.694188 155.36098
- L 205.461457 152.471245
- L 206.228727 154.873551
- L 206.995996 151.884091
- L 207.763266 153.641183
- L 208.530535 151.168874
- L 209.297805 157.086294
- L 210.065074 153.463097
- L 210.832344 151.962412
- L 211.599613 156.263989
- L 212.366883 153.045814
- L 213.134152 154.999872
- L 213.901422 156.237261
- L 214.668691 156.007869
- L 215.435961 157.160164
- L 216.20323 157.654213
- L 216.9705 156.574156
- L 217.737769 155.969048
- L 218.505039 157.566678
- L 219.272309 156.062621
- L 220.039578 157.860042
- L 220.806848 156.856097
- L 221.574117 157.751757
- L 222.341387 157.02478
- L 223.108656 157.690079
- L 223.875926 156.579501
- L 224.643195 158.258067
- L 225.410465 157.089159
- L 226.177734 149.079825
- L 226.945004 151.587235
- L 227.712273 151.626752
- L 228.479543 151.535287
- L 229.246812 153.335591
- L 230.014082 150.542428
- L 230.781351 152.939843
- L 231.548621 151.408728
- L 232.31589 153.056555
- L 233.08316 152.45825
- L 233.850429 153.400571
- L 234.617699 153.011914
- L 235.384968 153.95627
- L 236.152238 153.405231
- L 236.919508 153.503246
- L 237.686777 155.748589
- L 238.454047 154.793492
- L 239.221316 157.5271
- L 239.988586 155.234312
- L 240.755855 156.102486
- L 241.523125 155.576936
- L 242.290394 156.528937
- L 243.824933 157.586947
- L 244.592203 156.390302
- L 245.359472 157.899403
- L 246.126742 157.574365
- L 246.894011 160.714487
- L 247.661281 159.950794
- L 248.42855 160.615506
- L 249.19582 160.961346
- L 249.963089 160.123686
- L 250.730359 160.251843
- L 251.497628 160.954481
- L 252.264898 160.830087
- L 253.032168 161.977448
- L 254.566707 163.480253
- L 255.333976 162.156399
- L 256.101246 162.99197
- L 256.868515 161.737691
- L 257.635785 162.631042
- L 258.403054 162.225537
- L 259.170324 161.95324
- L 259.937593 162.521205
- L 260.704863 162.310736
- L 261.472132 163.025858
- L 262.239402 163.355693
- L 263.006671 162.985049
- L 263.773941 163.300902
- L 264.54121 162.358151
- L 265.30848 163.069996
- L 266.075749 163.146362
- L 266.843019 162.713514
- L 267.610288 163.520824
- L 268.377558 162.963862
- L 269.144827 162.700446
- L 269.912097 162.628202
- L 270.679367 163.215818
- L 271.446636 162.564451
- L 272.213906 163.151548
- L 272.981175 162.759607
- L 273.748445 162.873254
- L 274.515714 162.181128
- L 275.282984 162.808627
- L 276.050253 162.564017
- L 276.817523 163.759649
- L 277.584792 163.779542
- L 278.352062 163.316274
- L 279.119331 163.64123
- L 279.886601 163.581466
- L 280.65387 164.179638
- L 281.42114 162.512528
- L 281.42114 162.512528
- " 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(#pd2d35046f9)" d="M 150.218051 173.548385
- L 151.770644 181.740499
- L 153.323236 185.160554
- L 154.875829 186.645651
- L 156.428421 185.424928
- L 157.981014 186.88645
- L 159.533606 186.981065
- L 161.086199 187.243407
- L 162.638791 187.002528
- L 164.191383 187.153425
- L 165.743976 187.248514
- L 167.296568 186.936283
- L 168.849161 187.247239
- L 170.401753 187.19496
- L 171.954346 187.271231
- L 173.506938 187.072355
- L 175.059531 187.166999
- L 176.612123 187.196305
- L 178.164715 187.184903
- L 179.717308 187.19008
- L 181.2699 187.223685
- L 182.822493 187.267992
- L 184.375085 187.218325
- L 185.927678 187.22178
- L 187.48027 187.243039
- L 189.032863 187.265531
- L 190.585455 187.237843
- L 192.138047 187.124538
- L 193.69064 187.262276
- L 195.243232 187.256466
- L 196.795825 187.271465
- L 198.348417 187.261805
- L 199.90101 187.228953
- L 201.453602 187.275488
- L 203.006195 187.18337
- L 204.558787 187.24787
- L 206.11138 187.254185
- L 207.663972 187.240507
- L 209.216564 187.261185
- L 210.769157 187.229923
- L 212.321749 187.233441
- L 213.874342 187.239208
- L 215.426934 187.258634
- L 216.979527 187.241389
- L 218.532119 187.273346
- L 220.084712 187.271974
- L 221.637304 187.254367
- L 223.189896 187.270577
- L 224.742489 187.260197
- L 226.295081 187.256452
- L 227.847674 187.258252
- L 229.400266 187.257224
- L 230.952859 187.241595
- L 232.505451 187.256961
- L 234.058044 187.243091
- L 235.610636 187.26494
- L 237.163228 187.205721
- L 238.715821 187.247967
- L 240.268413 187.188378
- L 241.821006 187.175376
- L 243.373598 187.135851
- L 244.926191 187.14894
- L 246.478783 187.252381
- L 248.031376 187.257535
- L 249.583968 187.264734
- L 251.13656 187.151586
- L 252.689153 187.254615
- L 254.241745 187.222424
- L 255.794338 187.197172
- L 257.34693 187.186107
- L 258.899523 187.256074
- L 260.452115 187.216989
- L 262.004708 187.198088
- L 263.5573 187.23483
- L 265.109892 187.163057
- L 266.662485 187.144268
- L 268.215077 187.132107
- L 269.76767 187.025267
- L 271.320262 187.124758
- L 272.872855 187.257408
- L 274.425447 187.214799
- L 275.97804 187.239401
- L 277.530632 187.190918
- L 279.083224 187.232294
- L 280.635817 187.112877
- L 282.188409 187.237549
- " style="fill:none;stroke:#ff0000;stroke-linecap:round;"/>
- </g>
- </g>
- <g id="axes_36">
- <g clip-path="url(#pdb09bd1d9a)">
- <image height="27.6" id="image73fbe8ea4b" 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="-154.315475"/>
- </g>
- <g id="LineCollection_22">
- <path clip-path="url(#pdb09bd1d9a)" d="M 320.155938 157.095361
- L 321.366676 157.095361
- L 321.66936 157.398046
- L 321.972044 157.398046
- L 322.274728 157.70073
- L 323.182781 157.70073
- L 323.485466 158.003414
- L 324.393519 158.003414
- L 324.696203 158.306099
- L 324.998887 158.306099
- L 325.301572 158.608783
- L 325.604256 158.608783
- L 325.90694 158.911467
- L 326.209624 158.911467
- L 326.512309 159.214152
- L 327.117677 159.214152
- L 327.420362 159.516836
- L 327.723046 159.516836
- L 328.631099 160.424889
- L 328.933783 160.424889
- L 331.203916 162.695021
- L 331.203916 162.997705
- L 331.809284 163.603074
- L 331.809284 163.905758
- L 332.414653 164.511127
- L 332.414653 164.813811
- L 333.020021 165.41918
- L 333.020021 166.024548
- L 333.322706 166.327233
- L 333.322706 166.629917
- L 333.62539 166.932601
- L 333.62539 167.235286
- L 333.928074 167.53797
- L 333.928074 168.143339
- L 334.230759 168.446023
- L 334.230759 169.354076
- L 333.928074 169.65676
- L 333.928074 170.262129
- L 331.809284 172.380919
- L 331.809284 172.683603
- L 331.355258 173.13763
- L 331.052573 173.13763
- L 330.447205 173.742998
- L 328.933783 173.742998
- L 328.631099 174.045683
- L 328.328415 174.045683
- L 328.02573 174.348367
- L 326.814993 174.348367
- L 326.663651 174.499709
- L 326.663651 174.802393
- L 326.360967 175.105078
- L 326.360967 175.710446
- L 326.058282 176.013131
- L 326.058282 176.315815
- L 324.393519 177.980579
- L 322.577413 177.980579
- L 322.274728 178.283263
- L 320.761307 178.283263
- L 320.458623 177.980579
- L 319.853254 177.980579
- L 319.55057 177.677894
- L 319.247885 177.980579
- L 318.945201 177.677894
- L 314.707621 177.677894
- L 314.404936 177.980579
- L 312.588831 177.980579
- L 312.286146 177.677894
- L 309.561988 177.677894
- L 309.259303 177.37521
- L 307.140513 177.37521
- L 306.989171 177.223868
- L 307.291855 176.921183
- L 307.291855 175.407762
- L 306.989171 175.105078
- L 306.989171 174.499709
- L 306.383802 173.89434
- L 306.383802 173.591656
- L 306.081118 173.288972
- L 306.081118 172.986287
- L 305.778434 172.683603
- L 305.778434 172.380919
- L 305.475749 172.078235
- L 305.475749 171.77555
- L 305.173065 171.472866
- L 305.173065 169.354076
- L 305.475749 169.051391
- L 305.475749 168.446023
- L 305.778434 168.143339
- L 305.778434 167.840654
- L 306.081118 167.53797
- L 306.081118 167.235286
- L 306.686487 166.629917
- L 306.686487 166.327233
- L 306.989171 166.024548
- L 306.989171 165.41918
- L 307.291855 165.116495
- L 307.291855 164.813811
- L 307.59454 164.511127
- L 307.59454 164.208443
- L 307.897224 163.905758
- L 307.897224 163.603074
- L 308.199908 163.30039
- L 308.199908 162.997705
- L 308.502592 162.695021
- L 308.502592 162.392337
- L 310.772725 160.122204
- L 311.075409 160.122204
- L 311.680778 159.516836
- L 311.983462 159.516836
- L 312.286146 159.214152
- L 312.588831 159.214152
- L 312.891515 158.911467
- L 313.194199 158.911467
- L 313.496884 158.608783
- L 313.799568 158.608783
- L 314.404936 158.003414
- L 314.707621 158.003414
- L 315.010305 157.70073
- L 319.247885 157.70073
- L 319.55057 157.398046
- L 319.853254 157.398046
- L 320.155938 157.095361
- L 320.155938 157.095361
- " style="fill:none;stroke:#000000;stroke-width:0.5;"/>
- </g>
- <g id="text_57">
- <!-- C8 [noise]: Tot. var. expl. 3.8% -->
- <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-33"/>
- <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(#p9749be7cde)">
- <image height="33.12" id="image2c00215951" 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(#p9749be7cde)" d="M 359.967678 154.910047
- L 361.780457 154.910047
- L 362.143013 155.272603
- L 362.505569 155.272603
- L 362.868125 155.635159
- L 366.85624 155.635159
- L 367.581352 156.360271
- L 367.943908 156.360271
- L 368.306464 156.722827
- L 368.66902 156.722827
- L 369.031576 157.085383
- L 369.756688 157.085383
- L 371.206911 158.535606
- L 371.569467 158.535606
- L 372.294579 159.260718
- L 372.657135 159.260718
- L 373.926081 160.529664
- L 373.926081 160.89222
- L 374.651193 161.617332
- L 374.651193 161.979888
- L 375.013749 162.342444
- L 375.013749 162.705
- L 375.376305 163.067556
- L 375.376305 163.792667
- L 375.738861 164.155223
- L 375.738861 164.880335
- L 376.101417 165.242891
- L 376.101417 167.418227
- L 376.463972 167.780783
- L 376.463972 170.68123
- L 376.101417 171.043786
- L 376.101417 171.406342
- L 375.738861 171.768898
- L 375.738861 172.131454
- L 375.376305 172.49401
- L 375.376305 172.856566
- L 374.288637 173.944233
- L 374.288637 174.306789
- L 373.563525 175.031901
- L 373.563525 176.119569
- L 373.200969 176.482125
- L 373.200969 176.844681
- L 372.838413 177.207237
- L 372.838413 179.020016
- L 372.294579 179.56385
- L 371.569467 179.56385
- L 371.206911 179.926406
- L 367.943908 179.926406
- L 367.581352 179.56385
- L 360.330234 179.56385
- L 359.967678 179.926406
- L 359.605122 179.56385
- L 358.88001 180.288962
- L 358.154898 180.288962
- L 357.792342 179.926406
- L 357.06723 179.926406
- L 356.704674 179.56385
- L 355.617007 179.56385
- L 355.254451 179.926406
- L 353.441671 179.926406
- L 352.716559 179.201294
- L 352.354003 179.201294
- L 352.172725 179.020016
- L 352.172725 177.207237
- L 351.085057 176.119569
- L 351.085057 175.757013
- L 350.722502 175.394457
- L 350.722502 175.031901
- L 350.359946 174.669345
- L 350.359946 174.306789
- L 349.99739 173.944233
- L 349.99739 173.581677
- L 349.634834 173.219122
- L 349.634834 172.856566
- L 348.909722 172.131454
- L 348.909722 171.043786
- L 349.272278 170.68123
- L 349.272278 164.880335
- L 349.634834 164.517779
- L 349.634834 162.705
- L 349.99739 162.342444
- L 349.99739 161.979888
- L 352.716559 159.260718
- L 353.079115 159.260718
- L 353.441671 158.898162
- L 353.804227 158.898162
- L 355.254451 157.447939
- L 355.617007 157.447939
- L 356.342118 156.722827
- L 356.704674 156.722827
- L 357.429786 155.997715
- L 358.154898 155.997715
- L 358.517454 155.635159
- L 358.88001 155.635159
- L 359.242566 155.272603
- L 359.605122 155.272603
- L 359.967678 154.910047
- L 359.967678 154.910047
- " style="fill:none;stroke:#000000;stroke-width:0.5;"/>
- </g>
- </g>
- <g id="axes_38">
- <g clip-path="url(#p4025f7da45)">
- <image height="39.6" id="image965ae9ee92" 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(#p4025f7da45)" d="M 403.950473 150.19682
- L 405.763253 150.19682
- L 406.125809 150.559376
- L 409.751368 150.559376
- L 410.113924 150.921932
- L 410.47648 150.921932
- L 410.839036 151.284488
- L 411.201592 151.284488
- L 411.926704 152.0096
- L 412.28926 152.0096
- L 412.651816 152.372156
- L 413.014372 152.372156
- L 414.283317 153.641101
- L 414.283317 154.003657
- L 415.370985 155.091325
- L 415.370985 155.453881
- L 415.733541 155.816437
- L 415.733541 156.178993
- L 416.096097 156.541549
- L 416.096097 156.904105
- L 416.458653 157.266661
- L 416.458653 157.629217
- L 416.821209 157.991773
- L 416.821209 158.354329
- L 417.183765 158.716884
- L 417.183765 159.07944
- L 417.546321 159.441996
- L 417.546321 159.804552
- L 417.908877 160.167108
- L 417.908877 160.89222
- L 418.271433 161.254776
- L 418.271433 161.979888
- L 418.633988 162.342444
- L 418.633988 164.155223
- L 418.996544 164.517779
- L 418.996544 165.242891
- L 419.3591 165.605447
- L 419.3591 167.418227
- L 419.721656 167.780783
- L 419.721656 171.406342
- L 419.3591 171.768898
- L 419.3591 172.856566
- L 418.996544 173.219122
- L 418.996544 173.944233
- L 418.633988 174.306789
- L 418.633988 175.031901
- L 418.271433 175.394457
- L 418.271433 175.757013
- L 417.908877 176.119569
- L 417.908877 176.482125
- L 417.546321 176.844681
- L 417.546321 177.207237
- L 417.183765 177.569793
- L 417.183765 177.932349
- L 416.096097 179.020016
- L 416.096097 179.382572
- L 414.645873 180.832796
- L 414.645873 181.195352
- L 413.014372 182.826854
- L 412.651816 182.826854
- L 411.926704 183.551966
- L 411.564148 183.551966
- L 410.839036 184.277077
- L 410.47648 184.277077
- L 410.113924 184.639633
- L 409.388812 184.639633
- L 409.026256 185.002189
- L 407.576033 185.002189
- L 407.213477 184.639633
- L 404.675585 184.639633
- L 404.313029 185.002189
- L 403.225362 185.002189
- L 402.862806 184.639633
- L 401.775138 184.639633
- L 401.412582 184.277077
- L 401.050026 184.277077
- L 400.68747 183.914521
- L 400.324914 183.914521
- L 399.962358 183.551966
- L 399.599802 183.551966
- L 398.512134 182.464298
- L 398.149579 182.464298
- L 396.336799 180.651518
- L 395.974243 180.651518
- L 395.792965 180.47024
- L 395.792965 180.107684
- L 395.067853 179.382572
- L 395.067853 179.020016
- L 394.342741 178.294905
- L 394.342741 177.932349
- L 393.617629 177.207237
- L 393.617629 176.844681
- L 393.255073 176.482125
- L 393.255073 176.119569
- L 392.892518 175.757013
- L 392.892518 173.581677
- L 392.529962 173.219122
- L 392.529962 171.768898
- L 392.167406 171.406342
- L 392.167406 169.956118
- L 392.529962 169.593562
- L 392.529962 165.242891
- L 392.892518 164.880335
- L 392.892518 163.792667
- L 393.255073 163.430112
- L 393.255073 161.254776
- L 393.617629 160.89222
- L 393.617629 160.529664
- L 393.980185 160.167108
- L 393.980185 159.804552
- L 394.342741 159.441996
- L 394.342741 159.07944
- L 394.705297 158.716884
- L 394.705297 158.354329
- L 395.067853 157.991773
- L 395.067853 157.629217
- L 395.430409 157.266661
- L 395.430409 156.541549
- L 395.792965 156.178993
- L 395.792965 155.816437
- L 396.880633 154.728769
- L 396.880633 154.366213
- L 397.968301 153.278546
- L 397.968301 152.91599
- L 398.87469 152.0096
- L 399.237246 152.0096
- L 399.599802 151.647044
- L 399.962358 151.647044
- L 400.324914 151.284488
- L 400.68747 151.284488
- L 401.050026 150.921932
- L 401.775138 150.921932
- L 402.137694 150.559376
- L 403.587917 150.559376
- L 403.950473 150.19682
- L 403.950473 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(#pded234ce03)" d="M 432.524642 161.758545
- L 433.291912 161.476255
- L 434.059181 159.459583
- L 434.826451 161.366133
- L 435.59372 160.897207
- L 436.36099 162.071994
- L 437.128259 161.640743
- L 437.895529 160.998006
- L 438.662798 161.350244
- L 439.430068 162.415893
- L 440.197337 160.938143
- L 440.964607 162.695679
- L 441.731876 161.997461
- L 442.499146 162.415454
- L 443.266415 161.525538
- L 444.033685 162.633006
- L 444.800954 161.536312
- L 445.568224 163.101576
- L 446.335493 161.065132
- L 447.102763 162.993613
- L 447.870033 161.303427
- L 448.637302 163.291818
- L 449.404572 161.34881
- L 450.171841 162.265797
- L 450.939111 160.840432
- L 451.70638 161.159401
- L 452.47365 160.128369
- L 453.240919 155.330611
- L 454.008189 155.478225
- L 454.775458 155.137966
- L 455.542728 156.462055
- L 456.309997 159.986008
- L 457.077267 160.524051
- L 457.844536 160.394121
- L 458.611806 161.746455
- L 459.379075 161.246248
- L 460.146345 161.857731
- L 460.913614 162.640827
- L 461.680884 161.414453
- L 462.448153 163.166586
- L 463.215423 162.015379
- L 463.982693 163.339331
- L 464.749962 161.934485
- L 465.517232 161.84243
- L 467.051771 162.762695
- L 467.81904 162.800429
- L 468.58631 161.16154
- L 469.353579 161.524283
- L 470.120849 162.074325
- L 470.888118 160.82678
- L 471.655388 161.202926
- L 472.422657 162.572961
- L 473.189927 162.16669
- L 473.957196 162.939556
- L 474.724466 161.179144
- L 475.491735 162.445125
- L 476.259005 162.49704
- L 477.026274 161.586487
- L 477.793544 162.562488
- L 479.328083 161.306946
- L 480.095352 161.389289
- L 480.862622 162.089653
- L 481.629892 160.513769
- L 482.397161 161.700556
- L 483.164431 161.834212
- L 483.9317 161.479083
- L 484.69897 160.948076
- L 485.466239 160.236429
- L 486.233509 162.05698
- L 487.000778 160.014635
- L 487.768048 161.239315
- L 488.535317 160.414274
- L 489.302587 162.227845
- L 490.069856 161.051343
- L 490.837126 161.314021
- L 491.604395 159.491596
- L 492.371665 160.958991
- L 493.138934 160.766639
- L 493.906204 161.247401
- L 494.673473 160.009563
- L 495.440743 161.259815
- L 496.208012 160.422998
- L 497.742552 160.670506
- L 498.509821 157.376612
- L 499.277091 158.221712
- L 500.04436 159.986327
- L 500.81163 157.41819
- L 501.578899 160.057829
- L 502.346169 157.110309
- L 503.113438 161.236003
- L 503.880708 154.782357
- L 504.647977 159.680477
- L 505.415247 160.456265
- L 506.182516 161.635894
- L 506.949786 155.522219
- L 507.717055 163.841895
- L 508.484325 164.179638
- L 509.251594 160.761021
- L 510.018864 162.918973
- L 510.786133 160.869047
- L 511.553403 162.338887
- L 512.320672 160.510624
- L 513.087942 161.067296
- L 513.855211 159.332439
- L 514.622481 156.857862
- L 515.389751 158.666691
- L 516.15702 159.336478
- L 516.92429 158.409902
- L 517.691559 159.159268
- L 518.458829 157.552634
- L 519.226098 159.784193
- L 519.993368 153.473354
- L 520.760637 155.720764
- L 521.527907 158.891884
- L 522.295176 159.499337
- L 523.062446 156.961934
- L 523.829715 156.783552
- L 524.596985 153.728323
- L 525.364254 156.541925
- L 526.131524 157.393623
- L 526.898793 153.709236
- L 527.666063 158.19484
- L 528.433332 158.879154
- L 529.200602 157.509601
- L 529.967871 157.199495
- L 530.735141 158.64508
- L 531.502411 157.634977
- L 532.26968 157.769732
- L 533.804219 157.15545
- L 534.571489 155.212782
- L 535.338758 151.029079
- L 536.106028 149.84724
- L 536.873297 151.732794
- L 537.640567 154.638765
- L 538.407836 155.054374
- L 539.175106 154.557357
- L 539.942375 154.836759
- L 540.709645 152.949965
- L 541.476914 153.923983
- L 542.244184 151.193786
- L 543.011453 155.649538
- L 543.778723 157.757139
- L 544.545992 158.203323
- L 545.313262 154.76007
- L 546.080531 155.359453
- L 546.847801 157.898034
- L 547.61507 157.052254
- L 548.38234 158.180061
- L 549.14961 156.988476
- L 551.451418 156.873518
- L 552.218688 157.666339
- L 552.985957 152.475207
- L 553.753227 150.903042
- L 554.520496 156.197751
- L 555.287766 152.820149
- L 556.055035 151.710255
- L 556.822305 150.813228
- L 557.589574 150.662107
- L 558.356844 149.079825
- L 559.124113 152.824056
- L 559.891383 153.314065
- L 560.658652 153.192159
- L 561.425922 152.306098
- L 562.193191 151.826123
- L 562.960461 152.304723
- L 563.72773 152.388408
- L 563.72773 152.388408
- " 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(#p22bd90dab0)" d="M 432.524642 173.548385
- L 434.077235 185.677613
- L 435.629827 186.848435
- L 437.182419 185.410939
- L 438.735012 185.713517
- L 440.287604 185.537389
- L 441.840197 186.284866
- L 443.392789 186.602068
- L 444.945382 186.866571
- L 446.497974 187.163278
- L 448.050567 186.821132
- L 449.603159 187.257271
- L 451.155751 187.113611
- L 452.708344 187.268118
- L 454.260936 187.1566
- L 455.813529 187.088169
- L 457.366121 187.240536
- L 458.918714 187.068384
- L 460.471306 187.20997
- L 462.023899 187.269596
- L 463.576491 187.19326
- L 465.129083 187.269139
- L 466.681676 187.218132
- L 468.234268 186.828479
- L 469.786861 187.101193
- L 471.339453 187.106968
- L 472.892046 187.269875
- L 474.444638 187.209165
- L 475.997231 187.232741
- L 477.549823 187.185608
- L 479.102415 187.133941
- L 480.655008 187.178001
- L 482.2076 187.233438
- L 483.760193 187.242655
- L 485.312785 187.272682
- L 486.865378 187.215657
- L 488.41797 187.169313
- L 489.970563 187.23656
- L 491.523155 187.249445
- L 493.075747 187.160631
- L 494.62834 187.16277
- L 496.180932 187.225767
- L 497.733525 187.220481
- L 499.286117 187.236766
- L 500.83871 187.212696
- L 502.391302 187.246049
- L 503.943895 187.249294
- L 505.496487 187.161886
- L 507.049079 187.158318
- L 508.601672 187.24437
- L 510.154264 187.093481
- L 511.706857 187.177751
- L 513.259449 187.257519
- L 514.812042 187.200498
- L 516.364634 187.250548
- L 517.917227 187.256768
- L 519.469819 187.272589
- L 521.022412 187.24014
- L 522.575004 187.17773
- L 524.127596 187.261129
- L 525.680189 187.187855
- L 527.232781 187.255188
- L 528.785374 187.269466
- L 530.337966 187.215063
- L 531.890559 187.212382
- L 533.443151 187.262403
- L 534.995744 187.133132
- L 536.548336 187.275488
- L 538.100928 187.270356
- L 539.653521 187.274524
- L 541.206113 187.273844
- L 542.758706 187.211999
- L 544.311298 187.235992
- L 545.863891 187.245805
- L 547.416483 187.128472
- L 548.969076 187.238222
- L 550.521668 187.229328
- L 552.07426 187.237897
- L 553.626853 187.14719
- L 555.179445 187.231129
- L 556.732038 187.235429
- L 558.28463 187.180414
- L 559.837223 187.201245
- L 561.389815 187.219973
- L 562.942408 187.175189
- L 564.495 187.272701
- " style="fill:none;stroke:#ff0000;stroke-linecap:round;"/>
- </g>
- </g>
- <g id="axes_41">
- <g clip-path="url(#pb5f948cb06)">
- <image height="27.6" id="image566b173861" 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="-201.879886"/>
- </g>
- <g id="LineCollection_25">
- <path clip-path="url(#pb5f948cb06)" d="M 37.849348 204.659773
- L 39.060085 204.659773
- L 39.362769 204.962457
- L 39.665454 204.962457
- L 39.968138 205.265141
- L 40.876191 205.265141
- L 41.178875 205.567825
- L 42.086928 205.567825
- L 42.389612 205.87051
- L 42.692297 205.87051
- L 42.994981 206.173194
- L 43.297665 206.173194
- L 43.600349 206.475878
- L 43.903034 206.475878
- L 44.205718 206.778563
- L 44.811087 206.778563
- L 45.113771 207.081247
- L 45.416455 207.081247
- L 46.324508 207.9893
- L 46.627193 207.9893
- L 48.897325 210.259432
- L 48.897325 210.562117
- L 49.502693 211.167485
- L 49.502693 211.470169
- L 50.108062 212.075538
- L 50.108062 212.378222
- L 50.713431 212.983591
- L 50.713431 213.58896
- L 51.016115 213.891644
- L 51.016115 214.194328
- L 51.318799 214.497013
- L 51.318799 214.799697
- L 51.621484 215.102381
- L 51.621484 215.70775
- L 51.924168 216.010434
- L 51.924168 216.918487
- L 51.621484 217.221171
- L 51.621484 217.82654
- L 49.502693 219.94533
- L 49.502693 220.248014
- L 49.048667 220.702041
- L 48.745983 220.702041
- L 48.140614 221.307409
- L 46.627193 221.307409
- L 46.324508 221.610094
- L 46.021824 221.610094
- L 45.71914 221.912778
- L 44.508402 221.912778
- L 44.35706 222.06412
- L 44.35706 222.366805
- L 44.054376 222.669489
- L 44.054376 223.274857
- L 43.751692 223.577542
- L 43.751692 223.880226
- L 42.086928 225.54499
- L 40.270822 225.54499
- L 39.968138 225.847674
- L 38.454716 225.847674
- L 38.152032 225.54499
- L 37.546663 225.54499
- L 37.243979 225.242305
- L 36.941295 225.54499
- L 36.63861 225.242305
- L 32.40103 225.242305
- L 32.098346 225.54499
- L 30.28224 225.54499
- L 29.979556 225.242305
- L 27.255397 225.242305
- L 26.952713 224.939621
- L 24.833922 224.939621
- L 24.68258 224.788279
- L 24.985265 224.485595
- L 24.985265 222.972173
- L 24.68258 222.669489
- L 24.68258 222.06412
- L 24.077212 221.458752
- L 24.077212 221.156067
- L 23.774527 220.853383
- L 23.774527 220.550699
- L 23.471843 220.248014
- L 23.471843 219.94533
- L 23.169159 219.642646
- L 23.169159 219.339961
- L 22.866474 219.037277
- L 22.866474 216.918487
- L 23.169159 216.615803
- L 23.169159 216.010434
- L 23.471843 215.70775
- L 23.471843 215.405065
- L 23.774527 215.102381
- L 23.774527 214.799697
- L 24.379896 214.194328
- L 24.379896 213.891644
- L 24.68258 213.58896
- L 24.68258 212.983591
- L 24.985265 212.680907
- L 24.985265 212.378222
- L 25.287949 212.075538
- L 25.287949 211.772854
- L 25.590633 211.470169
- L 25.590633 211.167485
- L 25.893318 210.864801
- L 25.893318 210.562117
- L 26.196002 210.259432
- L 26.196002 209.956748
- L 28.466134 207.686616
- L 28.768818 207.686616
- L 29.374187 207.081247
- L 29.676871 207.081247
- L 29.979556 206.778563
- L 30.28224 206.778563
- L 30.584924 206.475878
- L 30.887609 206.475878
- L 31.190293 206.173194
- L 31.492977 206.173194
- L 32.098346 205.567825
- L 32.40103 205.567825
- L 32.703714 205.265141
- L 36.941295 205.265141
- L 37.243979 204.962457
- L 37.546663 204.962457
- L 37.849348 204.659773
- L 37.849348 204.659773
- " style="fill:none;stroke:#000000;stroke-width:0.5;"/>
- </g>
- <g id="text_65">
- <!-- C9 [noise]: Tot. var. expl. 3.6% -->
- <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-33"/>
- <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_42">
- <g clip-path="url(#p1c03d79438)">
- <image height="33.12" id="image90cc65cfe6" 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(#p1c03d79438)" d="M 77.661087 202.474458
- L 79.473867 202.474458
- L 79.836423 202.837014
- L 80.198979 202.837014
- L 80.561534 203.19957
- L 84.54965 203.19957
- L 85.274762 203.924682
- L 85.637317 203.924682
- L 85.999873 204.287238
- L 86.362429 204.287238
- L 86.724985 204.649794
- L 87.450097 204.649794
- L 88.900321 206.100018
- L 89.262877 206.100018
- L 89.987989 206.82513
- L 90.350545 206.82513
- L 91.61949 208.094075
- L 91.61949 208.456631
- L 92.344602 209.181743
- L 92.344602 209.544299
- L 92.707158 209.906855
- L 92.707158 210.269411
- L 93.069714 210.631967
- L 93.069714 211.357079
- L 93.43227 211.719635
- L 93.43227 212.444746
- L 93.794826 212.807302
- L 93.794826 214.982638
- L 94.157382 215.345194
- L 94.157382 218.245641
- L 93.794826 218.608197
- L 93.794826 218.970753
- L 93.43227 219.333309
- L 93.43227 219.695865
- L 93.069714 220.058421
- L 93.069714 220.420977
- L 91.982046 221.508645
- L 91.982046 221.871201
- L 91.256934 222.596312
- L 91.256934 223.68398
- L 90.894378 224.046536
- L 90.894378 224.409092
- L 90.531823 224.771648
- L 90.531823 226.584428
- L 89.987989 227.128262
- L 89.262877 227.128262
- L 88.900321 227.490817
- L 85.637317 227.490817
- L 85.274762 227.128262
- L 78.023643 227.128262
- L 77.661087 227.490817
- L 77.298531 227.128262
- L 76.573419 227.853373
- L 75.848307 227.853373
- L 75.485751 227.490817
- L 74.76064 227.490817
- L 74.398084 227.128262
- L 73.310416 227.128262
- L 72.94786 227.490817
- L 71.13508 227.490817
- L 70.409968 226.765706
- L 70.047413 226.765706
- L 69.866135 226.584428
- L 69.866135 224.771648
- L 68.778467 223.68398
- L 68.778467 223.321424
- L 68.415911 222.958868
- L 68.415911 222.596312
- L 68.053355 222.233756
- L 68.053355 221.871201
- L 67.690799 221.508645
- L 67.690799 221.146089
- L 67.328243 220.783533
- L 67.328243 220.420977
- L 66.603131 219.695865
- L 66.603131 218.608197
- L 66.965687 218.245641
- L 66.965687 212.444746
- L 67.328243 212.082191
- L 67.328243 210.269411
- L 67.690799 209.906855
- L 67.690799 209.544299
- L 70.409968 206.82513
- L 70.772524 206.82513
- L 71.13508 206.462574
- L 71.497636 206.462574
- L 72.94786 205.01235
- L 73.310416 205.01235
- L 74.035528 204.287238
- L 74.398084 204.287238
- L 75.123196 203.562126
- L 75.848307 203.562126
- L 76.210863 203.19957
- L 76.573419 203.19957
- L 76.935975 202.837014
- L 77.298531 202.837014
- L 77.661087 202.474458
- L 77.661087 202.474458
- " style="fill:none;stroke:#000000;stroke-width:0.5;"/>
- </g>
- </g>
- <g id="axes_43">
- <g clip-path="url(#pa0a7a7da07)">
- <image height="39.6" id="imagedbb6bfe570" 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(#pa0a7a7da07)" d="M 121.643883 197.761231
- L 123.456662 197.761231
- L 123.819218 198.123787
- L 127.444778 198.123787
- L 127.807334 198.486343
- L 128.169889 198.486343
- L 128.532445 198.848899
- L 128.895001 198.848899
- L 129.620113 199.574011
- L 129.982669 199.574011
- L 130.345225 199.936567
- L 130.707781 199.936567
- L 131.976727 201.205513
- L 131.976727 201.568069
- L 133.064394 202.655736
- L 133.064394 203.018292
- L 133.42695 203.380848
- L 133.42695 203.743404
- L 133.789506 204.10596
- L 133.789506 204.468516
- L 134.152062 204.831072
- L 134.152062 205.193628
- L 134.514618 205.556184
- L 134.514618 205.91874
- L 134.877174 206.281296
- L 134.877174 206.643852
- L 135.23973 207.006408
- L 135.23973 207.368963
- L 135.602286 207.731519
- L 135.602286 208.456631
- L 135.964842 208.819187
- L 135.964842 209.544299
- L 136.327398 209.906855
- L 136.327398 211.719635
- L 136.689954 212.082191
- L 136.689954 212.807302
- L 137.05251 213.169858
- L 137.05251 214.982638
- L 137.415066 215.345194
- L 137.415066 218.970753
- L 137.05251 219.333309
- L 137.05251 220.420977
- L 136.689954 220.783533
- L 136.689954 221.508645
- L 136.327398 221.871201
- L 136.327398 222.596312
- L 135.964842 222.958868
- L 135.964842 223.321424
- L 135.602286 223.68398
- L 135.602286 224.046536
- L 135.23973 224.409092
- L 135.23973 224.771648
- L 134.877174 225.134204
- L 134.877174 225.49676
- L 133.789506 226.584428
- L 133.789506 226.946984
- L 132.339283 228.397207
- L 132.339283 228.759763
- L 130.707781 230.391265
- L 130.345225 230.391265
- L 129.620113 231.116377
- L 129.257557 231.116377
- L 128.532445 231.841489
- L 128.169889 231.841489
- L 127.807334 232.204045
- L 127.082222 232.204045
- L 126.719666 232.5666
- L 125.269442 232.5666
- L 124.906886 232.204045
- L 122.368995 232.204045
- L 122.006439 232.5666
- L 120.918771 232.5666
- L 120.556215 232.204045
- L 119.468547 232.204045
- L 119.105991 231.841489
- L 118.743435 231.841489
- L 118.380879 231.478933
- L 118.018323 231.478933
- L 117.655768 231.116377
- L 117.293212 231.116377
- L 116.205544 230.028709
- L 115.842988 230.028709
- L 114.030208 228.215929
- L 113.667652 228.215929
- L 113.486374 228.034651
- L 113.486374 227.672095
- L 112.761262 226.946984
- L 112.761262 226.584428
- L 112.036151 225.859316
- L 112.036151 225.49676
- L 111.311039 224.771648
- L 111.311039 224.409092
- L 110.948483 224.046536
- L 110.948483 223.68398
- L 110.585927 223.321424
- L 110.585927 221.146089
- L 110.223371 220.783533
- L 110.223371 219.333309
- L 109.860815 218.970753
- L 109.860815 217.520529
- L 110.223371 217.157973
- L 110.223371 212.807302
- L 110.585927 212.444746
- L 110.585927 211.357079
- L 110.948483 210.994523
- L 110.948483 208.819187
- L 111.311039 208.456631
- L 111.311039 208.094075
- L 111.673595 207.731519
- L 111.673595 207.368963
- L 112.036151 207.006408
- L 112.036151 206.643852
- L 112.398707 206.281296
- L 112.398707 205.91874
- L 112.761262 205.556184
- L 112.761262 205.193628
- L 113.123818 204.831072
- L 113.123818 204.10596
- L 113.486374 203.743404
- L 113.486374 203.380848
- L 114.574042 202.29318
- L 114.574042 201.930625
- L 115.66171 200.842957
- L 115.66171 200.480401
- L 116.5681 199.574011
- L 116.930656 199.574011
- L 117.293212 199.211455
- L 117.655768 199.211455
- L 118.018323 198.848899
- L 118.380879 198.848899
- L 118.743435 198.486343
- L 119.468547 198.486343
- L 119.831103 198.123787
- L 121.281327 198.123787
- L 121.643883 197.761231
- L 121.643883 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(#p609e3da179)" d="M 150.218051 201.75169
- L 150.985321 200.754791
- L 151.75259 202.498561
- L 152.51986 201.375855
- L 153.28713 202.56422
- L 154.054399 201.877882
- L 154.821669 202.292678
- L 155.588938 201.294865
- L 156.356208 201.378543
- L 157.123477 200.550399
- L 157.890747 200.542532
- L 158.658016 200.361048
- L 159.425286 200.335369
- L 160.192555 200.691908
- L 160.959825 200.169381
- L 161.727094 200.08539
- L 162.494364 200.628819
- L 163.261633 199.893488
- L 164.028903 201.340951
- L 164.796172 200.232446
- L 165.563442 200.665593
- L 166.330711 200.418586
- L 167.097981 201.075228
- L 167.86525 200.338521
- L 168.63252 200.005829
- L 169.39979 200.762182
- L 170.167059 200.423482
- L 170.934329 202.712947
- L 172.468868 203.083945
- L 173.236137 203.456284
- L 174.003407 201.171487
- L 174.770676 200.68416
- L 175.537946 200.841363
- L 176.305215 200.554916
- L 177.072485 199.621377
- L 177.839754 198.902895
- L 178.607024 199.40663
- L 179.374293 200.619848
- L 180.141563 200.087228
- L 180.908832 200.322186
- L 181.676102 199.367623
- L 183.97791 199.206049
- L 184.74518 199.877628
- L 186.279719 199.806072
- L 187.046989 199.00745
- L 187.814258 199.828769
- L 188.581528 199.287012
- L 189.348797 200.213657
- L 190.116067 199.634342
- L 190.883336 200.149057
- L 191.650606 199.850812
- L 192.417875 200.168265
- L 193.185145 199.688094
- L 193.952414 199.920404
- L 194.719684 199.765712
- L 195.486953 199.445288
- L 196.254223 199.872421
- L 197.021492 199.478414
- L 197.788762 199.282872
- L 198.556031 199.212679
- L 199.323301 198.636023
- L 200.09057 199.468327
- L 200.85784 199.239149
- L 201.625109 199.19459
- L 202.392379 198.327538
- L 203.159649 199.392442
- L 203.926918 198.604449
- L 204.694188 199.372151
- L 205.461457 198.938474
- L 206.228727 199.769906
- L 206.995996 198.631232
- L 208.530535 199.235389
- L 209.297805 200.109423
- L 210.065074 198.168002
- L 210.832344 198.898428
- L 211.599613 198.49923
- L 213.134152 199.858438
- L 213.901422 199.820268
- L 214.668691 199.492841
- L 215.435961 199.323125
- L 216.20323 199.331571
- L 216.9705 198.439703
- L 217.737769 198.201037
- L 218.505039 198.869776
- L 219.272309 198.011688
- L 220.039578 198.705733
- L 220.806848 198.46078
- L 221.574117 198.949344
- L 222.341387 198.55359
- L 223.108656 198.421204
- L 223.875926 198.124273
- L 224.643195 199.056452
- L 225.410465 198.935313
- L 226.177734 199.694285
- L 226.945004 198.770824
- L 227.712273 198.465103
- L 228.479543 199.319327
- L 229.246812 199.280875
- L 230.014082 197.856293
- L 231.548621 197.762708
- L 232.31589 198.997266
- L 233.08316 197.729945
- L 233.850429 198.385512
- L 235.384968 197.943786
- L 236.152238 197.591178
- L 236.919508 197.012352
- L 237.686777 197.907027
- L 238.454047 197.450901
- L 239.221316 197.717676
- L 239.988586 196.644236
- L 240.755855 197.811259
- L 241.523125 197.719688
- L 242.290394 198.383715
- L 243.057664 198.036672
- L 243.824933 198.742608
- L 244.592203 198.7684
- L 245.359472 199.502159
- L 246.126742 198.933357
- L 246.894011 201.953464
- L 247.661281 201.298283
- L 248.42855 201.936378
- L 249.19582 201.524413
- L 249.963089 201.37981
- L 250.730359 201.384091
- L 252.264898 202.489996
- L 253.799437 205.629681
- L 254.566707 207.632166
- L 255.333976 205.515321
- L 256.101246 206.270957
- L 256.868515 205.268705
- L 257.635785 206.926317
- L 258.403054 206.598245
- L 259.937593 207.96403
- L 260.704863 207.414377
- L 261.472132 207.908649
- L 262.239402 208.843197
- L 263.006671 209.165281
- L 263.773941 208.800606
- L 264.54121 207.967957
- L 265.30848 211.12697
- L 266.075749 210.947911
- L 266.843019 210.938781
- L 267.610288 211.245374
- L 268.377558 210.970307
- L 269.144827 211.315339
- L 269.912097 211.398099
- L 270.679367 210.468255
- L 271.446636 210.505494
- L 272.213906 211.589304
- L 272.981175 211.744049
- L 274.515714 211.538604
- L 275.282984 210.792845
- L 276.050253 210.618644
- L 276.817523 211.361602
- L 278.352062 211.056188
- L 279.119331 211.429993
- L 279.886601 211.40412
- L 280.65387 211.128565
- L 281.42114 210.262693
- L 281.42114 210.262693
- " 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(#p82f1f43273)" d="M 150.218051 221.112797
- L 151.770644 228.544974
- L 153.323236 232.798243
- L 154.875829 234.561758
- L 156.428421 234.433637
- L 157.981014 234.593137
- L 159.533606 234.838714
- L 161.086199 234.800428
- L 162.638791 234.798589
- L 164.191383 234.757329
- L 165.743976 234.761678
- L 167.296568 234.771216
- L 168.849161 234.812026
- L 170.401753 234.830765
- L 171.954346 234.794087
- L 173.506938 234.743184
- L 175.059531 234.807662
- L 176.612123 234.833545
- L 178.164715 234.834781
- L 179.717308 234.752709
- L 181.2699 234.761588
- L 182.822493 234.802459
- L 184.375085 234.839126
- L 185.927678 234.823407
- L 187.48027 234.818714
- L 189.032863 234.833212
- L 190.585455 234.839586
- L 192.138047 234.821816
- L 193.69064 234.822873
- L 195.243232 234.831424
- L 196.795825 234.836543
- L 198.348417 234.830715
- L 199.90101 234.82712
- L 201.453602 234.827871
- L 203.006195 234.807998
- L 204.558787 234.824807
- L 206.11138 234.833763
- L 207.663972 234.833694
- L 209.216564 234.837333
- L 210.769157 234.832512
- L 212.321749 234.835977
- L 213.874342 234.837217
- L 215.426934 234.819918
- L 216.979527 234.821709
- L 218.532119 234.838861
- L 220.084712 234.835049
- L 221.637304 234.839617
- L 223.189896 234.838571
- L 224.742489 234.833085
- L 226.295081 234.835234
- L 227.847674 234.828969
- L 229.400266 234.839517
- L 230.952859 234.836482
- L 232.505451 234.836584
- L 234.058044 234.837295
- L 235.610636 234.834184
- L 237.163228 234.837669
- L 238.715821 234.831804
- L 240.268413 234.82836
- L 241.821006 234.835232
- L 243.373598 234.83402
- L 244.926191 234.831252
- L 246.478783 234.839878
- L 248.031376 234.839318
- L 249.583968 234.836395
- L 251.13656 234.83743
- L 252.689153 234.83053
- L 254.241745 234.8386
- L 255.794338 234.83904
- L 257.34693 234.830205
- L 258.899523 234.839899
- L 260.452115 234.831504
- L 262.004708 234.816279
- L 263.5573 234.837882
- L 265.109892 234.837272
- L 266.662485 234.83955
- L 268.215077 234.834586
- L 269.76767 234.838443
- L 271.320262 234.835063
- L 272.872855 234.835296
- L 274.425447 234.837552
- L 275.97804 234.839259
- L 277.530632 234.834102
- L 279.083224 234.826548
- L 280.635817 234.818353
- L 282.188409 234.839806
- " style="fill:none;stroke:#ff0000;stroke-linecap:round;"/>
- </g>
- </g>
- <g id="axes_46">
- <g clip-path="url(#p2bd53eddca)">
- <image height="27.6" id="image14be9bf986" 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(#p2bd53eddca)" d="M 320.155938 204.659773
- L 321.366676 204.659773
- L 321.66936 204.962457
- L 321.972044 204.962457
- L 322.274728 205.265141
- L 323.182781 205.265141
- L 323.485466 205.567825
- L 324.393519 205.567825
- L 324.696203 205.87051
- L 324.998887 205.87051
- L 325.301572 206.173194
- L 325.604256 206.173194
- L 325.90694 206.475878
- L 326.209624 206.475878
- L 326.512309 206.778563
- L 327.117677 206.778563
- L 327.420362 207.081247
- L 327.723046 207.081247
- L 328.631099 207.9893
- L 328.933783 207.9893
- L 331.203916 210.259432
- L 331.203916 210.562117
- L 331.809284 211.167485
- L 331.809284 211.470169
- L 332.414653 212.075538
- L 332.414653 212.378222
- L 333.020021 212.983591
- L 333.020021 213.58896
- L 333.322706 213.891644
- L 333.322706 214.194328
- L 333.62539 214.497013
- L 333.62539 214.799697
- L 333.928074 215.102381
- L 333.928074 215.70775
- L 334.230759 216.010434
- L 334.230759 216.918487
- L 333.928074 217.221171
- L 333.928074 217.82654
- L 331.809284 219.94533
- L 331.809284 220.248014
- L 331.355258 220.702041
- L 331.052573 220.702041
- L 330.447205 221.307409
- L 328.933783 221.307409
- L 328.631099 221.610094
- L 328.328415 221.610094
- L 328.02573 221.912778
- L 326.814993 221.912778
- L 326.663651 222.06412
- L 326.663651 222.366805
- L 326.360967 222.669489
- L 326.360967 223.274857
- L 326.058282 223.577542
- L 326.058282 223.880226
- L 324.393519 225.54499
- L 322.577413 225.54499
- L 322.274728 225.847674
- L 320.761307 225.847674
- L 320.458623 225.54499
- L 319.853254 225.54499
- L 319.55057 225.242305
- L 319.247885 225.54499
- L 318.945201 225.242305
- L 314.707621 225.242305
- L 314.404936 225.54499
- L 312.588831 225.54499
- L 312.286146 225.242305
- L 309.561988 225.242305
- L 309.259303 224.939621
- L 307.140513 224.939621
- L 306.989171 224.788279
- L 307.291855 224.485595
- L 307.291855 222.972173
- L 306.989171 222.669489
- L 306.989171 222.06412
- L 306.383802 221.458752
- L 306.383802 221.156067
- L 306.081118 220.853383
- L 306.081118 220.550699
- L 305.778434 220.248014
- L 305.778434 219.94533
- L 305.475749 219.642646
- L 305.475749 219.339961
- L 305.173065 219.037277
- L 305.173065 216.918487
- L 305.475749 216.615803
- L 305.475749 216.010434
- L 305.778434 215.70775
- L 305.778434 215.405065
- L 306.081118 215.102381
- L 306.081118 214.799697
- L 306.686487 214.194328
- L 306.686487 213.891644
- L 306.989171 213.58896
- L 306.989171 212.983591
- L 307.291855 212.680907
- L 307.291855 212.378222
- L 307.59454 212.075538
- L 307.59454 211.772854
- L 307.897224 211.470169
- L 307.897224 211.167485
- L 308.199908 210.864801
- L 308.199908 210.562117
- L 308.502592 210.259432
- L 308.502592 209.956748
- L 310.772725 207.686616
- L 311.075409 207.686616
- L 311.680778 207.081247
- L 311.983462 207.081247
- L 312.286146 206.778563
- L 312.588831 206.778563
- L 312.891515 206.475878
- L 313.194199 206.475878
- L 313.496884 206.173194
- L 313.799568 206.173194
- L 314.404936 205.567825
- L 314.707621 205.567825
- L 315.010305 205.265141
- L 319.247885 205.265141
- L 319.55057 204.962457
- L 319.853254 204.962457
- L 320.155938 204.659773
- L 320.155938 204.659773
- " style="fill:none;stroke:#000000;stroke-width:0.5;"/>
- </g>
- <g id="text_73">
- <!-- C10 [noise]: Tot. var. expl. 3.1% -->
- <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-33"/>
- <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_47">
- <g clip-path="url(#p7adba553a5)">
- <image height="33.12" id="imagea7dc5e47b6" 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(#p7adba553a5)" d="M 359.967678 202.474458
- L 361.780457 202.474458
- L 362.143013 202.837014
- L 362.505569 202.837014
- L 362.868125 203.19957
- L 366.85624 203.19957
- L 367.581352 203.924682
- L 367.943908 203.924682
- L 368.306464 204.287238
- L 368.66902 204.287238
- L 369.031576 204.649794
- L 369.756688 204.649794
- L 371.206911 206.100018
- L 371.569467 206.100018
- L 372.294579 206.82513
- L 372.657135 206.82513
- L 373.926081 208.094075
- L 373.926081 208.456631
- L 374.651193 209.181743
- L 374.651193 209.544299
- L 375.013749 209.906855
- L 375.013749 210.269411
- L 375.376305 210.631967
- L 375.376305 211.357079
- L 375.738861 211.719635
- L 375.738861 212.444746
- L 376.101417 212.807302
- L 376.101417 214.982638
- L 376.463972 215.345194
- L 376.463972 218.245641
- L 376.101417 218.608197
- L 376.101417 218.970753
- L 375.738861 219.333309
- L 375.738861 219.695865
- L 375.376305 220.058421
- L 375.376305 220.420977
- L 374.288637 221.508645
- L 374.288637 221.871201
- L 373.563525 222.596312
- L 373.563525 223.68398
- L 373.200969 224.046536
- L 373.200969 224.409092
- L 372.838413 224.771648
- L 372.838413 226.584428
- L 372.294579 227.128262
- L 371.569467 227.128262
- L 371.206911 227.490817
- L 367.943908 227.490817
- L 367.581352 227.128262
- L 360.330234 227.128262
- L 359.967678 227.490817
- L 359.605122 227.128262
- L 358.88001 227.853373
- L 358.154898 227.853373
- L 357.792342 227.490817
- L 357.06723 227.490817
- L 356.704674 227.128262
- L 355.617007 227.128262
- L 355.254451 227.490817
- L 353.441671 227.490817
- L 352.716559 226.765706
- L 352.354003 226.765706
- L 352.172725 226.584428
- L 352.172725 224.771648
- L 351.085057 223.68398
- L 351.085057 223.321424
- L 350.722502 222.958868
- L 350.722502 222.596312
- L 350.359946 222.233756
- L 350.359946 221.871201
- L 349.99739 221.508645
- L 349.99739 221.146089
- L 349.634834 220.783533
- L 349.634834 220.420977
- L 348.909722 219.695865
- L 348.909722 218.608197
- L 349.272278 218.245641
- L 349.272278 212.444746
- L 349.634834 212.082191
- L 349.634834 210.269411
- L 349.99739 209.906855
- L 349.99739 209.544299
- L 352.716559 206.82513
- L 353.079115 206.82513
- L 353.441671 206.462574
- L 353.804227 206.462574
- L 355.254451 205.01235
- L 355.617007 205.01235
- L 356.342118 204.287238
- L 356.704674 204.287238
- L 357.429786 203.562126
- L 358.154898 203.562126
- L 358.517454 203.19957
- L 358.88001 203.19957
- L 359.242566 202.837014
- L 359.605122 202.837014
- L 359.967678 202.474458
- L 359.967678 202.474458
- " style="fill:none;stroke:#000000;stroke-width:0.5;"/>
- </g>
- </g>
- <g id="axes_48">
- <g clip-path="url(#pb0808f3da3)">
- <image height="39.6" id="imageef4d9f2a8c" 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(#pb0808f3da3)" d="M 403.950473 197.761231
- L 405.763253 197.761231
- L 406.125809 198.123787
- L 409.751368 198.123787
- L 410.113924 198.486343
- L 410.47648 198.486343
- L 410.839036 198.848899
- L 411.201592 198.848899
- L 411.926704 199.574011
- L 412.28926 199.574011
- L 412.651816 199.936567
- L 413.014372 199.936567
- L 414.283317 201.205513
- L 414.283317 201.568069
- L 415.370985 202.655736
- L 415.370985 203.018292
- L 415.733541 203.380848
- L 415.733541 203.743404
- L 416.096097 204.10596
- L 416.096097 204.468516
- L 416.458653 204.831072
- L 416.458653 205.193628
- L 416.821209 205.556184
- L 416.821209 205.91874
- L 417.183765 206.281296
- L 417.183765 206.643852
- L 417.546321 207.006408
- L 417.546321 207.368963
- L 417.908877 207.731519
- L 417.908877 208.456631
- L 418.271433 208.819187
- L 418.271433 209.544299
- L 418.633988 209.906855
- L 418.633988 211.719635
- L 418.996544 212.082191
- L 418.996544 212.807302
- L 419.3591 213.169858
- L 419.3591 214.982638
- L 419.721656 215.345194
- L 419.721656 218.970753
- L 419.3591 219.333309
- L 419.3591 220.420977
- L 418.996544 220.783533
- L 418.996544 221.508645
- L 418.633988 221.871201
- L 418.633988 222.596312
- L 418.271433 222.958868
- L 418.271433 223.321424
- L 417.908877 223.68398
- L 417.908877 224.046536
- L 417.546321 224.409092
- L 417.546321 224.771648
- L 417.183765 225.134204
- L 417.183765 225.49676
- L 416.096097 226.584428
- L 416.096097 226.946984
- L 414.645873 228.397207
- L 414.645873 228.759763
- L 413.014372 230.391265
- L 412.651816 230.391265
- L 411.926704 231.116377
- L 411.564148 231.116377
- L 410.839036 231.841489
- L 410.47648 231.841489
- L 410.113924 232.204045
- L 409.388812 232.204045
- L 409.026256 232.5666
- L 407.576033 232.5666
- L 407.213477 232.204045
- L 404.675585 232.204045
- L 404.313029 232.5666
- L 403.225362 232.5666
- L 402.862806 232.204045
- L 401.775138 232.204045
- L 401.412582 231.841489
- L 401.050026 231.841489
- L 400.68747 231.478933
- L 400.324914 231.478933
- L 399.962358 231.116377
- L 399.599802 231.116377
- L 398.512134 230.028709
- L 398.149579 230.028709
- L 396.336799 228.215929
- L 395.974243 228.215929
- L 395.792965 228.034651
- L 395.792965 227.672095
- L 395.067853 226.946984
- L 395.067853 226.584428
- L 394.342741 225.859316
- L 394.342741 225.49676
- L 393.617629 224.771648
- L 393.617629 224.409092
- L 393.255073 224.046536
- L 393.255073 223.68398
- L 392.892518 223.321424
- L 392.892518 221.146089
- L 392.529962 220.783533
- L 392.529962 219.333309
- L 392.167406 218.970753
- L 392.167406 217.520529
- L 392.529962 217.157973
- L 392.529962 212.807302
- L 392.892518 212.444746
- L 392.892518 211.357079
- L 393.255073 210.994523
- L 393.255073 208.819187
- L 393.617629 208.456631
- L 393.617629 208.094075
- L 393.980185 207.731519
- L 393.980185 207.368963
- L 394.342741 207.006408
- L 394.342741 206.643852
- L 394.705297 206.281296
- L 394.705297 205.91874
- L 395.067853 205.556184
- L 395.067853 205.193628
- L 395.430409 204.831072
- L 395.430409 204.10596
- L 395.792965 203.743404
- L 395.792965 203.380848
- L 396.880633 202.29318
- L 396.880633 201.930625
- L 397.968301 200.842957
- L 397.968301 200.480401
- L 398.87469 199.574011
- L 399.237246 199.574011
- L 399.599802 199.211455
- L 399.962358 199.211455
- L 400.324914 198.848899
- L 400.68747 198.848899
- L 401.050026 198.486343
- L 401.775138 198.486343
- L 402.137694 198.123787
- L 403.587917 198.123787
- L 403.950473 197.761231
- L 403.950473 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(#p9b6f2bc4fe)" d="M 432.524642 205.211886
- L 433.291912 203.245725
- L 434.059181 205.049151
- L 434.826451 204.82012
- L 435.59372 207.116816
- L 437.128259 209.195694
- L 437.895529 207.848803
- L 438.662798 210.523114
- L 439.430068 209.385747
- L 440.197337 210.796939
- L 440.964607 209.417298
- L 442.499146 211.074649
- L 443.266415 210.29572
- L 444.033685 211.436663
- L 444.800954 210.288725
- L 445.568224 209.916998
- L 446.335493 208.567027
- L 447.102763 208.610993
- L 448.637302 209.495601
- L 449.404572 208.099295
- L 450.171841 209.9696
- L 450.939111 210.068893
- L 451.70638 209.869029
- L 452.47365 208.879834
- L 453.240919 201.059713
- L 454.008189 202.36884
- L 454.775458 201.292657
- L 455.542728 205.114355
- L 456.309997 210.427975
- L 457.844536 206.435789
- L 458.611806 210.02703
- L 459.379075 208.545462
- L 460.146345 211.056086
- L 460.913614 209.286763
- L 461.680884 208.322039
- L 462.448153 208.99786
- L 463.215423 208.887362
- L 463.982693 210.234319
- L 464.749962 209.355145
- L 466.284501 207.31451
- L 467.051771 208.204382
- L 467.81904 206.608245
- L 468.58631 207.910319
- L 469.353579 206.534648
- L 470.120849 207.244665
- L 470.888118 207.126658
- L 471.655388 208.05262
- L 472.422657 207.413349
- L 473.189927 208.214946
- L 473.957196 208.674889
- L 474.724466 207.899568
- L 475.491735 209.575717
- L 476.259005 208.204302
- L 477.026274 207.220843
- L 477.793544 208.015037
- L 478.560813 207.494782
- L 479.328083 208.306967
- L 480.095352 208.823433
- L 480.862622 208.22195
- L 481.629892 208.639129
- L 482.397161 209.402339
- L 483.164431 206.746093
- L 483.9317 209.140916
- L 484.69897 206.372939
- L 485.466239 208.451467
- L 486.233509 207.092197
- L 488.535317 207.376885
- L 489.302587 208.627204
- L 490.069856 207.474715
- L 490.837126 209.505821
- L 491.604395 205.398317
- L 492.371665 207.962334
- L 493.138934 209.637511
- L 493.906204 207.3261
- L 494.673473 210.034423
- L 495.440743 207.891506
- L 496.208012 207.565431
- L 496.975282 208.925407
- L 497.742552 207.849045
- L 498.509821 204.85096
- L 499.277091 204.048128
- L 500.04436 205.658739
- L 500.81163 205.5651
- L 501.578899 204.815692
- L 502.346169 205.89245
- L 503.113438 204.923852
- L 503.880708 202.408244
- L 504.647977 208.119389
- L 505.415247 209.088594
- L 506.182516 210.722393
- L 506.949786 204.823012
- L 507.717055 205.847548
- L 508.484325 209.857343
- L 509.251594 206.698894
- L 510.018864 207.801375
- L 510.786133 208.474254
- L 511.553403 207.630005
- L 512.320672 209.284763
- L 513.087942 207.028303
- L 513.855211 206.197941
- L 514.622481 198.954429
- L 515.389751 203.346585
- L 516.15702 203.095533
- L 516.92429 202.550754
- L 517.691559 202.301117
- L 518.458829 203.980472
- L 519.226098 202.999063
- L 519.993368 199.257022
- L 520.760637 203.737542
- L 521.527907 211.744049
- L 522.295176 208.546267
- L 523.062446 201.169956
- L 523.829715 202.576578
- L 524.596985 196.644236
- L 525.364254 203.850776
- L 526.131524 203.198847
- L 526.898793 197.225489
- L 527.666063 204.455752
- L 528.433332 204.44764
- L 529.200602 202.134707
- L 529.967871 202.583059
- L 530.735141 204.687766
- L 531.502411 203.707735
- L 532.26968 203.645507
- L 533.03695 202.5113
- L 533.804219 204.216652
- L 534.571489 201.075438
- L 535.338758 201.923855
- L 536.106028 201.625487
- L 536.873297 202.169173
- L 537.640567 201.222789
- L 539.942375 199.825618
- L 540.709645 199.849129
- L 541.476914 200.65738
- L 542.244184 199.440972
- L 543.011453 203.447655
- L 543.778723 205.102429
- L 544.545992 206.288734
- L 545.313262 204.439707
- L 546.080531 204.407752
- L 546.847801 207.016344
- L 547.61507 206.061091
- L 548.38234 206.085863
- L 549.14961 204.784645
- L 549.916879 204.99992
- L 550.684149 205.348846
- L 551.451418 204.296147
- L 552.218688 204.707484
- L 552.985957 202.238527
- L 553.753227 202.962133
- L 554.520496 205.084748
- L 555.287766 201.722686
- L 556.055035 200.492219
- L 556.822305 200.066922
- L 557.589574 200.239183
- L 558.356844 200.617887
- L 559.124113 209.02059
- L 559.891383 206.405889
- L 560.658652 203.135864
- L 561.425922 202.109127
- L 562.193191 202.415938
- L 562.960461 203.40927
- L 563.72773 202.719487
- L 563.72773 202.719487
- " 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(#p47f25cab8f)" d="M 432.524642 221.112797
- L 434.077235 233.385263
- L 435.629827 234.662152
- L 437.182419 233.641818
- L 438.735012 233.96922
- L 440.287604 232.927514
- L 441.840197 234.520213
- L 443.392789 234.080541
- L 444.945382 234.324593
- L 446.497974 234.427793
- L 448.050567 233.776233
- L 449.603159 234.797909
- L 451.155751 234.528504
- L 452.708344 234.725308
- L 454.260936 234.662109
- L 455.813529 234.780005
- L 457.366121 233.877612
- L 458.918714 234.623036
- L 460.471306 234.788554
- L 462.023899 234.806807
- L 463.576491 234.766838
- L 465.129083 234.56078
- L 466.681676 234.822421
- L 468.234268 234.401656
- L 469.786861 234.493957
- L 471.339453 234.671549
- L 472.892046 234.741476
- L 474.444638 234.453657
- L 475.997231 234.830694
- L 477.549823 234.773559
- L 479.102415 234.777399
- L 480.655008 234.045253
- L 482.2076 234.799099
- L 483.760193 234.485072
- L 485.312785 234.696115
- L 486.865378 234.703716
- L 488.41797 234.799334
- L 489.970563 234.768107
- L 491.523155 234.806521
- L 493.075747 234.691383
- L 494.62834 234.685751
- L 496.180932 234.536001
- L 497.733525 234.713318
- L 499.286117 234.839899
- L 500.83871 234.821783
- L 502.391302 234.680573
- L 503.943895 234.813384
- L 505.496487 234.765453
- L 507.049079 234.769802
- L 508.601672 234.838008
- L 510.154264 234.534839
- L 511.706857 234.645825
- L 513.259449 234.810166
- L 514.812042 234.808191
- L 516.364634 234.664425
- L 517.917227 234.773734
- L 519.469819 234.830405
- L 521.022412 234.827154
- L 522.575004 234.733064
- L 524.127596 234.668137
- L 525.680189 234.683391
- L 527.232781 234.838103
- L 528.785374 234.625363
- L 530.337966 234.808762
- L 531.890559 234.781064
- L 533.443151 234.772967
- L 534.995744 234.757998
- L 536.548336 234.545051
- L 538.100928 234.667972
- L 539.653521 234.798078
- L 541.206113 234.829537
- L 542.758706 234.797066
- L 544.311298 234.809391
- L 545.863891 234.839658
- L 547.416483 234.741437
- L 548.969076 234.667573
- L 550.521668 234.794761
- L 552.07426 234.826126
- L 553.626853 234.641332
- L 555.179445 234.834608
- L 556.732038 234.740535
- L 558.28463 234.804315
- L 559.837223 234.822431
- L 561.389815 234.790236
- L 562.942408 234.823587
- L 564.495 234.796682
- " style="fill:none;stroke:#ff0000;stroke-linecap:round;"/>
- </g>
- </g>
- <g id="axes_51">
- <g clip-path="url(#pbc288120cc)">
- <image height="27.6" id="image763c73e8eb" transform="scale(1 -1)translate(0 -27.6)" width="33.12" x="20.445" xlink:href="data:image/png;base64,
- iVBORw0KGgoAAAANSUhEUgAAAIoAAABzCAYAAABHGpq1AAAABHNCSVQICAgIfAhkiAAAIABJREFUeJztnX1sXNeV2H830jzSHJYzRHZIgQw0I8SkBLoJVaxEJopjBo3lIHEjBxvbwTqIsoCzRnez6wIxamwRVMAGzS7qRRao07SIuv4jCpIghreNFSSLSNmidBM5kr1YjdoQoqStScEi+NFYwympkDN2bv8457x7H+04I4my5MUcQCLf5Xv33Xfvuef7nOu8b3ra0IbfAO+42QNow9sD2ojShpagjShtaAnaiNKGlqCNKG1oCdqI0oaWoI0obWgJ2ojShpagjShtaAnaiNKGlqCNKG1oCdqI0oaWoI0obWgJ2ojShpZg680ewNsLfsYj3Ek1atmp/77IqzdpTG8NuLdFPMrlHPwNUANWte0KUAYS4KHmJr6spj+LPMJWOoEn+RYAHXyaxmngNGCvnAA//Chf5kkAtgEP8wgwDxQBeJQj9PP2RqY262lDS/CWU5SvbeB2ncDDjMLimbCZl/SnXeeBGYSKFLWtAVTA5Tw+56StCMwilOaK3re7D1iDxbpc54De7bByEZb1ngLQ/Qwv8kkq2lT6C2AI2KvPWP8vAEeAS9LkBx2MQscfyjTuQljR0zyoVwDzHOIw/cDn36ZUZdNkFPdftgo57ooaE2AAmXDAD/bz+XT1O/VnBeiXxbDFbRJYDGSRZI+2lcAteWm3LhNgVJ+1508twmB0fQJYvgj3bxgna4T/gecRRCoBIzp+HA4vfamg4ooeX3I0Tsn1mSU4UwE38jRjir8nGeVLPMhBnqamU/52Y0ObSlHcn27Auy5kovN6vQ/6BmUtj/GgNnYinP0sMClN5+qy+HN6yyyyOJWo77uBvh5YqcOL2jaj7yoBU9EYKgREqSIUawL4RBKN4c+ANX7CYwB8cBcy0I8CD8ldftXhrnj4K+DH+uiEjsWuc/rcEELZgL5uWKAf+BRhgzwI7ObtApur9XQRFreJLHaeQGWKsJiD4yUou6cBGEfQ5EkmAnuYRSY8H/Vb0v6WorZcXa6NEuX0X0yN0Gfmot+t75WGtHXvQmjJMnfyA2lbvVe+IY+wOaDQ66XNqBoItTmPIKmNfUnblBItjkD/jgUWvAtCcDIJPIogz60PbWG2DS3B5lKUvYSdO6M/Y3nhPEIZTsBF3VkXy7B9DGpMMtknbbP7Vbi1vhqIfHI7cEHbbKfHrK2IUBqjSNYWyzElHWch6qt8BnqPcJAq33xP9D2rCHXQ++pG1fIIywGhEFUCVSvpc7MEYXkZFvMIq1xVqpmcBX6E8Kf3cavD5iJKicAa8shiPU9YJLODLJNqDTTh4hB8c4J0cd1AFV9x2X5ziCA5KE0eJ33lCJpQUfufisaRQxDOrvfovyUCggHuchW+EH1LXu85QUD0io6lRCp/pKxsT3Q9S5Yd1YAucPct43vHtbEA7OTL3Pm2EGw3F1FyhMmZI+yyhdfk5w+A5S0i7NnCzSILO4UIjgAl6HeehT6b1DXKVGElPOeKnp5BWKaDICCuQbMhC2PIaWOxxTYKUwJ3XuX4KiKMnpB2QITRKW3fqI0ZYgI9O4AdUDeVoKbPXAr3kCMI5wOqHrm7gI+wDPxfXYbfuoURpi2jtKEl2FyKcoUMOScHHASqW+S6CRTUHjGoW3AZkTUiK7zPO6CHoA/PM0sZujvp754GZFMXAbeynj6XdMN6zskf7FFjDXZt7KkRjbNJ0HBUU2Gv3hOzsSn9xkHwZWGNznuSiEuSR9TlWENT9uhLsdazBkxzgD0p8fstbl3YNETpZ6tMrPHuMoIEOeBj2jYA1MDNevGXgLBqNZT5PTrjRv6Zj95QA4ospC8QVHH5yVTobTS1OU+W9VQQQRiEpagK7Yd0sfNe3jkTvXuEIERbXzkdL4g9BXlXwwRn9Jk88LsEYbmByFbJGGK3RT6Yae7kKS7wMLc6bBqiFIHFQcKOOY8s4F7wXYoApsXsAXe3TnTwwYmwCiQumOEMpinA5YuBYiVrQA3vCqmAC4BHKIaNowtZdNNSkj64vCgI0d0DQE8v1LuQtTNEOY8gcIkgk5QQROsiQ5ESBw27bpIKymNqTysge2ackxk0eYxDfIuHGU97+hm3qga0aYgyDnQOwowuWr0JvungGWTSDfYgHtePCfIUej3bEHwx87mxFZtUad8FvaeDkSxZy/w1hY3GNjP82UImnYJsSUK/6q/1l5Dd30UQXE1TOk9W/c5pn2rU7UkEqWt63WhoX6fhlCHw7yoyeTire2YeeIyzfJrgef4Ud3L7LSrQtoXZNrQE101RvqVdHOEQQjoX5A8fOis/a6R+l9d+AluMuugurQ9AvSI7c1n9Pwd4mm0EpfdJDgH9wG7ojuUWoz2RocbkonJ02wDQbX6dnZAIDVs0KrOEqLMxC7P22HhXQvrPQ6L3jgPHG6SCq19yuJqHowTqtgqNj8nPun739KCNv2weLpaBJ5hMv+ev+SRPIKzr2E2mNNeJKGf5NCf19xoyq7aQFfjQPAzUUzK9pUHqBXZzKqOo0Wxth/UBR3mcgzzBtPa0ky9RBOXw1r8hyBr4xdBXCVnwWPsCOKVYUTqu8slwlk2ZVdeeayIIFiOcvWMgBBAc4wD9yVEW1W7i5nwwBJqcVNPrAfDd/dK2sohLZA626/zMAk/wDUxFq/FJ5hEZ+xFdqsfhprCn60SUw/C6wEBdyJVzghQ24ZAKlG7Uh0ksyi4kD/Rt18Zt1Ai2u3lg/ZKTXWt99W0D1qBxMbvgCa93Hi5Hf19CEKl8juFeaZoZg8Y5/Xsz+jmgYzZi1AUMQTIMVQ5o4wK7UBM9iCe7hoQxWF97RIbeBtBQpJ4Cv+xwBc9FFZZ93gkSJ3cB8DCPc5gnqCHGfoDDHJLvPvcXMPwZAB7nCKeBY/xvAgpvLlwHonwdqMLic3JZAlwPfC/yAN9OECZBFqgA7IdEJ3+dDtC54/JF+dn7LEeZoKBEef2cC2EDqeo8ChQpJ9PMa1+7gZOMw+ipIEAnhIVG378KzMF0b0GblmlUdJz2nHmliwTkVCQRf6/pZNOi6c/opVGTPeDH+nWkEmRwEoJQrS4CP+tEPQdhfzPAiM5prwxpnlhk/zp8b1HGNly1FnYB9/BPOcZTet9n2UxoC7NtaAmug6JMA2ezpPpSXSgJyO6okY3fMC/ujBrHAIqNYPcwofFKHXLPsbyquqTt7kJ0T+ObQs95MjW6pruudz+MqYi40tDYFf1bSfpytcjoB0KxzhO+x7zAFgsDEnLpAffH3MNhQD63E6hvjEEaAqM6Ve/AfQYoBqG62YBEZRq1L7mCxxddmMPmc5yzyD+lRC5ZwA+4DDutezjVhM8kcCgy3n2Jl8lao64drinCrcxWLjZMU1FTJWtwupGNLHsRcbSZoW1A2/eDG9HXFlRGmSPrkOsiKwxa1L31ZfaO2BRvMlEtetaMbYnJPxXc5Ul4NurrRUJIgRnXhuRZfykyuw8A+4APjJF1iRcZV9G7Bkwzyj1UUwQ+zAR4ZScmO/1Yby6B2xctwSVSVulXHS7ng9wF+BEn7Gk2PMKEhmQmBULUXAeigZru+FOuB66Jolx8CbgiRjU3Iqjtk34YWEytqzwL1NRMrsjzy2m4bQcqTGpnq/qRxWhBjM8bFRgixOPaTpolCK1z0XMW4xr15ZZ8anonkbGTRM9dIhsph777dgQRl6Nna8DKqXBf93ZYOcdJlPqpUHusFjmAzL8Ue9Qt5KKLNDjcfcfDDwke8s/6YFk2vLRQztOICo783Y86RW5FyN0JnGsExPwA1wVXhSj9dvvzyMSrkw+gY8cCnX3gp3SCTui/QdJA5tuqyIeXCc63OUI8h+0SU6FVyOvrhQXuARZg4IzcUyMIf7aQysLcQBS3knf4mu5MdMwNhDrcp899FLGmXiJQlFGEEk0QFDtb5Nlo/NSygVF2n/mJ0O/r7oPiYuhjJHy7e0HHNqDP2OL+EKFge6O+LZRDY3QAQZolgkANUGjIuK3tfA5+79rzn9rCbBtagquiKGZUYoYQaa5yxTbgoifshjlwK7P4mXIIELobURsHXZBHVIh1JS+yCoiwmQu2FtmY68A49M1IY7Ue2E4c0N0Ud74rRbt0RiPiUGqTKK+3HZ9sB9ZwlxcCVSuoXaOJ7GoI0XOxDNSoZ0IkUoNdiRBU3p0Au6CvAkVlW5fAdXmRVWwcFp4QOyH3KFuxbzyPjHGCMNYXEAoWC73LXoReG1sB+HkO7rg2qtIyopTZmmZTWGLU9r5sIEAm+msAWNqOa/pAlnWS3d0+IIpZLfNEnmH5Z2byae4B+nmUwzxppqepOjwD8y8Fe1se2KYxJH5CEaPo8XMutY/4miJpBUh69MltQD++d5xCr1ia64vgql6QcU94gR/rgNMN0ZoA5sA3XBh7ARhMZCLMuOYb4GCUk1QT5dWD9dfbhszIdyC6HkRYuM3hiwiLPE9AYB1HxtN9XjSqnn8VvnAesbecvAbLbsuI0gkhpqMCY31wkgcZRdIuZpDAId6v93wO8RxPEuIyluRZKuA12sflfMq3nSlgGm9r33yQY1FKjyrBU/DaS0HuBd3AV5BJe14b3082ueyKXifbSd/gT4FLgArLXqlaTlXoOL9oFVxeA6VOaFsN3KBPY1tGuz2dyKLMGlKs1IHnqCYuRU5X88EksNGVYEhnJoYlhGpA2KzFoC35slJHi+cF6XsO6moCuG83HOErHOQxQnDwX9IqXAVFAbNyk1MLKDtTWamum8eExp4HZKDMENiRfoxfculE+z0Rm7AFUbvHoq7jdCLoUQOcF6ejLzi27IR3m/YAQT2eJROz6kYlmy/tuwisXGS0W2h31Y3qQIuhrxyiTeScaE2g5nVCJL590wgpzlWZ4EEmZX4sT8moZgJuYDmMY4RM3hA1hKIYd7hCCALXJLdfnoLb3hX9DUSYryGLpOPyIw43FLS9IzwK7OQIjxMk3N8G/o5WoC3MtqElaJmivA84biphAs6fZLuD+mVtMyFMd0P9Mvj7nQhsxovzhB1jPPeC2FocPuwQyPx+qiT/euLY1PtlHEyRkuNfrkDyCmyJqEmyA9YpS2I6wOWLjPcKewiRZTsRmjWTjd0tCuUztlIe9KwBC4WICjb1PmfyzhpPcxCoBVZq31IRIxog0XXDRQrDs2EO5xBqaDy3rM9GVusEmcNU3YegihcJ9qIc+MFxwkTPi+CdfIbUnuDPwFRrAm7LiHIP8PVu+X3Ry/svxjo/0NenfwPh5wUviBFrAg0VMHPRqs9FCeAgkz/nMgIjA1Afgj61Wrq9qr08EwTV2yDErOpkr3uXTd9I4GRvBztZT5v6eTr9fT2v40oSeEktzcqOZnNOBpAnyDxL4KZ8KvD63p3ALO7ydNggJkhdIghUy3WgznIjMsc3yAj/vugEMy6E79nST9CoUgcp2fwmnUOSs+JWMVgFhifpV3VpAaeC3bMEo9IbQ8uI8nmCMZhVQgCzTVhBLr0blevuGly+iKtEmG+8ukSQR0yYi309Szphsae1C3zSQRpT6s7iyguyg8zKaxM3QIi6nyOLKDmg1GBbEjS2xRVkUYvA8H5tnYXmuSyizyE+mliOWCIgJyCOrHMhsd7eWVQV3ZDHjJWxrNFUDcrU3niO7Nv26XOWYAfBWHmJMGdNoFTPqoRNcI3ZVD50OS8xzRSAX/Bm0JZR2tASXJV6nHpnr5D1i0DAeK8mdg1M9s1g2HJNLzsr70KMh/FWCLvNdqP1WVYjHdsJ5KOG7y1nzdtGlQZJ1XR3xWe1lFHwrkyBwM7nuzVEMW8vB9gGpXMZuYvz+l2xF3tjBBzIri6QUjXfcCn7jLMOyCPt9t1L+s+uTQuKtKpUsylF48oj5vqpaM4mEEpj321+pdWIxVt02HDlDT4iCy0jytcQ9gOwuErw5upE+e6yvDn2+FbICqm6+K4rMrhpEntPL6kK64a8kFFz75fM/lDEGMYEVeaBc0NROoj1WSEIlxZDq1ix3QHMc7ThNM8GDnCS6h22rrYd5oNtIk7k0twLX9Cx4gN7A1htCAu54oKKbnG3USKaW5V58XkX+j8BnIf5lfC6d+bIJrx3ybt8l8OVfXjuhwiyWFrKKMGmZGAsczQaVx7uocoxHtHG/8QbQcuIsodXOcnvyEdyVCZj2QUz9U8JZbFsUCV100fpGq7pg2MOUld7HDXhb1dtSXeDy3mGEQvtAY4Bgi7zILMZu9yHUOOZ9JgMQsN4OkIZd7LOdNLPuMb7nkxNoUUys7ghHiVN14jiNH1edmjqfjAt5TyhuE4N2d2VSFup6n26vwCYgr9bD3gzCHS9BLctk5XDlBJ581B/B/7hZRneOyOvPMejeTHKHcft9taYYJ1jPA58hDeDq/L1PKp+bdnh+oFmMTTSZ4iTICpsF1m1t4xMorEexfjObtT0rWmiy9m+xJ50TPxJCj0OevqIPLnWX4OdvRIfsk4ZuqFDsWmagwiKVTiZIkUnEuXfSZCCp7NJZPZNEEzoCr4UmfAtN8hCAdDfy/o368sCo+IdX4T8QkahYhUYekUpC8iYisAU/EKjzzWig73AB4/ofaMEimjvy2uHo2od7b6LScbRrCzeDNrCbBtagmsKXHJNL5QkH5E/86jG+ba3I3nHkb7vSxpMPKMNc0DF8Fmis3q6tWiN7j6PhCC61RA2SBHoUxnvjmDs4lKDjl4fmRQ6gRrrCLmdYIECcJQJRpX1rCEmt6McBEs/8edC4rpRATOVx8Haxmoqem0J70OkAuhrL8EWDVryOzp0/A0xFKqcAMBqNr7bXrUEjGi6VHEhxEE9q/f9TTScZ34lP/f8PewHtr1L/zCCUDUrPgQwoEFO3fMEivLGLOiqEOVJ9Tp+tbk1uLnNUWgk0fR2S4vYEG1Gov4Ty+tparBTF6n1dJmdlAenmW0oEpo0b+GKIPRZUyAKKukVgeKgfLIhyjjTGTFgDSkr2MEkjYiNrTmAKjQirQ2yVS4tlDOOvnuBrA1oSq/NQw1sqSKrfxoYaIT5Ok9GEP7lStYHadmsltlK1G0cFXopGoJNvwXTjb4s1++rIZu2SOBty6iQP48UO/z1cG3B1U0d/aRaXwH/WY3ltC96Ub+qSrZ+7Ky2mwBqq3geGDMT2G5mmdDgaaCwGKhJ5ACsvwTzO6IiNk4Qx0r3QbC1Wc91H/pI1NKc4c5xpFpMSQx6++QNd2iPQ+eCMGFzY7EhGzMMJ8nkM3EBmbPonSWCOG1y82kCUowi++8CYaqnEITaR4g8aLAhVGcFPjiDRPMNSdtO5zWE4zfDNSGKH3wVd2IrfCOMzE14/PAolHRHWoijxaNCqqq6hs+41l3JvLum+8wjUyRLmKrYZsGF1I1+MS+uA8imPmlCK/VLOoZY2CxJSU9bEKuwspMq031RaIAJpZHgyr5FCUCyFPqkU1buUkSJLKJ/KnqugWyeWLA3VlYLnxRztQHtxhQkEEN7iSzyWBhLHGUwgBA7248lCNWthsI7vsIxdgH3/oYYlbYw24aW4Jrzev7fA/BP/iXBl5TAQaoc6VVSNnBcfAt5jTADoTD7EKw29bii7TuSkCmoUpxrKM2/gOzIhKylUb3Qi8oiFrrLQCcTadYyQk0ukCnw06cs57gF01t0WA5cXrMKihErjQX0JvDAWR5Rofew0SUz8y4h9ospeG0lfE4NyK2I+gvCeba8A375qyAyzJBN0DXjbey6iohBXL43dZ/FfuDYwjCk357WmAPOvR+OdEO1hYi3a0aUbl7l47/Yyvf/Qxi1kDnl+HsRhHiBtAyXH5BcW8qk/NujcZ2nyeboxHKMkf4h3rj+ic10/iIswWTfTvoVWeqDiNvAvNUvAiPgnvEhWsxM5YMEBDaLbC0al1k6V+rMKLKNUmUNmO5WbYYGXBDrqokohigxW+kCbhuA2/JgeG3Kk5mFtnVAcT0E54PoDlakKs7DN+XLxJ2S3lvR6y13ase7oWO3rod3OO+xTJM3g+tKUj/Kq7iPahdFmKSD9JMshO8CIRNur8fvU8SIvahm/bSZbGiqhjHhOPLN7lkiaEK6IiF8IRJPS6QB1jZOV/Ni9jb90rZtQqA8M4SEsN2Eb9rg27HIu/SdWnrJHOw2hHe/g2w17gKC+Hm4TeWWyiuw7R0EiXQE/vkzUHglfLaV2q0RqMUIr6coXUhl9i2f1ob7gbvBXfD448Hl4Xe3Fj973fVRHhiWn88CB1jnqMWczhLllOhPo5txIlSBbC4LhFMs7Hkj+bFwmBBWwyZ/QCo4FYHFOKAqD+zo09ctwM/JFgTsQhbHMgQgCMBFggnATPhNOGbf6RJBjtgK2wUDr8BtJgGOElbTwCLmr5CSkG2rhAoK9r4p+O2YVZfhPVVovByoR4WwlwyP9wFb7iWIBp8Yxi1Oy5zN6NC7PL7FQOu2MNuGlmDTTtfoYCtFYAHl1T9vwIyotv6piAm+H6EGtkuriNzQRbpr3MgGj6yVGL1A1s4xhGyhu/V6LyFn2WjwjP7UXdvTDfVz+k77W0W9wXHIgzH8Jpnsg9cJHJZyGkfJnyAyZiGsy3wv9s4aQUi2+4YQUmCUJ6fzs0qgxlcQ6vUM/M+XpMlusdRogHc/AjwK43fI8p7yOsYi9CkXWLiKtI1NK/b3l8AfLYJ7Vq0SA+D3O/w3QsT9awuwRYvRpAtpkfqlUBXydeJ7HKfxK4vEykGuRxbAJvwCYlDa4GgDUlZXX5bfM17tOUJC27CwKLciyWC+6bKWZaulm1ZVIIPkjJCNWrN75simff4Y6uvQ8y5CTI3FmNiYd/fg9i1LXI8J40sIW9wN+xRRysD2foTNGNt6SDzoaQyR9tszLGd6XC1sGqLsAvb3wXFzrTfB7fcy0bnoxioyMZFcke62OPQvjv+c0X+/+gWhs7wIYwNRbO3z2t8qoR5bjuzxMEvgZzQkMbYOF4Eh8QUBgnRTQt3SVA8zIpagQ8tqrS85QYxK+G5yhFxmEOqyjMSaaPendQo+CIFimX/LnmvUJVRxwGVdynlgBLaoQLJ9BKGqO4YJ8Q8NcGtUjVw16kqVtoMdNXMV1ZnaMkobWoJNoygf5lU+zM8Y/+6dAJz6F+C/7eA74Z4tY2QdhxC0gZicL6lX2k72WkYK473jnRmCAnqmoGUdjvhwekdMkbReGoC7pPJPfM8IEljkxlJxIXX8FQipHlcupuXR15P+7AQMRD9HEGplmpClYZzPuoQGIK3DAghVeoHUHewe8/DnStX2WXaAPjhAxrHKnKSmpIYBJ34t/4I+p3V0n/rELA/fyJTS1mBX6oP88H6XqsivqQdzi6mb5hYFEW41ot8SyVNZwEjyAMGDHDsYAWajojxmeWxEf9d0UndJ73lRJ7hAKvn5+x3seC/jnEyj3Q7ccZQf3WETXwvjsn6Htc0Q3L4n2c5o7yzV4QKMaqqEOWxqMLAQPum2f0bI3dFvyZzw8SJpFaj0G5XdUiSwqB/Ls40cNExeM5ZrSQUAYz3XhCSw6YhS5Gf624dLpEalLbZzVwkeLpvYMqFQTGxW3B3VDVkm7Hrr6zwhhXRG22I+bjaXhOCGhezZPZbzPOjxPKJIIWbSSdAYlppocOh7Uu9vI4w1BzhVJehkDXAry6mzcqHLpQLzbZHl16EGQrPbm2Hyc/rdzxI0uEjOK/d5+Zw4Nse+dTTcxxKMqyzF2PXVq930k9TT8NWH+uBPF4MxC+TQRrOURrG1bslLgLQtQlk1IJvAKkJdzHCF9mkeWkOCJsGgtDGo2HZpgRC8o329NwGo8VwD3DNqTz8P7u4FKY9hfVmgdoyc1l7QzOwKTPcVKHQvhzjgPDCkgVe241X1dpdC8LkfdLg/8GFuRgnR+xFSXLTr2HKtG3P7DmmaXbFMh98H4EEO8/R11KdtC7NtaAlu2AHZo2zljAf/hWhHvoBQgvsIqQZ2Ht+IFrcBoTI/9KQlU88j5PWjZM3bcZSYwSpZj29O+os92K6iu1ZLhn1cucb3jwPf1ufmEJXzD6QWLJBlcXGmoMlU9v6ifqeNNUlwi+uSUmFQ0f4mCUJ7EfgTAvUz+5G9E0SonUEoVFfEmkvw3kGoXtaxnkBYkZUh6Y4NU1cPm856DGZAEGOEkLYwS3Cw2QQYeylrNSQ0GT1iDUCwuMZsZkb7jL1jlpwWpWlmDmwaIdUaUvsI+3mQYyIcWjSbaWJLwB1qhi025J7ZaBynEftNLDyv6nu0iA0PVeTvewlsRevUcYHXxQb03Cu/1k8TZJSK/n1S/xVC8jxDqODfl2XXFaD742wG3DBEWeZVOsa24kqe2UfkgyaB+/4b9HSBv0/V1bIkm8fq7Dag/jzBNA8hmNQWZIkQGmk7cJAgQ0QhC77i0nvcHi/XmmwFwFhVBNk4RGxK3uFHXNZcn5DVvkAW//bo2rzOqQBalGdeIF1Ib8npI6QCqMt5+FiI86uX1bVgmYE2DyaHWZjEQ2i9lcUwj2mJ9f/KZsANQxSQId67ox80doMV+baPT5FOjq9ooZoo/PxcBTlByz56CZlkPdkCCMnjXbz+5NK7A2vzNWV96ivxO0YDVUjtOYscGRvlm0PVOGM1sDbb8WZkGSBrbY4tycYuikSIPhOyHs2u8Yw+tzv06+dcoBjo9+0ha5r/RAJLjVCg2d5pJVF3m/Y1wa/L+rsWaAuzbWgJbihFuZdX4dQifFWuPzNJEBJNj45JubECNVvawQqNOOrMSL4d65YHP2gB0aShXum5yeZ5NaqwckZYSI3Az2eB5hlhAxVtuwL+vAuHeoOwlyLQm4S0iwqhSjeEAyorRGdAL0rB5uYiaCbff39FHntfk0At7gO+A//r7+WyAGzPEdRkkPqxQ2RPELHgrwJYXs7f8iQf3sTjWm4oogAyYWaSntPIsgpZ4dLi+Ix8D0jSeur53Kv3xOHo5hxrQv+gSqDdsK0bqiuR+d/6jlM5i4SCwJBqSn7IBbO7HczUJBye+aI+U26ExTWbxoxe2xgLBONXDZhZFI/xK+GtIwo2AAAHS0lEQVSVAzY/Fb1vCPgovEdDFl5b177+hKwxcgJBxhNR/zbGe2XWNhNJ4K1AlL4mDChDt90ZW0obhB0eVYaunyAghe2qJYKs0XQSMtnlw0leQGcCdI/JUSzaF7nwnJSmqkoF7EJ4Lo3HjWMJzW9jbX+FLE6RcMrJv+sB6gHJ9yBUcg/B/2NaWFPDCoCPvQxbdiDU1WSZJeA/w79fD0P6HZ2reW3LvQzvPIHIZbFAfR6Rbe7dPLkkhhtmR3ljGMT90YLYGEwYtHDGeJGMepiwuQ/ZMQ3CglTk0IY1QjlXumBY83We1mPn5I4KEJx4B/giR+mH04vpc1SQ0hrH1T9j4YejBOHyC/APK1o1YEzbvg7sviv6xtNwuS7ZBxZDMgM8qd9s7GJI+nZNHwLNmw7+HC4qjm/vAP6NjiUOzz9KtoLDJYTa/cfrs5W8GbSF2Ta0BG8xRQFO5XAXfLbsRY1stSDbecYuyoTwSb2nr1toRVwJqojYICwOCeAw9wC7OKhHxgZ71LgUIgZ16HUCZca1tEct6nv6e0oZviAnizSBdxuB+irwwF3co2SnitaEs+Nx0aI63yYY8Owb96rtxO4rqYPQQkKvaE6UGRsB/vAuoIPHOZZmQ37fg3c39pzBGy+jbISxJn5sHPc/tGqA5R+YzQICybcoNbVp+KpL7SiF/Z56A+qRmbtegM4d4bxkgIloQmHDwdsz+jN/jok+TwchnqMTSUt9n40HGc/2OUKiL8iCn36Oqlqci0CtGxqWFwSh+LDVkLG2UfDv3xC9to+U5foXNXovLvNFh9SPmSTYZsZu/GGUbz2iAPBT/vhD8ttXjxOOt0/VSVJvKBB2VFRFYA3CUSw20bmQjG5y3nOLZONfRmBbAh2cZN1SM1bhORWq96txcAZorMBkdzkgrB76kAnCflbGumBn7pQ9Y91yULi1pRUONsIcYngzGCS1CBt4xCCZuhteAiZh/++9tUfcvvWsZwN0sJXGZWQhLRCnShBwIVg+B6IHjxAsoKZqT0DfYFYZaFwmW0VgQur4zxMoy0lGcZerUJMoMZBUHb/qtHqB3tk4EzqfjH7mSDUXN+RJhoUSTa7o4loAUpxZYK4Gou+yqgdxiqEJ1Zqf0/8Bz5/BNQcgXSu0hdk2tAQ3ifUEWOdVvty7lVngu7qb6+bwi9MphoCSHCcL0Dikfz9BoCiXYDEnZVUalik4C+nh1wA5YSuL5zQACDjQXaWnF5bnnGQRAoU7PCQ93MMCx6wYYAL0nQXfkMqVaHn2JZ86IX3OwWXJWKRbK0EN1EPqq43DQig3xPYySqAok4iP67PABx4Ari4XZzPhpiMKwBf148d1OE+MwbnjBK+tkehShACWSno/jKlccWoFQYw+GNPDr09Z1UgV/OxQ7MUBeECfq6GHaBYJNe4b0J8sUwT6I01onQJuaT1oJic0Qs2ssE1gCZatVLq2ucRLvGtR203OaRAE3AGEhZlVuQv4Pz2IaP1tbibcdBnljeAptvK5H5CNDbFo/diUrdrQezU2tQZcXJE232vu6TOwBDv75DPHCeq0aTjzSDGdGnDGrLxGASzHGeBKOGyq8VNtMyupBgj5ZRdqZdlY8+rNXo4SuczQaF5qkNAA93HSOnLsQnwKb15+/K2AtozShpbglqQoBmVlRTVE7+gkmD52IXaO+mIozbXQcKEKQd97AXhQ65fE9pEjPAiscXCDcW2BrHptRQOjWtZs0zE0VJZhRqtPG9XZS4js22HVKnfjLk3CapCx1hsOkn+N6Nc2uiJiLrTrG+O3uRa4JWSUXwezkeD212zNFO37Il/hHh7jeFd09EvSA5U6uO2Yb6dCNqIgFMesZNRokCWycjjTaTXrTg7ocXhWObsTOGNW4xGE/cS51OZIvCx+o9HeSfoGBQ0O2suSfwt8HS4vRrlCN85Xc71wS1OUN4bYgDFPmcPpgk8QEMJsJHZ405McAuAQXwLgR8Apk0dy8Psue0B5DVhQCXVCe7Wy6tnypHCEfozuOL+Md2VgXiyooDLTQSRnyOzEjwNf4vUlpG5NeBsiSoCn2EqVQGU0CY+NB89b8UWQ5ZwFnrMgJ4BB8MkBdnI0ZW1m6p8nHOBoJbzMoAbiLqgREOykOgLc4nI42zKZ0JEUCYnhh679w28CtIXZNrQEb2uKIjDJ43wYyJrlDazG2mx0fRatP6vQMwifIluV0cwcZ4H6cW1sABOhkDEI5YmLR5jA/RHgcHq0idGxv736z7tF4B8BogQ4xFaeRRbY6jF/kccho/cUgG38hIdTOWMN2MMPOMS9mUKRE4hOctFYTxcMD2fTpBuXgVww+vUj6TybHYp4s+EfFaJsLnyXb/FpvkGgRkWCTLIW3flWenFvFrQR5TfA11RgBmEpZiy+lmPr387QFmbb0BK0KUobWoI2RWlDS9BGlDa0BG1EaUNL0EaUNrQEbURpQ0vQRpQ2tARtRGlDS9BGlDa0BG1EaUNL0EaUNrQE/x/r/FZGU4fRHAAAAABJRU5ErkJggg==" y="-249.444297"/>
- </g>
- <g id="LineCollection_31">
- <path clip-path="url(#pbc288120cc)" d="M 37.849348 252.224184
- L 39.060085 252.224184
- L 39.362769 252.526868
- L 39.665454 252.526868
- L 39.968138 252.829552
- L 40.876191 252.829552
- L 41.178875 253.132237
- L 42.086928 253.132237
- L 42.389612 253.434921
- L 42.692297 253.434921
- L 42.994981 253.737605
- L 43.297665 253.737605
- L 43.600349 254.04029
- L 43.903034 254.04029
- L 44.205718 254.342974
- L 44.811087 254.342974
- L 45.113771 254.645658
- L 45.416455 254.645658
- L 46.324508 255.553711
- L 46.627193 255.553711
- L 48.897325 257.823843
- L 48.897325 258.126528
- L 49.502693 258.731896
- L 49.502693 259.034581
- L 50.108062 259.639949
- L 50.108062 259.942634
- L 50.713431 260.548002
- L 50.713431 261.153371
- L 51.016115 261.456055
- L 51.016115 261.758739
- L 51.318799 262.061424
- L 51.318799 262.364108
- L 51.621484 262.666792
- L 51.621484 263.272161
- L 51.924168 263.574845
- L 51.924168 264.482898
- L 51.621484 264.785583
- L 51.621484 265.390951
- L 49.502693 267.509741
- L 49.502693 267.812426
- L 49.048667 268.266452
- L 48.745983 268.266452
- L 48.140614 268.871821
- L 46.627193 268.871821
- L 46.324508 269.174505
- L 46.021824 269.174505
- L 45.71914 269.477189
- L 44.508402 269.477189
- L 44.35706 269.628531
- L 44.35706 269.931216
- L 44.054376 270.2339
- L 44.054376 270.839269
- L 43.751692 271.141953
- L 43.751692 271.444637
- L 42.086928 273.109401
- L 40.270822 273.109401
- L 39.968138 273.412085
- L 38.454716 273.412085
- L 38.152032 273.109401
- L 37.546663 273.109401
- L 37.243979 272.806717
- L 36.941295 273.109401
- L 36.63861 272.806717
- L 32.40103 272.806717
- L 32.098346 273.109401
- L 30.28224 273.109401
- L 29.979556 272.806717
- L 27.255397 272.806717
- L 26.952713 272.504032
- L 24.833922 272.504032
- L 24.68258 272.35269
- L 24.985265 272.050006
- L 24.985265 270.536584
- L 24.68258 270.2339
- L 24.68258 269.628531
- L 24.077212 269.023163
- L 24.077212 268.720479
- L 23.774527 268.417794
- L 23.774527 268.11511
- L 23.471843 267.812426
- L 23.471843 267.509741
- L 23.169159 267.207057
- L 23.169159 266.904373
- L 22.866474 266.601688
- L 22.866474 264.482898
- L 23.169159 264.180214
- L 23.169159 263.574845
- L 23.471843 263.272161
- L 23.471843 262.969477
- L 23.774527 262.666792
- L 23.774527 262.364108
- L 24.379896 261.758739
- L 24.379896 261.456055
- L 24.68258 261.153371
- L 24.68258 260.548002
- L 24.985265 260.245318
- L 24.985265 259.942634
- L 25.287949 259.639949
- L 25.287949 259.337265
- L 25.590633 259.034581
- L 25.590633 258.731896
- L 25.893318 258.429212
- L 25.893318 258.126528
- L 26.196002 257.823843
- L 26.196002 257.521159
- L 28.466134 255.251027
- L 28.768818 255.251027
- L 29.374187 254.645658
- L 29.676871 254.645658
- L 29.979556 254.342974
- L 30.28224 254.342974
- L 30.584924 254.04029
- L 30.887609 254.04029
- L 31.190293 253.737605
- L 31.492977 253.737605
- L 32.098346 253.132237
- L 32.40103 253.132237
- L 32.703714 252.829552
- L 36.941295 252.829552
- L 37.243979 252.526868
- L 37.546663 252.526868
- L 37.849348 252.224184
- L 37.849348 252.224184
- " style="fill:none;stroke:#000000;stroke-width:0.5;"/>
- </g>
- <g id="text_81">
- <!-- C11 [noise]: Tot. var. expl. 2.9% -->
- <g style="fill:#ff0000;" 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-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-39"/>
- <use x="1522.673828" xlink:href="#DejaVuSans-25"/>
- </g>
- </g>
- </g>
- <g id="axes_52">
- <g clip-path="url(#p683d15f16e)">
- <image height="33.12" id="image5b4d6fba2b" 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(#p683d15f16e)" d="M 77.661087 250.03887
- L 79.473867 250.03887
- L 79.836423 250.401426
- L 80.198979 250.401426
- L 80.561534 250.763981
- L 84.54965 250.763981
- L 85.274762 251.489093
- L 85.637317 251.489093
- L 85.999873 251.851649
- L 86.362429 251.851649
- L 86.724985 252.214205
- L 87.450097 252.214205
- L 88.900321 253.664429
- L 89.262877 253.664429
- L 89.987989 254.389541
- L 90.350545 254.389541
- L 91.61949 255.658487
- L 91.61949 256.021042
- L 92.344602 256.746154
- L 92.344602 257.10871
- L 92.707158 257.471266
- L 92.707158 257.833822
- L 93.069714 258.196378
- L 93.069714 258.92149
- L 93.43227 259.284046
- L 93.43227 260.009158
- L 93.794826 260.371714
- L 93.794826 262.547049
- L 94.157382 262.909605
- L 94.157382 265.810052
- L 93.794826 266.172608
- L 93.794826 266.535164
- L 93.43227 266.89772
- L 93.43227 267.260276
- L 93.069714 267.622832
- L 93.069714 267.985388
- L 91.982046 269.073056
- L 91.982046 269.435612
- L 91.256934 270.160724
- L 91.256934 271.248391
- L 90.894378 271.610947
- L 90.894378 271.973503
- L 90.531823 272.336059
- L 90.531823 274.148839
- L 89.987989 274.692673
- L 89.262877 274.692673
- L 88.900321 275.055229
- L 85.637317 275.055229
- L 85.274762 274.692673
- L 78.023643 274.692673
- L 77.661087 275.055229
- L 77.298531 274.692673
- L 76.573419 275.417785
- L 75.848307 275.417785
- L 75.485751 275.055229
- L 74.76064 275.055229
- L 74.398084 274.692673
- L 73.310416 274.692673
- L 72.94786 275.055229
- L 71.13508 275.055229
- L 70.409968 274.330117
- L 70.047413 274.330117
- L 69.866135 274.148839
- L 69.866135 272.336059
- L 68.778467 271.248391
- L 68.778467 270.885835
- L 68.415911 270.52328
- L 68.415911 270.160724
- L 68.053355 269.798168
- L 68.053355 269.435612
- L 67.690799 269.073056
- L 67.690799 268.7105
- L 67.328243 268.347944
- L 67.328243 267.985388
- L 66.603131 267.260276
- L 66.603131 266.172608
- L 66.965687 265.810052
- L 66.965687 260.009158
- L 67.328243 259.646602
- L 67.328243 257.833822
- L 67.690799 257.471266
- L 67.690799 257.10871
- L 70.409968 254.389541
- L 70.772524 254.389541
- L 71.13508 254.026985
- L 71.497636 254.026985
- L 72.94786 252.576761
- L 73.310416 252.576761
- L 74.035528 251.851649
- L 74.398084 251.851649
- L 75.123196 251.126537
- L 75.848307 251.126537
- L 76.210863 250.763981
- L 76.573419 250.763981
- L 76.935975 250.401426
- L 77.298531 250.401426
- L 77.661087 250.03887
- L 77.661087 250.03887
- " style="fill:none;stroke:#000000;stroke-width:0.5;"/>
- </g>
- </g>
- <g id="axes_53">
- <g clip-path="url(#p5b6253b8e7)">
- <image height="39.6" id="image9694777923" 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(#p5b6253b8e7)" d="M 121.643883 245.325643
- L 123.456662 245.325643
- L 123.819218 245.688198
- L 127.444778 245.688198
- L 127.807334 246.050754
- L 128.169889 246.050754
- L 128.532445 246.41331
- L 128.895001 246.41331
- L 129.620113 247.138422
- L 129.982669 247.138422
- L 130.345225 247.500978
- L 130.707781 247.500978
- L 131.976727 248.769924
- L 131.976727 249.13248
- L 133.064394 250.220148
- L 133.064394 250.582704
- L 133.42695 250.945259
- L 133.42695 251.307815
- L 133.789506 251.670371
- L 133.789506 252.032927
- L 134.152062 252.395483
- L 134.152062 252.758039
- L 134.514618 253.120595
- L 134.514618 253.483151
- L 134.877174 253.845707
- L 134.877174 254.208263
- L 135.23973 254.570819
- L 135.23973 254.933375
- L 135.602286 255.295931
- L 135.602286 256.021042
- L 135.964842 256.383598
- L 135.964842 257.10871
- L 136.327398 257.471266
- L 136.327398 259.284046
- L 136.689954 259.646602
- L 136.689954 260.371714
- L 137.05251 260.73427
- L 137.05251 262.547049
- L 137.415066 262.909605
- L 137.415066 266.535164
- L 137.05251 266.89772
- L 137.05251 267.985388
- L 136.689954 268.347944
- L 136.689954 269.073056
- L 136.327398 269.435612
- L 136.327398 270.160724
- L 135.964842 270.52328
- L 135.964842 270.885835
- L 135.602286 271.248391
- L 135.602286 271.610947
- L 135.23973 271.973503
- L 135.23973 272.336059
- L 134.877174 272.698615
- L 134.877174 273.061171
- L 133.789506 274.148839
- L 133.789506 274.511395
- L 132.339283 275.961618
- L 132.339283 276.324174
- L 130.707781 277.955676
- L 130.345225 277.955676
- L 129.620113 278.680788
- L 129.257557 278.680788
- L 128.532445 279.4059
- L 128.169889 279.4059
- L 127.807334 279.768456
- L 127.082222 279.768456
- L 126.719666 280.131012
- L 125.269442 280.131012
- L 124.906886 279.768456
- L 122.368995 279.768456
- L 122.006439 280.131012
- L 120.918771 280.131012
- L 120.556215 279.768456
- L 119.468547 279.768456
- L 119.105991 279.4059
- L 118.743435 279.4059
- L 118.380879 279.043344
- L 118.018323 279.043344
- L 117.655768 278.680788
- L 117.293212 278.680788
- L 116.205544 277.59312
- L 115.842988 277.59312
- L 114.030208 275.780341
- L 113.667652 275.780341
- L 113.486374 275.599063
- L 113.486374 275.236507
- L 112.761262 274.511395
- L 112.761262 274.148839
- L 112.036151 273.423727
- L 112.036151 273.061171
- L 111.311039 272.336059
- L 111.311039 271.973503
- L 110.948483 271.610947
- L 110.948483 271.248391
- L 110.585927 270.885835
- L 110.585927 268.7105
- L 110.223371 268.347944
- L 110.223371 266.89772
- L 109.860815 266.535164
- L 109.860815 265.084941
- L 110.223371 264.722385
- L 110.223371 260.371714
- L 110.585927 260.009158
- L 110.585927 258.92149
- L 110.948483 258.558934
- L 110.948483 256.383598
- L 111.311039 256.021042
- L 111.311039 255.658487
- L 111.673595 255.295931
- L 111.673595 254.933375
- L 112.036151 254.570819
- L 112.036151 254.208263
- L 112.398707 253.845707
- L 112.398707 253.483151
- L 112.761262 253.120595
- L 112.761262 252.758039
- L 113.123818 252.395483
- L 113.123818 251.670371
- L 113.486374 251.307815
- L 113.486374 250.945259
- L 114.574042 249.857592
- L 114.574042 249.495036
- L 115.66171 248.407368
- L 115.66171 248.044812
- L 116.5681 247.138422
- L 116.930656 247.138422
- L 117.293212 246.775866
- L 117.655768 246.775866
- L 118.018323 246.41331
- L 118.380879 246.41331
- L 118.743435 246.050754
- L 119.468547 246.050754
- L 119.831103 245.688198
- L 121.281327 245.688198
- L 121.643883 245.325643
- L 121.643883 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:#ff0000;" 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:#ff0000;" 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:#ff0000;" 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(#pf86a7d0321)" d="M 150.218051 246.572504
- L 150.985321 245.69599
- L 151.75259 246.785638
- L 152.51986 244.87055
- L 153.28713 246.507869
- L 154.821669 244.702121
- L 155.588938 247.254006
- L 156.356208 244.467989
- L 157.123477 246.34171
- L 157.890747 244.208647
- L 158.658016 244.828835
- L 159.425286 245.889936
- L 160.192555 244.677424
- L 160.959825 247.319847
- L 161.727094 244.668013
- L 162.494364 247.948146
- L 163.261633 245.421076
- L 164.028903 250.434837
- L 164.796172 248.51022
- L 165.563442 247.096082
- L 166.330711 246.756569
- L 167.097981 249.069952
- L 167.86525 246.016412
- L 169.39979 247.723932
- L 170.167059 246.741673
- L 170.934329 253.982301
- L 171.701598 253.692226
- L 172.468868 256.176357
- L 173.236137 254.824187
- L 174.003407 253.118782
- L 174.770676 247.663023
- L 175.537946 248.332788
- L 176.305215 246.056894
- L 177.072485 247.868499
- L 177.839754 245.133427
- L 178.607024 248.264799
- L 179.374293 249.748666
- L 180.141563 247.989996
- L 180.908832 249.030399
- L 181.676102 246.769105
- L 182.443371 246.841005
- L 183.210641 247.128319
- L 183.97791 246.535331
- L 185.512449 248.729402
- L 186.279719 248.142806
- L 187.046989 246.688564
- L 187.814258 247.832203
- L 189.348797 248.365344
- L 190.116067 248.252021
- L 190.883336 249.482767
- L 191.650606 247.703782
- L 192.417875 250.235715
- L 193.185145 246.547185
- L 193.952414 249.282251
- L 194.719684 249.607655
- L 195.486953 248.028714
- L 196.254223 250.089426
- L 197.021492 249.47326
- L 197.788762 247.057962
- L 199.323301 248.457964
- L 200.09057 247.59066
- L 200.85784 250.398135
- L 201.625109 248.205839
- L 202.392379 249.392939
- L 203.159649 249.817388
- L 203.926918 248.731853
- L 204.694188 250.267687
- L 205.461457 248.973879
- L 206.228727 249.829441
- L 206.995996 248.743781
- L 207.763266 249.860135
- L 208.530535 248.733201
- L 209.297805 253.192205
- L 210.065074 249.210765
- L 210.832344 248.822953
- L 211.599613 251.281759
- L 212.366883 249.603657
- L 213.134152 251.106361
- L 213.901422 250.623461
- L 214.668691 251.44314
- L 215.435961 250.471124
- L 216.20323 254.232569
- L 216.9705 251.541972
- L 218.505039 251.843041
- L 219.272309 250.975732
- L 220.039578 252.497264
- L 220.806848 251.510336
- L 221.574117 253.910313
- L 222.341387 252.965877
- L 223.108656 250.833512
- L 223.875926 253.361036
- L 224.643195 252.540487
- L 225.410465 259.30846
- L 226.177734 255.888022
- L 226.945004 253.387549
- L 227.712273 256.168793
- L 228.479543 254.568262
- L 229.246812 255.833333
- L 230.014082 253.861399
- L 230.781351 254.364085
- L 231.548621 253.716439
- L 232.31589 256.703957
- L 233.08316 254.333469
- L 233.850429 256.715235
- L 234.617699 254.223369
- L 235.384968 255.54252
- L 236.152238 254.221638
- L 236.919508 253.160758
- L 237.686777 257.497656
- L 238.454047 256.729077
- L 239.221316 255.108505
- L 240.755855 253.685671
- L 241.523125 255.034673
- L 242.290394 253.467347
- L 243.057664 255.480248
- L 243.824933 254.493895
- L 244.592203 254.456877
- L 245.359472 255.160309
- L 246.126742 254.425884
- L 246.894011 254.424511
- L 247.661281 254.783436
- L 248.42855 253.282964
- L 249.19582 253.836082
- L 249.963089 253.216729
- L 250.730359 253.010535
- L 251.497628 253.552184
- L 252.264898 254.457534
- L 253.032168 257.383749
- L 253.799437 258.237888
- L 254.566707 256.573461
- L 255.333976 255.220727
- L 256.101246 254.139224
- L 256.868515 254.370194
- L 257.635785 253.858467
- L 258.403054 254.223797
- L 259.170324 253.985606
- L 260.704863 255.280856
- L 261.472132 253.481222
- L 262.239402 255.04442
- L 263.773941 254.609747
- L 264.54121 252.842453
- L 265.30848 255.353709
- L 266.075749 255.526166
- L 266.843019 254.860667
- L 267.610288 256.008383
- L 268.377558 254.430645
- L 269.144827 254.842359
- L 269.912097 255.086413
- L 270.679367 257.471324
- L 271.446636 257.269657
- L 272.213906 255.50422
- L 272.981175 258.163788
- L 273.748445 255.495741
- L 274.515714 256.661467
- L 275.282984 256.026148
- L 276.050253 255.921802
- L 276.817523 257.992586
- L 277.584792 255.609211
- L 278.352062 256.208461
- L 279.119331 254.987716
- L 280.65387 258.046227
- L 281.42114 255.383545
- L 281.42114 255.383545
- " style="fill:none;stroke:#ff0000;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:#ff0000;" 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:#ff0000;" 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:#ff0000;" 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:#ff0000;" 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(#pc3b4e03421)" d="M 150.218051 268.677208
- L 151.770644 282.141654
- L 153.323236 280.28987
- L 154.875829 281.012678
- L 156.428421 281.059052
- L 157.981014 281.738426
- L 159.533606 282.379534
- L 161.086199 282.29058
- L 162.638791 282.335273
- L 164.191383 282.086129
- L 165.743976 282.230856
- L 167.296568 282.292064
- L 168.849161 282.337001
- L 170.401753 282.394198
- L 171.954346 282.036565
- L 173.506938 282.028405
- L 175.059531 282.195314
- L 176.612123 282.229154
- L 178.164715 282.389513
- L 179.717308 282.285299
- L 181.2699 282.28517
- L 182.822493 282.264321
- L 184.375085 282.377119
- L 185.927678 282.356999
- L 187.48027 282.353039
- L 189.032863 282.397008
- L 190.585455 282.403355
- L 192.138047 282.298058
- L 193.69064 282.331344
- L 195.243232 282.403999
- L 196.795825 282.364074
- L 198.348417 282.329385
- L 199.90101 282.329494
- L 201.453602 282.363092
- L 203.006195 282.365638
- L 204.558787 282.389945
- L 206.11138 282.385884
- L 207.663972 282.365231
- L 209.216564 282.381009
- L 210.769157 282.38762
- L 212.321749 282.3415
- L 213.874342 282.398819
- L 215.426934 282.310159
- L 216.979527 282.390389
- L 218.532119 282.400459
- L 220.084712 282.396682
- L 221.637304 282.403979
- L 223.189896 282.404311
- L 224.742489 282.39358
- L 226.295081 282.387652
- L 227.847674 282.399912
- L 229.400266 282.35507
- L 230.952859 282.355354
- L 232.505451 282.400367
- L 234.058044 282.390434
- L 235.610636 282.368368
- L 237.163228 282.401344
- L 238.715821 282.393831
- L 240.268413 282.34277
- L 241.821006 282.396578
- L 243.373598 282.338024
- L 244.926191 282.330139
- L 246.478783 282.39142
- L 248.031376 282.372688
- L 249.583968 282.371219
- L 251.13656 282.367951
- L 252.689153 282.277456
- L 254.241745 282.375356
- L 255.794338 282.400136
- L 257.34693 282.398887
- L 258.899523 282.399733
- L 260.452115 282.356128
- L 262.004708 282.3433
- L 263.5573 282.380918
- L 265.109892 282.250281
- L 266.662485 282.383464
- L 268.215077 282.372208
- L 269.76767 282.350348
- L 271.320262 282.280332
- L 272.872855 282.380327
- L 274.425447 282.347228
- L 275.97804 282.377276
- L 277.530632 282.380008
- L 279.083224 282.38614
- L 280.635817 282.400211
- L 282.188409 282.380609
- " style="fill:none;stroke:#ff0000;stroke-linecap:round;"/>
- </g>
- </g>
- <g id="axes_56">
- <g clip-path="url(#p649c83de5d)">
- <image height="27.6" id="image4375e2a50d" transform="scale(1 -1)translate(0 -27.6)" width="33.12" x="302.751591" xlink:href="data:image/png;base64,
- iVBORw0KGgoAAAANSUhEUgAAAIoAAABzCAYAAABHGpq1AAAABHNCSVQICAgIfAhkiAAAIABJREFUeJztnX9sXNeV3z+vFkcTiRWHmxU5kFNxXFikKrsigTpm6tWGRmnLm2VXTsuNjC2xShEmDAp2maJEuQUIECgDFigLFl0l/GPZ8o8wYIDIZQErIArJYRsaQmA6+kMUvIEou/BQsAWSKuKhKrvk0MH0j3POvfcN5WokUba0fQeQhnPnvfveu/fcc77nxz0vKpW2SiSU0B3ob3zeN5DQo0EJoyRUESWMklBFlDBKQhVRwigJVUQJoyRUESWMklBFlDBKQhVRwigJVUQJoyRUESWMklBFlDBKQhVRwigJVUQJoyRUEe36vG/g0aIN3qeaNJB2LfLvS3zy+d3WZ0DRo5GPMg+sAFmgBoC3ecZN0rEdnKQBXTujfAL8OyADHNZf87c5IwPU8zbHAHia9/FsZJ8F/TuzY/f5WVOiehKqiD5zifIuuyggkgBgUz/buQCsB0cWECkC8dVobRvavgEsaVsGaAZgiG4ArmirnbUOzNPHAKedfCjo5zJeBiwyGdxlc3B2eE8wQxedjDNGrzuiAejmgnuSCxxjE2ji0VVRO8gob5Z9X0fUxCbxwbVpyennCl7Th1QgzjggE+anvIdhFoEFGoJz0sB3GWEYgAW2s98iTUADpzgPwCJwuaQ/7pXjSqlJRNVtcJFO90TtzDFDu3sKY1G7+4Ke1QrurtYRpZXGs9zTjxjD7CCY/QpwCVjV71f0M4Nfp0LjdNPLpH5bAidjynV7yDzCZOP0A3AO+NmHQBXsrl4GYFPxSx/DbpLAsybAIq3a77qTUU3A5S3gBrCljXU5YDfTdLjjNoBZ2mPsbu23u/PV4Jhuppmmyz3R++x6pKTLDls9LQjwBBHkIOupCYAZOlnABtmGukB82OEUEw6+goeT9cGRr99CJvaAl02ylr1CQs8LJxLycGsN9l7jdDSg1xvlaAou52Bfyo5r4AJPxiwck1dpRGJAnM3Da+eBQWZjz9jFOBdURcGjxSwJmE2oItpRifI2u4B2AJ7mNWR97WaSLkBW3xVs3Rtlg5Ya15IBril6WgMyEezGi/N91ZBrFJ1vqmGAJUbpYZQhxhSjpBE5N8oJOegXawJKmoHn/0KvN8oGkHHSBN7nSbJ6fohxVjCDWKhbQfg0He53++elqyGXhphqWgEK7Hok8MoDdLhlkKnN0c24thUYYpBhxvHTKxhmki6nVuoR0Z6O5PsGsEgbXhnBcZZo0WP7Xf/LmLXUzxAAk8owjhmfr4Mja1Dl20bp4xSn2e2P4kvMAmku0L4NZoNn2Bn1nxhlET6UOzWcZj20uadewgPcp2/T/8NGO2we55nlSUCsjWFmENiZ19/TCGpoImSUadrpYhw/oBnG6XaTUQBO04aAZTmmmU3ywCt4DHGaIWxyTnIGgDOMIFNnRzUhlpgwMcAYXSzoPRstM6bnZJlRq8cYORP8Hcc/0M04A/SSB85wXFsFp80x5Y67hLB1BtxRO+k43GlKMEpCFdEOq54NJzt2A7K6fwTFojRWAdEy4mHw63AJ6AmsgQZEtJvgXgbqmWetCPxaG58EtiBf6512JxjmLKcg1vuC60GoFVMcY4qdzgBv3QLWIfW4HHWSfs6oCR/aZxm2e302CO22JUY5BTF7aRNIsxtvC24En9YWV2IPF+0Yo0yziyxPOx0vUzEBHxQVDwD7ARo4Sa8zL1cRyFcOcsPJWFtDtEcNflR/BfyxnGOT5M/PMEVf0FsTp1QVbSAKx5gRAuSz3/exgXh3h5mOmb7dTOPBKczR6cxhf6YxianXLONMCGAO+grN7oeddoxRTiODbwwwTDO8dQ0yEOUEBqUiKN4C9sKrN4KTM0AVbCh4LZqX1KTHAeAF/X5E265DXS1MmTXjKFyjAA0MMcU5/bb2oZz3MjCB+FFWGGWjWn4/oxJJ5NwGQyy6nvJALwuUeWVIQ+BAbFDAPsQAp90x5mc2R+BhzCb0vV1g10OLU3YMzEYf7oK9cFRNzMv/BjFBj+Dc4hSB68SZYEuO2fd1v9qumYr5pTZUQeo74vudNxXy3pqcUHuUmAO9tCZ9pvZpW4Ymlrl6Sb9+gEi2Q/DVWmmaZwiZwiXgNWn88Kp81j7LiQDmHgZGGWGcQcCzZD2eVpHJN9U5D6yVoC7ycegGYIoeIOsssxzQ/pAySgJmE6qI7lv1REXtYgsowGKdwNjo55siFf4ESn8oOiX6VUmwxkfAx9rBR8ANuFmEmwRtVXgR85Hg4fnUCZyg1utRa3kqiDS5rufs0d4yN8lHwQ3vBVJy/SsqUYYYph7opY8YYqgCWOGsqqgeRhWLLNCrMqRZkY5JlBzejR8CVrZgI+Xx0DzHMXnU7RxzzYj5ntPvDUCO/0U1v/s5S5r7YpTd7JJ4C8jkZiB6RW0QUzM/h2ivarcaPQ6gTT+rgANQqoogEr21O7VJcS8eBH8MpXwEjSkBxwS/UcAho2gFatZ8YA8g2kcOuHrEN+1Lee8vCIa4BJzjNGcNk9SGYb48ABOMAAtQ/Jl77stFYL94ikHUThiQRK+TTplXxihMWTCy2LL30rzL0xSAKzpVaeCZz4Fp7otRimt4rFFAdP/X9PsiIjX24ye1BVnNe2BfozSt0wCsQAn4UJhgsyqC6kaON0oQ/zytgi1eLeKw5Q0Qw6YNr/nTUG1hOj8JSzRDytjiTSxvZSRIMzBbpUdX9wpwluPIhBoSEekRFUv+ufcAe3FgGOAsbZxwUsKvCbDwKKjvWa9s8igT/AMo8CTTzAZea4Hqu0jjGfJp3tVfQvbfWbpnMNvALq69R3zi9iIWCrDveVj/MJIBtXs/gsxhFVBtYDMtKkNVEGg/dXXAS9ogeSHwU3hrTZqua3+N32GECUCm0WIxE84aOgdrRW+/vosw74sHEb8uQD0Dmr5gh1kS0zzNxA3YLFFxwTOKDAZ1qsZWXc7MYY4rs2QRWdFf5n32FlpN8JxNeDvIDPgNptU7THC2nXWMt7nI06wikhFgcIelTgJmE6qI7t08vlVF9G7JL0FbdC3yUWpphluXvfoBiOoQoFbAn5i9TdsGok5MZ5s49vEZyDBEB5eIR3ctsGdHDZci+DmiukBU3xGg5Sje62PXhJMaj7F1fp42iLnc5GGj0qJ77lStVy/nacXk2gkVtxm9H5MA1lMG6GKOaY24W1TarvI0F5gr89e2M6NHnAvuv4EZjrFCKINglDniiu/e6Z4wym52UbxR8uoGRJ1s4ZmCeqh+FqrBP3o9Mhx5vIY1tVJPPHlwd3DFctcUzNDhEobCLNowyQkQgFxVhEP6/Qjqe2kLjpJ0zVNMxAKRl4CoOE+j+oaWOIWlKZUiYeLW2kVlKAvtNbvnzAR9rRBnFEvXmqGdLuYAuEg7q4Q5vMcci3bqMX78WpnTEEQYrAwDlLO0Ozapvk9VdE8SJSruklEM8ccBnPMM4Bu1cIYe/dGwvmWUlOeE3S71MQR1YMNsqZDgMckEJ7XldkN2TmIAdYaJvgk0MU4vvYy56/YxyAJexxfX8M7BZ6TtxWo4z6my+8wS38ZxmBFGY3e+qncfhhvsybNAh2OCDWbocL13MckM3dQDx7gIwEXdphIyxDPMUZ5OOkeni03B/Tvy7lKiiCP82VQHb2UQtaKmaOlQRFRVYp+COmENC/7Z7a7gh8fkgD1OjrgU2SSespwHsvQyom1pREGc817UEAybpbWFWCZOGdUjfpAF+lTNnHZ9BrSFmPgBZfTJhhhlOGAyuTd7xnoGmWEyAJ/NQCfTwX2DeIBNweXcb53kiTMiHOOCy3uxEQwZZZV2OpglDE+2uxwd67sBbx3ePSVgNqGK6C5Vj4XW/hLe+5mARHNuNQO/t48BhZajjCOZa910xzLu01gSoJCpmDAl2iSIAsaimsSpRjw4y2g/5yTuAz7BLe6KENPbMEpjSvw1VUB1nTbmgBqaOM/VW9p0XZ8tA3+kqQdnGUPwU+j7mMLMYaEGRGIaHrObWCTcdyTf84hiCtXwS+6YaTrpUvA6rqmWhqF249MrDMCLGpvRVvOrmJQ2CW0uh7uju1I9lhfaxQI8sQ5H3vDi/gDAYWUQ9CbTKiJDURo+FnimKA/Cr0u2PAgW2gIOXYU6O8ay5DKwV4+r0n/78aC6gKhICxlcKopKSQEH9Lz98pmOguMUmB+tMwYBWSiWpWdTFqpWu6ApBrPH8vgdQPLbAKc1byXMvJGJnY1l1IkFZVcot7/sb6+OwvDkZnCftjDPcS/McheMkmdC0xwXGWaUIfjyGx7HPW43GT5KDV3MEh/Icg37U2QQs/hVqQ9brX19+bJGhFPBuTmc+75O8c7WTcEjtXVBX28IoxlmqUJgQZBIzUfAFizWNtBcJ17YQp13lKEOPXnYw8Q9oKH5DN4VFj5jaJeFbvtcMCYADUwz6JZQ2vWXdm0iYSySFB5pDBraVjVsT9qsYVanveMuAO5dqJ4r1GgacCtwnjFEfJo6MtVhquGbXKCDYw6Rg+mF2QDoddCDTYDlb6SJWwc2JMNMEn/wzeBvEJvFpFU4OQtQvCZfUymJMJZ7gkGZzKyjnH6uBKovhazGVbwKyQI1TKo1ZlMYypkuRoDzek/i+5hkig2glxEGNGXB2MsCBm3aRztjxJnKVLcxinl508yp1Ado5yJzarKFcs5oBeiukFkSMJtQRXQXEuUSJ5Q7W4FBppGUHEvqsSiL+E7m6HeWfblezRCXMUZ2nHlavMEpFMoJiZssImprxR3RrPEVc92tYnuTtbfiZd+5eWvNUbiFj25v4YF66CuKvqFfQvAaqhORrEMMOiXQzwyiYpcxSTTJBN3MMK7+DpDRnA96XmQAj28snPgSXqqEangjJqlNvl8JvosneMYdM6tpnJ0VSJW7ArOmVPo5SRzMgbBPG3NlwTXYrsFX8OJ1RX+fcs45oQEm3EAvISxRIHRIL+jZV/DslqaAbBy7bE1VQHWQs2LpDx/hVY5ZONeRXFyCGzyAt5gAHl9EJit8qvngb1EDw5xkuw8jzUnFOzIOMrHn9ag3bgEfCz4S+pEETAtAbTjlbYSKZFz3R3fpXiSAuSAsANDNGH7OZGQ7mGaOLm6x646e27tglBz9Flt4/S2ZgOdD0NjCGP0xnN+ENybBG44EbQXgDG2U+yxlZ1+Le7BT9HOOcO0qo5RuBqdeZnlvRFQo+QSm/cBWUROcgOoUHFDz2BjFnHIf4BnkAzzgDYHw/quQkoQioWUEK4Ug0lBKPvjeCtTEDGb7tLE4WA256iDd06LqVfidDKklRphinbik7XIxIOnNxqnbOfpuh54y7NaRbOf/TQlGSagiuguMcg4+/Ify52lkBX4bqP0j/f0VYIMxLWBjYb2wOE0T3rBsj/kmLHUoNKOzeKSRA9KcYpgpF3xTbFIseusFua9ob8kt2VKV5kFa11EdDiWV1vx5BeAi8I5+N6yyF++TOYAGFRvxVo/ZKfngvg0EhXkmWSYZjRX0saNMMvTTh3fEEYxJgLFIM8IUm8Ho2FFm+0BcMYLEjfyRYU5Mmlk67mgq34XqqdeoK3Dosuj6AlBrFxUw2+/AkszUGN0xs8yDW1NSFvsJQ10bxGGwkOCYEBKnRT08HvdNHAXypuftPp0jeA0i7TfymfpkrsWz8cx5t5cyMHuUuL8I4BKsaY7unmtBUlaojgQnWFDTGCQbO8Lgp/WdQ1RWK+O6AMMAo41EmpARwtbwHstZB6wu3gayVQQ+fVvrXTBKC7IbBnjhsmyluA7sf13aqnPIKjMrSLi3nzFspKfpLttVB97vUe6g2iAEg2P00q9Jzv480bc9ut1hibhzHZBtG3tuegvmI6A6HEylGwhT7dHvOTTLro249NjA11Cy5zwM+9+Sr1EKv3Lt/s2lH/dkeD+L7iW69WO/IRnUidnEHN0xWZvRHttj+GNF78uuYV6Z8nh1fPTLRuFT6a6snlM6IVNV3xdXt+XFArz4Gj1MMOF26JmLx8c85OFm9TeLQZhotXPAm4LyCJNOKoVe3QxjDLOEd46/CRS1CtNRl8OagdTNuGu+2pjQhv+KMP2v8WqmBWRh+MDRJL1amWGBuKWDV1UUVaLUBP1bFH1jmwXYxRDOaWkqtIptFMrRJiy1oFzRbJT9XS7LjZHsGLnHDua4eAc4m4DZhCqiu4oeR2sigEqFCP4zqnr0x38GJxtLnHESxcBcGBcB0cG2lw78yvNFuyzJeFI3rq8Ag4whq3gp6KuNE0y4lhXgpu7IWzVTvviWaIlwtbYQ7CQEbt0U6biMSw7n+X30sR5z/NnnMMfL7sMcYIi5Hu3Dl/cAr4L8Kh9imGH6gHNwS/NpNFotgJugjxDMWj+3o7BqXJp4jDl0SNjfWczEeFdd/09+Cka5x5zZp+AvroqvIYyN/d5BfB7nYaCe2aBKQQeTyICG3lTT5VfwANf8FPJAA4ySBoZp8klKoMG/NgZ0A/ooI7rv9zgUFTv9Wv8ZD5rlksHjliqEkarwzrXoRQY47zyb9kQ1CNO2KSh9U7tadVl25ogJVQ/6LOFEgq/NZIumhXBDh59Us5HAB/5yZf1bBc5Qpd+ObDsLhIxyp4jyPTFKDbtY/6sorqbNg/nUQW3oAXKMBZUQM0Av4/giXeClS3nE1awh8FJoxaceuNV3kHj2GsA5uKpWiOWoGFM04K0bwy1V2kXqq3hLZV2fYj5mgwwzThu9vGHu/3fkPg6qb7AVX2TjrPM25yGWDWvPB5BlQAfykraYm3GUAX32RShd86dGjcR3FIbYLTTJy2FqgXi4wRZpfXDV29M9JVev8wmtT5VYeCfyfgdzg2/pA7VsutptJvxWQXNVTyFbzkEGcRmZGDvSVqMN7KKP4Fabu9Q8wuAf/gpcXYsXM6hBmNhUiumSj/ECTGM89al53ZfjD5ygx+0bAjhJr1TU/SA4rMrfqbFDg/vRRsAY3yavHrGmDseM6DA7RY7JyzmRPbd5VkOVHgenQhmm6XDbrjYQ1uoNYj3eSM9xJ0rAbEIV0T1vKS0A0ZESpevq+TQcYKbdD75Pd3UN0/TH+F7qiITeQROhXiT2MUEGGHaiuxVSpltDQ7GeVs7E0M5iJhJpYf6QxhRRaZN9epvrterP2BuIcj1ZZFQ+uNsMPUyUbefU+i2aHkkO2O+RWYs+yRQniYc+jUSdDnGGYUaAgoPFlhTp9ykZNkkTDzC2IJKgfEeTN+VB8Hl59DjuZcrwLk9/KoAN6b7qo0T/fJe7r9JPIv77e964eOVfAaN/Rjx31BxRy8SRu2CUMQWIq5h+DgfYyHBLPa3081aJmLu9MYIlfNWDqHhGNmmpIfEKaDWmefjwsjRmgOhFYBNuvSFtW0BtIydZcuLb3IBZ4tPWHNxVl0voCkFjaGmYypRA6HEtvgwSjUilPFpYoA2Kb8jz1Zol9BLi38kTZxQbZ/M9dQbVKaW1CRjkYnCe4cJQjd+e7muTeumHnxBFggivAd/CD+AL/x6++L0fwON/SlwHhlFM8IO4OygDajt2QguiJfgbeuj3bKRR4DqVGqc466YllYJ0nU9PaAJGOM0g9Z6rbwCNC0CbB71BRQTry0zvNuI2QhrodFs+TC7U41dvCCptUuS5F/Hwiy0oHoCFSM8rrsmujgLwnB701ApeyoSZPtu9zRniENezg523mzuBWKMdKM0l6+FgPRxa9T7W68AXh4G/DFeWqZx4qFt+X8Uzhn03mJfDEpv7AlOrCchFXllcuwprW7DylGzzAtikGTlCBmSaeboYkD5zQVI2LQxwltFaA7MiO6QEqJq10RVkuE8youmLYD4eW6X19HGa0/QRhkNn6da9N3a3BU5ZOVFTk3uhFNWIL8aGIa+DaSkRTy3qs9zOoslgMsR832Ys+xBruce2MkrAbEIV0c7VcPvbu5h5L3KO2t//HeDvIy/Rcr6VHB505bQt9CDmtc2kUOBH+WBN/B+pPwVghCkni0b1qJuXkMDeIXhWdywuuDIUdr0afPjQ+reXpqyW3UMeyNGkcNPSj6wnawOvZMJXrkxpKsW4poWGL6QxxRp6fpuBqaCoMh++Knun8ngP+B8D1d9gu1QWL7iVRDXvVJjc1Knl2N9WL+zdlFbfuTqzh+Afhw5EEEz3LeBNtTCiZmSoQx/J7ZxFK8RB8BUN8Xvn2mH8IJvF8brWnt1XG/o3m8r6sqTKcr2eQZgjrAeQoZ4lKV8KsAeaq+Uu7ahz2pspLFMK5eE4WwamXPN4JWD3+jIwwzCdFgap3QfP3RRHZmx76+2CgTUM0eWcdhrTdn13clGfPXub+PGdaecYZQb4O/Cz38jXwm/g+m9g//vwrT/TY364jPD2Jtu9lOaCBu+Ms4F4CSKADAMawTbjsAZfDidXbamVVhAYZNP4MIPO1LaEzHDPb1NwP8as9bRxlrUP8E7FQ5CuVjNcm/JISdRFjVb75AcITdV6YJg+2nRLilEIODewvJI8rrfHs/B4uTv+MPFErxoG6Oc14Koy1L6UPF2Xbm73UjrHMd73/VdICUZJqCLaMYlSqv6E6LkSz5zxJRi3EKn5TbV6H/v2ZWgxTW9CWMSmrKtw22Urfeo6r0csiyH6nYwxBZIL7qEBKzLsXeUiTcJqj1lOMkUBby6eZhKRZqGHZEXWdehE3O9/NdVTLMqDhkogh8klae1nBJF/C8yr7dHK8rbkz4Jed3v2SRuzmuHW4Spn55hUrLGE2J5X13Am/80jkI3AW2PzwbhULkmMdrYW/tfghgRy+RivVjWOyx+8gzJKmFJgGn0BPlCzsAaoro8Z1SPKJAYGwx21NtjDapIOMMqo+jUGOYkHr3K9M5ygh7MBjigg7LiMfzeiXmE/zub/akqmzUAo4NIl7R5Mifa7CQUPY31QboFmjrMYwzO9urE/jnCynKI72DncpWU6LrGsjLKAwl/bhoJUCRd8YqhlRR/k3iow7SijlP7pJ27E9v6jeNopoMi9fBOHWj2lm97Dukfaje9l4MfoCyQK+GogHu2kg/9NYsWmFfPlSPEdH8H1OSXe7b5MDdRt0KzYqQnoZoQecdcBcDSCdCpuXQiZnUPwS/j6mRqXKWw0Ti8bEKR8igfbvRwT2BfBad0JNKwSuI0p0sDNGpx19BUMn1hqapb7qY+y4y92qv+6PNEhIg4AXwaesx+PgM+jMNmg2D86CI3WJg816jL140V/Cc6cUOkgJEw3HCuMYx7SkClMNhkDmbhvIe70k3sLi3v2MBgzrA9jqtG8yqESsv4tUtxE6FTPEo9eeaaxK4pKXgGvUqqA2rjV5pKtn/AWoLDaVHAPh3E5z/dACZhNqCLacYmyqk6clxEpeAB47Hf0x/3gAVqYybWESJowdTCNB2KyugdjZm8aKFDjpAksMcw8A9x+156tLNtpFCZKrbtjGjREcO1DYAsa6/wqtV4LwERsC2yoUiyWtRm0HUbwQejPybjgQvhEWfeXfaqcCbaRNLHIy/4Xpzib8ZGbZ+hBvDzm4RnifuiBvVPwtd3w/Kbc+G/Vt/LYdeBxA1fbS3d6Mm+txXXmoVRUh5sxU4ZmznDzr3ABvDeehJ7qUZ3EEEiGfhtjnJCZrLjPCssWHSkUiSjFwHIWGGQSHx02ypT9beA53E2w7N7tAz4Jcp04i6W3jUdBkEVt/AqFsqOakeXVYVs/rv5Yqks5L9P90YN7+eTGFkRVFID/ok2vDAP/+nV4YpUR53hH6zGG2Vlp4Cy8p3tlLL/kiRX8ClmVgdrCZ5vVwES15YCanm+glamg3gEscBKfJQayw3GUfk4IQ2q/pf0RTZTKkqvLnfbmKLd2A89hBppMa5g0EeakmfzIgQYOw81xwsYGQ8N6VWESwzpIsPODH0vjdeBQEaJ/y07QDr98Mk7PR1X2TgRAIrr/4D8C30sB8gCn6HewzFdnXEbyXtX1/w6SKNSyDy+JVF3ceoNIH6GUiTRl8CvuuFOMuroHIAPcRnzDfLfbZRcUBipe00z9NjwIzDKp9W2NzAvb5erUWa5Nc3CUMMq0Pit4qBtGbNJYAvqSu3dLQ7djwvsOJdFp+uDWD3zp9QzQGL494v4oAbMJVUQP8L3H8IvSFs9Fftvbr4G2fwGPHSjCNwR/ZOnnErKarESVFAwswCGVKPvR5WMBRXCAt7qBkpMydch6a2VIVZsZvia6w1rVviSE5M1LcRv1YaTy2C7GGfWKdjJDN2MuE88o9N7Ymr9Ah1MgG0id2fK4TpidgzwxI8Hbe0yahL7UbPC35ZqM0gP8NL7P6glXZGVH6IGqHqE3eTH6fUCE+LeBbIf+AfD1RqCHIfpj77nptnfjAOJHqSfuMCrgt2qG4YAmxul3obera8AWHNQc15exbPRZfP05CwbkKd8cNR3sS0ojEz5J1zb4GlK7hvNngnpqdn7IKFLqs+AYcYXb17BqxodJhxlCvK2ftkfI2Oh/spP0GTAKfFOlyp8Af7AbfrsJj9nrw9uAU8CzdcB3tbGVITq0ahHcPivLcray+GirAdQNmjUv4/IasAe+qtHd4wi7SepiWDVqBcEohi3sze1pRoIKBL2x8hHSKkUNZ/X7FawY4Kzeg11BmGMMT9JPuCPSNizaOfaEo+6lmPOCnwr4zLjqF/Hg+T/wIOiBqh6jH5UEVP02quLmpgzEnrfltwNvwxdeAw6twcvfl8bvHWSYl3DmcWlNt2mKWhFK4/NTbWh9srHBz+Y6Gb7TznMaxpiMKVaQCW4NzsxjPpe4DRLCUGk9xgV8TGUe292zoYySxkqOzxMvadHMeBDHgbitlAFGbdejpTrk9TGLiNsb4CnLavlzHhQlYDahiugzkShGj5W2WI6qyOMdjdeR5Cbeh/3/Q9q+eOMaDP0nv8eiAGRuQpTDpwz9VD9zxN/rI84uW7e+iKBJAME6F+nkGbdrTjzD45wOapaMYfo+Xg7HDFof3JvjGdp1/3MYqbZ76GQIeA1Kl9VpKPc9Rve2XcUNwXmDNMCla1KAMHzEffoZAAAFGElEQVQlH0ikNXhP4oOUJvAZMwrA3y1tUYyqtu0P/wiPNF4cgcf2A6c0B3GvHlBd8Htwb6BlP68GVag3MPXjdbqRDwrO0cluYFyrMi7T6ZjBJmmafi2gt6JZ9uDtlNCht0x7bJ+S2ShNgec0D6xo9W3vsLNMnJAR14FhSwV475oULPolfmuJWYAZgrD8f+VB02fOKAB/r7QFf1Nkyv+5JYMTlmG7AWR/gt/78YL9suLLadXZgIce1tAADV1UG1gU5IJaIptAr3tPzhXMRLbSWRt2PXBVqbNABxeIA+sC5bVuzfLqjb2qpRlSm5j0G2cwtl8SrIbbgpTqABkYq+1vaSRteAZ5fOccaneiz4VRAPjf8pBf+KCKL/w5ZAt48XpD/9mb1PeiVQiKQczDAm2W5wHexF1nRHNrrbXLWSVCAi5NXbyJVb7v1ambZRAzvbvdhJt5HsaOliH2SigJCso7lPPaZp6cJow1zATOBT3Bj+C9oIzYHrxjuE6KKk5ylu4dfAVcpZSA2YQqos/Ej3JnWoG3/hb8N/2aRwKBQa4qGWJpiXwZqGtElps1hlFdMaOHGKUJ6Nr2Bq7T8AvdZ/wr7f854Ckrh/pdl5Pq3zdkqi1MSlrBvTQbJEC5H6g+SLhjx4oI57XlVR3170T+qNFbkbxuN9wgGT0LtLkg6k6/prZS+vxUT4yy8OwWPKsF5269IXVQ7K3pv0TU0iLe6HkXeOEqPLWAn/w88WRte02bvboEfHbbm76vRSQL/CNixxk7WOnOXqYxMGvvIV5Bk6cNUD9hvpIwB2aBQXroY8JjEkXwC0/g3IpUN0Lz1aA0l2WYNH9uDGL0kDCKkYLL6n8CxVd989eQF0D+nHjB4BsgQNRehn2YeBa7vcuvPNN2VdLnw5XrXgYlwHiWzm3l2K0wkIX1AbWe/Dt2OhlDpNoCFLWMWBUQZWKw217ScLkEGd24sMwSE5GlQIBPhjYH/udHCUZJqCJ6yCSK0U8g9ROoUpDyMbLqj+BNwxqCZG1b32Gi0BX9O0/8DaiKFFL74PGb/pKHgCeOYuZrhxb8maMzlgZenllmV+x0zrscLrKdCs1owVHWcjSCKxqotP5rgAHOuCBFJa9H+azoIQGzldAX4VKwpeMAGkoPUyptk3k4lTl8oiDIVFuJGcUQLpbU4grv2YTuJsywTzNO9zb3mmXBg0W9c/jcWZihd9t+pEt4iGTnLjxEjFFOjxCjKK2plKlL4ZOwbcKvBR5bPT71LIJhbDosRgueeUz6OASB4Izd9HBedx8C1DOtlQnCjFzw8spSCXpjUeIs03SFqdIu5DjxEDNHSI8eo8ToD4FViaGAf/P5HuCJRj2mj7BmrZckGVcDt0NzTAogebOAf+OHOcrAXg4ZRntzxItyWq2oEPCCrxllFs7dlJx4GCgBswlVRI+4RIFpdtFlOKVkb7g4il+7LzHDM7EK1Dmgiwtc0NfYg3fK+1psllfisYaP7+Zc7dk0gpJMBb2JL8R+TUf2h5G4Bb/0iEmRkB55Rglpll100IeoCnsb+bFYyA62Z+FngN/lfSQCk9dWe5NhntsX/QmDj37z9wUtl/qoqZY70V8rRtlZ+pcIo1zCSxRxmQ2wWPY+v79eTHE7ShjljnQFix9Z/soG0P//AXOElIDZhCqiRKIkVBElEiWhiihhlIQqooRREqqIEkZJqCJKGCWhiihhlIQqooRREqqIEkZJqCJKGCWhiihhlIQqov8L+1OhtfjvAewAAAAASUVORK5CYII=" y="-249.444297"/>
- </g>
- <g id="LineCollection_34">
- <path clip-path="url(#p649c83de5d)" d="M 320.155938 252.224184
- L 321.366676 252.224184
- L 321.66936 252.526868
- L 321.972044 252.526868
- L 322.274728 252.829552
- L 323.182781 252.829552
- L 323.485466 253.132237
- L 324.393519 253.132237
- L 324.696203 253.434921
- L 324.998887 253.434921
- L 325.301572 253.737605
- L 325.604256 253.737605
- L 325.90694 254.04029
- L 326.209624 254.04029
- L 326.512309 254.342974
- L 327.117677 254.342974
- L 327.420362 254.645658
- L 327.723046 254.645658
- L 328.631099 255.553711
- L 328.933783 255.553711
- L 331.203916 257.823843
- L 331.203916 258.126528
- L 331.809284 258.731896
- L 331.809284 259.034581
- L 332.414653 259.639949
- L 332.414653 259.942634
- L 333.020021 260.548002
- L 333.020021 261.153371
- L 333.322706 261.456055
- L 333.322706 261.758739
- L 333.62539 262.061424
- L 333.62539 262.364108
- L 333.928074 262.666792
- L 333.928074 263.272161
- L 334.230759 263.574845
- L 334.230759 264.482898
- L 333.928074 264.785583
- L 333.928074 265.390951
- L 331.809284 267.509741
- L 331.809284 267.812426
- L 331.355258 268.266452
- L 331.052573 268.266452
- L 330.447205 268.871821
- L 328.933783 268.871821
- L 328.631099 269.174505
- L 328.328415 269.174505
- L 328.02573 269.477189
- L 326.814993 269.477189
- L 326.663651 269.628531
- L 326.663651 269.931216
- L 326.360967 270.2339
- L 326.360967 270.839269
- L 326.058282 271.141953
- L 326.058282 271.444637
- L 324.393519 273.109401
- L 322.577413 273.109401
- L 322.274728 273.412085
- L 320.761307 273.412085
- L 320.458623 273.109401
- L 319.853254 273.109401
- L 319.55057 272.806717
- L 319.247885 273.109401
- L 318.945201 272.806717
- L 314.707621 272.806717
- L 314.404936 273.109401
- L 312.588831 273.109401
- L 312.286146 272.806717
- L 309.561988 272.806717
- L 309.259303 272.504032
- L 307.140513 272.504032
- L 306.989171 272.35269
- L 307.291855 272.050006
- L 307.291855 270.536584
- L 306.989171 270.2339
- L 306.989171 269.628531
- L 306.383802 269.023163
- L 306.383802 268.720479
- L 306.081118 268.417794
- L 306.081118 268.11511
- L 305.778434 267.812426
- L 305.778434 267.509741
- L 305.475749 267.207057
- L 305.475749 266.904373
- L 305.173065 266.601688
- L 305.173065 264.482898
- L 305.475749 264.180214
- L 305.475749 263.574845
- L 305.778434 263.272161
- L 305.778434 262.969477
- L 306.081118 262.666792
- L 306.081118 262.364108
- L 306.686487 261.758739
- L 306.686487 261.456055
- L 306.989171 261.153371
- L 306.989171 260.548002
- L 307.291855 260.245318
- L 307.291855 259.942634
- L 307.59454 259.639949
- L 307.59454 259.337265
- L 307.897224 259.034581
- L 307.897224 258.731896
- L 308.199908 258.429212
- L 308.199908 258.126528
- L 308.502592 257.823843
- L 308.502592 257.521159
- L 310.772725 255.251027
- L 311.075409 255.251027
- L 311.680778 254.645658
- L 311.983462 254.645658
- L 312.286146 254.342974
- L 312.588831 254.342974
- L 312.891515 254.04029
- L 313.194199 254.04029
- L 313.496884 253.737605
- L 313.799568 253.737605
- L 314.404936 253.132237
- L 314.707621 253.132237
- L 315.010305 252.829552
- L 319.247885 252.829552
- L 319.55057 252.526868
- L 319.853254 252.526868
- L 320.155938 252.224184
- L 320.155938 252.224184
- " style="fill:none;stroke:#000000;stroke-width:0.5;"/>
- </g>
- <g id="text_89">
- <!-- C12 [noise]: Tot. var. expl. 2.5% -->
- <g style="fill:#ff0000;" 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-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_57">
- <g clip-path="url(#p53e8968a13)">
- <image height="33.12" id="image70f5c7861e" 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(#p53e8968a13)" d="M 359.967678 250.03887
- L 361.780457 250.03887
- L 362.143013 250.401426
- L 362.505569 250.401426
- L 362.868125 250.763981
- L 366.85624 250.763981
- L 367.581352 251.489093
- L 367.943908 251.489093
- L 368.306464 251.851649
- L 368.66902 251.851649
- L 369.031576 252.214205
- L 369.756688 252.214205
- L 371.206911 253.664429
- L 371.569467 253.664429
- L 372.294579 254.389541
- L 372.657135 254.389541
- L 373.926081 255.658487
- L 373.926081 256.021042
- L 374.651193 256.746154
- L 374.651193 257.10871
- L 375.013749 257.471266
- L 375.013749 257.833822
- L 375.376305 258.196378
- L 375.376305 258.92149
- L 375.738861 259.284046
- L 375.738861 260.009158
- L 376.101417 260.371714
- L 376.101417 262.547049
- L 376.463972 262.909605
- L 376.463972 265.810052
- L 376.101417 266.172608
- L 376.101417 266.535164
- L 375.738861 266.89772
- L 375.738861 267.260276
- L 375.376305 267.622832
- L 375.376305 267.985388
- L 374.288637 269.073056
- L 374.288637 269.435612
- L 373.563525 270.160724
- L 373.563525 271.248391
- L 373.200969 271.610947
- L 373.200969 271.973503
- L 372.838413 272.336059
- L 372.838413 274.148839
- L 372.294579 274.692673
- L 371.569467 274.692673
- L 371.206911 275.055229
- L 367.943908 275.055229
- L 367.581352 274.692673
- L 360.330234 274.692673
- L 359.967678 275.055229
- L 359.605122 274.692673
- L 358.88001 275.417785
- L 358.154898 275.417785
- L 357.792342 275.055229
- L 357.06723 275.055229
- L 356.704674 274.692673
- L 355.617007 274.692673
- L 355.254451 275.055229
- L 353.441671 275.055229
- L 352.716559 274.330117
- L 352.354003 274.330117
- L 352.172725 274.148839
- L 352.172725 272.336059
- L 351.085057 271.248391
- L 351.085057 270.885835
- L 350.722502 270.52328
- L 350.722502 270.160724
- L 350.359946 269.798168
- L 350.359946 269.435612
- L 349.99739 269.073056
- L 349.99739 268.7105
- L 349.634834 268.347944
- L 349.634834 267.985388
- L 348.909722 267.260276
- L 348.909722 266.172608
- L 349.272278 265.810052
- L 349.272278 260.009158
- L 349.634834 259.646602
- L 349.634834 257.833822
- L 349.99739 257.471266
- L 349.99739 257.10871
- L 352.716559 254.389541
- L 353.079115 254.389541
- L 353.441671 254.026985
- L 353.804227 254.026985
- L 355.254451 252.576761
- L 355.617007 252.576761
- L 356.342118 251.851649
- L 356.704674 251.851649
- L 357.429786 251.126537
- L 358.154898 251.126537
- L 358.517454 250.763981
- L 358.88001 250.763981
- L 359.242566 250.401426
- L 359.605122 250.401426
- L 359.967678 250.03887
- L 359.967678 250.03887
- " style="fill:none;stroke:#000000;stroke-width:0.5;"/>
- </g>
- </g>
- <g id="axes_58">
- <g clip-path="url(#pe9fb613741)">
- <image height="39.6" id="image386eafc429" 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(#pe9fb613741)" d="M 403.950473 245.325643
- L 405.763253 245.325643
- L 406.125809 245.688198
- L 409.751368 245.688198
- L 410.113924 246.050754
- L 410.47648 246.050754
- L 410.839036 246.41331
- L 411.201592 246.41331
- L 411.926704 247.138422
- L 412.28926 247.138422
- L 412.651816 247.500978
- L 413.014372 247.500978
- L 414.283317 248.769924
- L 414.283317 249.13248
- L 415.370985 250.220148
- L 415.370985 250.582704
- L 415.733541 250.945259
- L 415.733541 251.307815
- L 416.096097 251.670371
- L 416.096097 252.032927
- L 416.458653 252.395483
- L 416.458653 252.758039
- L 416.821209 253.120595
- L 416.821209 253.483151
- L 417.183765 253.845707
- L 417.183765 254.208263
- L 417.546321 254.570819
- L 417.546321 254.933375
- L 417.908877 255.295931
- L 417.908877 256.021042
- L 418.271433 256.383598
- L 418.271433 257.10871
- L 418.633988 257.471266
- L 418.633988 259.284046
- L 418.996544 259.646602
- L 418.996544 260.371714
- L 419.3591 260.73427
- L 419.3591 262.547049
- L 419.721656 262.909605
- L 419.721656 266.535164
- L 419.3591 266.89772
- L 419.3591 267.985388
- L 418.996544 268.347944
- L 418.996544 269.073056
- L 418.633988 269.435612
- L 418.633988 270.160724
- L 418.271433 270.52328
- L 418.271433 270.885835
- L 417.908877 271.248391
- L 417.908877 271.610947
- L 417.546321 271.973503
- L 417.546321 272.336059
- L 417.183765 272.698615
- L 417.183765 273.061171
- L 416.096097 274.148839
- L 416.096097 274.511395
- L 414.645873 275.961618
- L 414.645873 276.324174
- L 413.014372 277.955676
- L 412.651816 277.955676
- L 411.926704 278.680788
- L 411.564148 278.680788
- L 410.839036 279.4059
- L 410.47648 279.4059
- L 410.113924 279.768456
- L 409.388812 279.768456
- L 409.026256 280.131012
- L 407.576033 280.131012
- L 407.213477 279.768456
- L 404.675585 279.768456
- L 404.313029 280.131012
- L 403.225362 280.131012
- L 402.862806 279.768456
- L 401.775138 279.768456
- L 401.412582 279.4059
- L 401.050026 279.4059
- L 400.68747 279.043344
- L 400.324914 279.043344
- L 399.962358 278.680788
- L 399.599802 278.680788
- L 398.512134 277.59312
- L 398.149579 277.59312
- L 396.336799 275.780341
- L 395.974243 275.780341
- L 395.792965 275.599063
- L 395.792965 275.236507
- L 395.067853 274.511395
- L 395.067853 274.148839
- L 394.342741 273.423727
- L 394.342741 273.061171
- L 393.617629 272.336059
- L 393.617629 271.973503
- L 393.255073 271.610947
- L 393.255073 271.248391
- L 392.892518 270.885835
- L 392.892518 268.7105
- L 392.529962 268.347944
- L 392.529962 266.89772
- L 392.167406 266.535164
- L 392.167406 265.084941
- L 392.529962 264.722385
- L 392.529962 260.371714
- L 392.892518 260.009158
- L 392.892518 258.92149
- L 393.255073 258.558934
- L 393.255073 256.383598
- L 393.617629 256.021042
- L 393.617629 255.658487
- L 393.980185 255.295931
- L 393.980185 254.933375
- L 394.342741 254.570819
- L 394.342741 254.208263
- L 394.705297 253.845707
- L 394.705297 253.483151
- L 395.067853 253.120595
- L 395.067853 252.758039
- L 395.430409 252.395483
- L 395.430409 251.670371
- L 395.792965 251.307815
- L 395.792965 250.945259
- L 396.880633 249.857592
- L 396.880633 249.495036
- L 397.968301 248.407368
- L 397.968301 248.044812
- L 398.87469 247.138422
- L 399.237246 247.138422
- L 399.599802 246.775866
- L 399.962358 246.775866
- L 400.324914 246.41331
- L 400.68747 246.41331
- L 401.050026 246.050754
- L 401.775138 246.050754
- L 402.137694 245.688198
- L 403.587917 245.688198
- L 403.950473 245.325643
- L 403.950473 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:#ff0000;" 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:#ff0000;" 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:#ff0000;" 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(#p7d7d20d084)" d="M 432.524642 249.779464
- L 433.291912 253.504763
- L 434.059181 254.481168
- L 434.826451 247.423231
- L 435.59372 257.078942
- L 437.128259 249.860497
- L 437.895529 258.090926
- L 438.662798 249.949171
- L 439.430068 256.22511
- L 440.197337 256.433003
- L 440.964607 248.689996
- L 441.731876 257.459853
- L 442.499146 248.3862
- L 443.266415 255.080967
- L 444.033685 253.686724
- L 444.800954 249.24288
- L 445.568224 257.824572
- L 446.335493 247.225709
- L 447.102763 258.267493
- L 447.870033 250.444783
- L 448.637302 253.214486
- L 449.404572 254.037408
- L 450.171841 248.100086
- L 450.939111 257.798783
- L 451.70638 249.88669
- L 452.47365 253.703649
- L 453.240919 254.54202
- L 454.008189 245.993544
- L 454.775458 256.433807
- L 455.542728 254.345688
- L 456.309997 249.29928
- L 457.077267 258.677474
- L 457.844536 253.17438
- L 458.611806 252.111316
- L 459.379075 257.616866
- L 460.146345 247.170632
- L 460.913614 257.449318
- L 461.680884 253.088295
- L 462.448153 251.629005
- L 463.215423 255.683554
- L 463.982693 248.182604
- L 464.749962 256.992555
- L 465.517232 251.008804
- L 467.051771 256.312439
- L 467.81904 248.470347
- L 468.58631 257.806953
- L 469.353579 250.427289
- L 470.120849 254.542394
- L 470.888118 255.343628
- L 471.655388 247.918899
- L 472.422657 259.30846
- L 473.189927 251.847328
- L 473.957196 251.635267
- L 474.724466 257.056103
- L 475.491735 248.062229
- L 476.259005 258.432919
- L 477.026274 252.261295
- L 477.793544 255.301647
- L 478.560813 254.03096
- L 479.328083 250.595502
- L 480.095352 256.86387
- L 480.862622 246.641463
- L 481.629892 258.188086
- L 482.397161 248.610425
- L 483.164431 255.281912
- L 483.9317 255.008202
- L 484.69897 248.128722
- L 485.466239 256.647095
- L 486.233509 248.43657
- L 487.000778 256.190172
- L 487.768048 252.010425
- L 488.535317 250.39197
- L 489.302587 257.267908
- L 490.069856 246.767111
- L 490.837126 257.257787
- L 491.604395 254.522746
- L 492.371665 254.915139
- L 493.138934 254.806062
- L 493.906204 248.648839
- L 494.673473 256.742336
- L 495.440743 249.982725
- L 496.208012 254.259384
- L 496.975282 256.425431
- L 497.742552 248.988126
- L 498.509821 257.523847
- L 499.277091 248.546317
- L 500.04436 256.990043
- L 500.81163 251.302483
- L 501.578899 249.90127
- L 502.346169 255.483986
- L 503.113438 247.638122
- L 503.880708 255.944055
- L 504.647977 253.970985
- L 505.415247 248.876054
- L 506.182516 257.591843
- L 506.949786 249.71504
- L 507.717055 252.917445
- L 508.484325 257.532626
- L 509.251594 248.840763
- L 510.018864 258.599196
- L 510.786133 252.676976
- L 511.553403 250.953997
- L 512.320672 258.484908
- L 513.087942 248.632927
- L 513.855211 255.092116
- L 514.622481 253.366396
- L 515.389751 246.530267
- L 516.15702 255.86605
- L 516.92429 246.971077
- L 517.691559 252.973517
- L 518.458829 254.955898
- L 519.226098 246.286406
- L 519.993368 256.168528
- L 520.760637 249.706885
- L 521.527907 250.374996
- L 522.295176 255.149736
- L 523.062446 245.901985
- L 523.829715 255.023706
- L 524.596985 247.023351
- L 525.364254 252.494941
- L 526.131524 253.545114
- L 526.898793 245.272406
- L 527.666063 256.787872
- L 528.433332 249.583558
- L 529.200602 249.79344
- L 529.967871 257.448757
- L 530.735141 248.593752
- L 531.502411 256.80124
- L 532.26968 252.069544
- L 533.03695 248.681358
- L 533.804219 256.039433
- L 534.571489 244.528498
- L 535.338758 255.429646
- L 536.106028 248.655257
- L 536.873297 250.632205
- L 537.640567 254.699598
- L 538.407836 248.740262
- L 539.175106 255.122656
- L 539.942375 246.402099
- L 540.709645 254.991193
- L 541.476914 245.413167
- L 542.244184 255.438328
- L 543.011453 247.338578
- L 543.778723 253.908216
- L 544.545992 252.8415
- L 545.313262 248.724553
- L 546.080531 254.345714
- L 546.847801 245.605056
- L 547.61507 257.372141
- L 548.38234 248.459305
- L 549.14961 254.133292
- L 549.916879 254.113878
- L 550.684149 248.186439
- L 551.451418 256.628248
- L 552.218688 247.680743
- L 552.985957 255.761321
- L 553.753227 247.859392
- L 554.520496 253.235691
- L 555.287766 254.163621
- L 556.055035 246.230655
- L 556.822305 255.453585
- L 557.589574 247.262968
- L 558.356844 254.367667
- L 559.124113 247.993762
- L 559.891383 252.87761
- L 560.658652 253.041237
- L 561.425922 244.208647
- L 562.193191 255.890019
- L 562.960461 249.564801
- L 563.72773 250.098731
- L 563.72773 250.098731
- " style="fill:none;stroke:#ff0000;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:#ff0000;" 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:#ff0000;" 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:#ff0000;" 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:#ff0000;" 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(#p20770be779)" d="M 432.524642 280.127037
- L 434.077235 282.287667
- L 435.629827 282.371335
- L 437.182419 282.19654
- L 438.735012 282.37534
- L 440.287604 282.163286
- L 441.840197 281.664517
- L 443.392789 282.372057
- L 444.945382 282.378392
- L 446.497974 282.401172
- L 448.050567 282.3321
- L 449.603159 282.390639
- L 451.155751 282.171854
- L 452.708344 282.326093
- L 454.260936 282.350937
- L 455.813529 282.396343
- L 457.366121 282.369465
- L 458.918714 282.376098
- L 460.471306 282.359985
- L 462.023899 282.207411
- L 463.576491 282.397177
- L 465.129083 282.380714
- L 466.681676 282.267213
- L 468.234268 282.345267
- L 469.786861 282.379369
- L 471.339453 282.289255
- L 472.892046 282.369273
- L 474.444638 282.387761
- L 475.997231 282.398613
- L 477.549823 282.155657
- L 479.102415 282.330098
- L 480.655008 282.381312
- L 482.2076 282.369963
- L 483.760193 282.400999
- L 485.312785 282.31172
- L 486.865378 282.339519
- L 488.41797 282.363124
- L 489.970563 282.323171
- L 491.523155 282.383985
- L 493.075747 282.385818
- L 494.62834 282.404311
- L 496.180932 282.383438
- L 497.733525 282.276695
- L 499.286117 282.360918
- L 500.83871 282.377706
- L 502.391302 282.395855
- L 503.943895 282.29221
- L 505.496487 282.23089
- L 507.049079 282.30971
- L 508.601672 282.0377
- L 510.154264 282.374653
- L 511.706857 282.224589
- L 513.259449 282.172714
- L 514.812042 281.822492
- L 516.364634 282.378213
- L 517.917227 282.305512
- L 519.469819 282.386569
- L 521.022412 282.400414
- L 522.575004 282.257196
- L 524.127596 281.56281
- L 525.680189 282.209098
- L 527.232781 281.576812
- L 528.785374 282.324271
- L 530.337966 282.137786
- L 531.890559 281.519692
- L 533.443151 281.835202
- L 534.995744 272.132354
- L 536.548336 281.293808
- L 538.100928 268.677208
- L 539.653521 278.346447
- L 541.206113 282.208714
- L 542.758706 270.690825
- L 544.311298 281.923553
- L 545.863891 280.333847
- L 547.416483 280.34174
- L 548.969076 279.73487
- L 550.521668 282.210485
- L 552.07426 281.785215
- L 553.626853 282.12674
- L 555.179445 282.260075
- L 556.732038 282.283566
- L 558.28463 282.300954
- L 559.837223 282.391938
- L 561.389815 282.248559
- L 562.942408 282.278906
- L 564.495 282.351202
- " style="fill:none;stroke:#ff0000;stroke-linecap:round;"/>
- </g>
- </g>
- <g id="axes_61">
- <g clip-path="url(#p143e8e067c)">
- <image height="27.6" id="imagef9abc70503" 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(#p143e8e067c)" d="M 37.849348 299.788595
- L 39.060085 299.788595
- L 39.362769 300.091279
- L 39.665454 300.091279
- L 39.968138 300.393964
- L 40.876191 300.393964
- L 41.178875 300.696648
- L 42.086928 300.696648
- L 42.389612 300.999332
- L 42.692297 300.999332
- L 42.994981 301.302017
- L 43.297665 301.302017
- L 43.600349 301.604701
- L 43.903034 301.604701
- L 44.205718 301.907385
- L 44.811087 301.907385
- L 45.113771 302.210069
- L 45.416455 302.210069
- L 46.324508 303.118122
- L 46.627193 303.118122
- L 48.897325 305.388255
- L 48.897325 305.690939
- L 49.502693 306.296308
- L 49.502693 306.598992
- L 50.108062 307.204361
- L 50.108062 307.507045
- L 50.713431 308.112413
- L 50.713431 308.717782
- L 51.016115 309.020466
- L 51.016115 309.323151
- L 51.318799 309.625835
- L 51.318799 309.928519
- L 51.621484 310.231204
- L 51.621484 310.836572
- L 51.924168 311.139257
- L 51.924168 312.047309
- L 51.621484 312.349994
- L 51.621484 312.955362
- L 49.502693 315.074153
- L 49.502693 315.376837
- L 49.048667 315.830863
- L 48.745983 315.830863
- L 48.140614 316.436232
- L 46.627193 316.436232
- L 46.324508 316.738916
- L 46.021824 316.738916
- L 45.71914 317.041601
- L 44.508402 317.041601
- L 44.35706 317.192943
- L 44.35706 317.495627
- L 44.054376 317.798311
- L 44.054376 318.40368
- L 43.751692 318.706364
- L 43.751692 319.009049
- L 42.086928 320.673812
- L 40.270822 320.673812
- L 39.968138 320.976497
- L 38.454716 320.976497
- L 38.152032 320.673812
- L 37.546663 320.673812
- L 37.243979 320.371128
- L 36.941295 320.673812
- L 36.63861 320.371128
- L 32.40103 320.371128
- L 32.098346 320.673812
- L 30.28224 320.673812
- L 29.979556 320.371128
- L 27.255397 320.371128
- L 26.952713 320.068444
- L 24.833922 320.068444
- L 24.68258 319.917101
- L 24.985265 319.614417
- L 24.985265 318.100996
- L 24.68258 317.798311
- L 24.68258 317.192943
- L 24.077212 316.587574
- L 24.077212 316.28489
- L 23.774527 315.982205
- L 23.774527 315.679521
- L 23.471843 315.376837
- L 23.471843 315.074153
- L 23.169159 314.771468
- L 23.169159 314.468784
- L 22.866474 314.1661
- L 22.866474 312.047309
- L 23.169159 311.744625
- L 23.169159 311.139257
- L 23.471843 310.836572
- L 23.471843 310.533888
- L 23.774527 310.231204
- L 23.774527 309.928519
- L 24.379896 309.323151
- L 24.379896 309.020466
- L 24.68258 308.717782
- L 24.68258 308.112413
- L 24.985265 307.809729
- L 24.985265 307.507045
- L 25.287949 307.204361
- L 25.287949 306.901676
- L 25.590633 306.598992
- L 25.590633 306.296308
- L 25.893318 305.993623
- L 25.893318 305.690939
- L 26.196002 305.388255
- L 26.196002 305.08557
- L 28.466134 302.815438
- L 28.768818 302.815438
- L 29.374187 302.210069
- L 29.676871 302.210069
- L 29.979556 301.907385
- L 30.28224 301.907385
- L 30.584924 301.604701
- L 30.887609 301.604701
- L 31.190293 301.302017
- L 31.492977 301.302017
- L 32.098346 300.696648
- L 32.40103 300.696648
- L 32.703714 300.393964
- L 36.941295 300.393964
- L 37.243979 300.091279
- L 37.546663 300.091279
- L 37.849348 299.788595
- L 37.849348 299.788595
- " style="fill:none;stroke:#000000;stroke-width:0.5;"/>
- </g>
- <g id="text_97">
- <!-- C13 [noise]: Tot. var. expl. 2.5% -->
- <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-35"/>
- <use x="1522.673828" xlink:href="#DejaVuSans-25"/>
- </g>
- </g>
- </g>
- <g id="axes_62">
- <g clip-path="url(#pff05cb17fa)">
- <image height="33.12" id="image618aaed54c" 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(#pff05cb17fa)" d="M 77.661087 297.603281
- L 79.473867 297.603281
- L 79.836423 297.965837
- L 80.198979 297.965837
- L 80.561534 298.328393
- L 84.54965 298.328393
- L 85.274762 299.053505
- L 85.637317 299.053505
- L 85.999873 299.41606
- L 86.362429 299.41606
- L 86.724985 299.778616
- L 87.450097 299.778616
- L 88.900321 301.22884
- L 89.262877 301.22884
- L 89.987989 301.953952
- L 90.350545 301.953952
- L 91.61949 303.222898
- L 91.61949 303.585454
- L 92.344602 304.310566
- L 92.344602 304.673121
- L 92.707158 305.035677
- L 92.707158 305.398233
- L 93.069714 305.760789
- L 93.069714 306.485901
- L 93.43227 306.848457
- L 93.43227 307.573569
- L 93.794826 307.936125
- L 93.794826 310.11146
- L 94.157382 310.474016
- L 94.157382 313.374464
- L 93.794826 313.73702
- L 93.794826 314.099576
- L 93.43227 314.462131
- L 93.43227 314.824687
- L 93.069714 315.187243
- L 93.069714 315.549799
- L 91.982046 316.637467
- L 91.982046 317.000023
- L 91.256934 317.725135
- L 91.256934 318.812803
- L 90.894378 319.175359
- L 90.894378 319.537914
- L 90.531823 319.90047
- L 90.531823 321.71325
- L 89.987989 322.257084
- L 89.262877 322.257084
- L 88.900321 322.61964
- L 85.637317 322.61964
- L 85.274762 322.257084
- L 78.023643 322.257084
- L 77.661087 322.61964
- L 77.298531 322.257084
- L 76.573419 322.982196
- L 75.848307 322.982196
- L 75.485751 322.61964
- L 74.76064 322.61964
- L 74.398084 322.257084
- L 73.310416 322.257084
- L 72.94786 322.61964
- L 71.13508 322.61964
- L 70.409968 321.894528
- L 70.047413 321.894528
- L 69.866135 321.71325
- L 69.866135 319.90047
- L 68.778467 318.812803
- L 68.778467 318.450247
- L 68.415911 318.087691
- L 68.415911 317.725135
- L 68.053355 317.362579
- L 68.053355 317.000023
- L 67.690799 316.637467
- L 67.690799 316.274911
- L 67.328243 315.912355
- L 67.328243 315.549799
- L 66.603131 314.824687
- L 66.603131 313.73702
- L 66.965687 313.374464
- L 66.965687 307.573569
- L 67.328243 307.211013
- L 67.328243 305.398233
- L 67.690799 305.035677
- L 67.690799 304.673121
- L 70.409968 301.953952
- L 70.772524 301.953952
- L 71.13508 301.591396
- L 71.497636 301.591396
- L 72.94786 300.141172
- L 73.310416 300.141172
- L 74.035528 299.41606
- L 74.398084 299.41606
- L 75.123196 298.690949
- L 75.848307 298.690949
- L 76.210863 298.328393
- L 76.573419 298.328393
- L 76.935975 297.965837
- L 77.298531 297.965837
- L 77.661087 297.603281
- L 77.661087 297.603281
- " style="fill:none;stroke:#000000;stroke-width:0.5;"/>
- </g>
- </g>
- <g id="axes_63">
- <g clip-path="url(#pee4b304d1f)">
- <image height="39.6" id="imaged7e4bca587" 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(#pee4b304d1f)" d="M 121.643883 292.890054
- L 123.456662 292.890054
- L 123.819218 293.25261
- L 127.444778 293.25261
- L 127.807334 293.615166
- L 128.169889 293.615166
- L 128.532445 293.977722
- L 128.895001 293.977722
- L 129.620113 294.702833
- L 129.982669 294.702833
- L 130.345225 295.065389
- L 130.707781 295.065389
- L 131.976727 296.334335
- L 131.976727 296.696891
- L 133.064394 297.784559
- L 133.064394 298.147115
- L 133.42695 298.509671
- L 133.42695 298.872227
- L 133.789506 299.234783
- L 133.789506 299.597338
- L 134.152062 299.959894
- L 134.152062 300.32245
- L 134.514618 300.685006
- L 134.514618 301.047562
- L 134.877174 301.410118
- L 134.877174 301.772674
- L 135.23973 302.13523
- L 135.23973 302.497786
- L 135.602286 302.860342
- L 135.602286 303.585454
- L 135.964842 303.94801
- L 135.964842 304.673121
- L 136.327398 305.035677
- L 136.327398 306.848457
- L 136.689954 307.211013
- L 136.689954 307.936125
- L 137.05251 308.298681
- L 137.05251 310.11146
- L 137.415066 310.474016
- L 137.415066 314.099576
- L 137.05251 314.462131
- L 137.05251 315.549799
- L 136.689954 315.912355
- L 136.689954 316.637467
- L 136.327398 317.000023
- L 136.327398 317.725135
- L 135.964842 318.087691
- L 135.964842 318.450247
- L 135.602286 318.812803
- L 135.602286 319.175359
- L 135.23973 319.537914
- L 135.23973 319.90047
- L 134.877174 320.263026
- L 134.877174 320.625582
- L 133.789506 321.71325
- L 133.789506 322.075806
- L 132.339283 323.52603
- L 132.339283 323.888586
- L 130.707781 325.520087
- L 130.345225 325.520087
- L 129.620113 326.245199
- L 129.257557 326.245199
- L 128.532445 326.970311
- L 128.169889 326.970311
- L 127.807334 327.332867
- L 127.082222 327.332867
- L 126.719666 327.695423
- L 125.269442 327.695423
- L 124.906886 327.332867
- L 122.368995 327.332867
- L 122.006439 327.695423
- L 120.918771 327.695423
- L 120.556215 327.332867
- L 119.468547 327.332867
- L 119.105991 326.970311
- L 118.743435 326.970311
- L 118.380879 326.607755
- L 118.018323 326.607755
- L 117.655768 326.245199
- L 117.293212 326.245199
- L 116.205544 325.157531
- L 115.842988 325.157531
- L 114.030208 323.344752
- L 113.667652 323.344752
- L 113.486374 323.163474
- L 113.486374 322.800918
- L 112.761262 322.075806
- L 112.761262 321.71325
- L 112.036151 320.988138
- L 112.036151 320.625582
- L 111.311039 319.90047
- L 111.311039 319.537914
- L 110.948483 319.175359
- L 110.948483 318.812803
- L 110.585927 318.450247
- L 110.585927 316.274911
- L 110.223371 315.912355
- L 110.223371 314.462131
- L 109.860815 314.099576
- L 109.860815 312.649352
- L 110.223371 312.286796
- L 110.223371 307.936125
- L 110.585927 307.573569
- L 110.585927 306.485901
- L 110.948483 306.123345
- L 110.948483 303.94801
- L 111.311039 303.585454
- L 111.311039 303.222898
- L 111.673595 302.860342
- L 111.673595 302.497786
- L 112.036151 302.13523
- L 112.036151 301.772674
- L 112.398707 301.410118
- L 112.398707 301.047562
- L 112.761262 300.685006
- L 112.761262 300.32245
- L 113.123818 299.959894
- L 113.123818 299.234783
- L 113.486374 298.872227
- L 113.486374 298.509671
- L 114.574042 297.422003
- L 114.574042 297.059447
- L 115.66171 295.971779
- L 115.66171 295.609223
- L 116.5681 294.702833
- L 116.930656 294.702833
- L 117.293212 294.340277
- L 117.655768 294.340277
- L 118.018323 293.977722
- L 118.380879 293.977722
- L 118.743435 293.615166
- L 119.468547 293.615166
- L 119.831103 293.25261
- L 121.281327 293.25261
- L 121.643883 292.890054
- L 121.643883 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(#pb7fe73fb21)" d="M 150.218051 302.523717
- L 150.985321 300.733296
- L 151.75259 301.542294
- L 152.51986 301.876486
- L 153.28713 303.036475
- L 154.054399 303.086602
- L 154.821669 303.596602
- L 155.588938 305.938157
- L 157.123477 304.925435
- L 157.890747 303.839838
- L 158.658016 302.441896
- L 159.425286 303.768885
- L 160.192555 302.079462
- L 160.959825 302.414819
- L 161.727094 302.44759
- L 162.494364 304.0781
- L 163.261633 303.104407
- L 164.028903 301.855869
- L 164.796172 303.555836
- L 165.563442 303.819089
- L 166.330711 302.589322
- L 167.097981 302.014649
- L 167.86525 303.967069
- L 168.63252 303.092339
- L 169.39979 302.520649
- L 170.167059 302.162818
- L 170.934329 298.198845
- L 171.701598 299.147375
- L 172.468868 299.213587
- L 173.236137 300.381863
- L 174.003407 303.758203
- L 174.770676 301.923427
- L 175.537946 301.255144
- L 176.305215 302.149351
- L 177.072485 302.842772
- L 178.607024 300.440704
- L 179.374293 299.972061
- L 180.141563 301.327165
- L 180.908832 298.208815
- L 181.676102 301.408644
- L 182.443371 299.198728
- L 183.210641 299.698132
- L 183.97791 298.234689
- L 184.74518 298.411881
- L 185.512449 297.710585
- L 186.279719 300.392151
- L 187.046989 299.086106
- L 187.814258 299.228096
- L 188.581528 298.931524
- L 189.348797 298.904405
- L 190.116067 298.654252
- L 190.883336 297.790754
- L 191.650606 299.041188
- L 192.417875 299.081648
- L 193.185145 299.485433
- L 194.719684 297.860746
- L 195.486953 297.276064
- L 196.254223 295.277363
- L 197.021492 295.527018
- L 197.788762 294.981856
- L 198.556031 295.60215
- L 199.323301 295.584316
- L 200.09057 294.780667
- L 200.85784 293.457794
- L 201.625109 294.682973
- L 202.392379 293.704821
- L 203.926918 293.277402
- L 204.694188 292.829911
- L 205.461457 292.843633
- L 206.995996 293.581621
- L 207.763266 292.959578
- L 208.530535 293.708479
- L 210.065074 294.566087
- L 210.832344 293.655912
- L 211.599613 293.39648
- L 212.366883 293.716011
- L 213.134152 294.365451
- L 213.901422 293.748325
- L 214.668691 294.083552
- L 215.435961 294.902678
- L 216.20323 292.647226
- L 216.9705 293.121859
- L 217.737769 293.214043
- L 218.505039 292.753544
- L 219.272309 291.955111
- L 220.039578 291.773058
- L 220.806848 292.691596
- L 221.574117 293.029208
- L 222.341387 294.836305
- L 223.108656 294.344026
- L 223.875926 294.97476
- L 224.643195 293.605481
- L 225.410465 295.82827
- L 226.177734 306.872871
- L 226.945004 303.807109
- L 227.712273 302.122508
- L 228.479543 302.013125
- L 230.014082 300.716837
- L 230.781351 298.932323
- L 231.548621 298.831434
- L 232.31589 295.940358
- L 233.08316 299.066559
- L 233.850429 296.250001
- L 234.617699 297.120531
- L 235.384968 295.409279
- L 236.152238 297.184757
- L 236.919508 297.767029
- L 237.686777 295.196064
- L 238.454047 297.931615
- L 239.221316 302.925231
- L 239.988586 302.245943
- L 240.755855 296.720849
- L 241.523125 297.384497
- L 242.290394 296.856615
- L 243.057664 296.561932
- L 243.824933 298.915084
- L 244.592203 296.266202
- L 245.359472 300.052914
- L 246.126742 301.653612
- L 246.894011 299.833427
- L 247.661281 299.894056
- L 248.42855 301.334697
- L 249.19582 299.813477
- L 249.963089 299.680904
- L 250.730359 300.094286
- L 251.497628 299.875675
- L 252.264898 297.834931
- L 253.032168 297.996302
- L 253.799437 299.602896
- L 254.566707 298.796794
- L 255.333976 298.910791
- L 256.868515 298.338551
- L 257.635785 297.769726
- L 258.403054 297.693658
- L 259.170324 297.418041
- L 260.704863 299.194938
- L 261.472132 301.456176
- L 262.239402 301.818905
- L 263.006671 300.492002
- L 263.773941 300.193432
- L 264.54121 302.184039
- L 265.30848 302.484371
- L 266.075749 302.46272
- L 266.843019 301.429561
- L 267.610288 301.411776
- L 268.377558 301.747836
- L 269.144827 303.138944
- L 269.912097 300.665711
- L 270.679367 301.100099
- L 271.446636 299.248634
- L 272.213906 302.164981
- L 272.981175 298.538054
- L 273.748445 297.254157
- L 274.515714 296.406544
- L 275.282984 296.857833
- L 276.050253 297.658752
- L 276.817523 301.468401
- L 277.584792 300.995326
- L 278.352062 299.245153
- L 279.119331 299.833318
- L 279.886601 300.148104
- L 280.65387 302.429283
- L 281.42114 299.097025
- L 281.42114 299.097025
- " 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(#pc771ed4f1e)" d="M 150.218051 316.241619
- L 151.770644 326.565983
- L 153.323236 329.680184
- L 154.875829 328.960949
- L 156.428421 329.874014
- L 157.981014 329.559491
- L 159.533606 328.237846
- L 161.086199 329.593035
- L 162.638791 329.779233
- L 164.191383 329.686398
- L 165.743976 329.448311
- L 167.296568 329.935141
- L 168.849161 329.436287
- L 170.401753 329.928691
- L 171.954346 329.760786
- L 173.506938 329.948799
- L 175.059531 329.866201
- L 176.612123 329.89967
- L 178.164715 329.95253
- L 179.717308 329.795851
- L 181.2699 329.857059
- L 182.822493 329.842863
- L 184.375085 329.823282
- L 185.927678 329.86708
- L 187.48027 329.948145
- L 189.032863 329.958082
- L 190.585455 329.93547
- L 192.138047 329.91413
- L 193.69064 329.934427
- L 195.243232 329.886362
- L 196.795825 329.936539
- L 198.348417 329.803031
- L 199.90101 329.927889
- L 201.453602 329.905111
- L 203.006195 329.948599
- L 204.558787 329.89027
- L 206.11138 329.894101
- L 207.663972 329.941432
- L 209.216564 329.904295
- L 210.769157 329.862615
- L 212.321749 329.908149
- L 213.874342 329.914386
- L 215.426934 329.91677
- L 216.979527 329.962869
- L 218.532119 329.922948
- L 220.084712 329.921422
- L 221.637304 329.943473
- L 223.189896 329.907433
- L 224.742489 329.91426
- L 226.295081 329.962529
- L 227.847674 329.918522
- L 229.400266 329.922636
- L 230.952859 329.942727
- L 232.505451 329.910497
- L 234.058044 329.939182
- L 235.610636 329.966902
- L 237.163228 329.955816
- L 238.715821 329.961386
- L 240.268413 329.906257
- L 241.821006 329.912463
- L 243.373598 329.934509
- L 244.926191 329.961537
- L 246.478783 329.916753
- L 248.031376 329.953472
- L 249.583968 329.968709
- L 251.13656 329.9418
- L 252.689153 329.964435
- L 254.241745 329.925502
- L 255.794338 329.962991
- L 257.34693 329.967687
- L 258.899523 329.951222
- L 260.452115 329.962127
- L 262.004708 329.912449
- L 263.5573 329.949967
- L 265.109892 329.893623
- L 266.662485 329.962141
- L 268.215077 329.880039
- L 269.76767 329.958999
- L 271.320262 329.941567
- L 272.872855 329.920725
- L 274.425447 329.964094
- L 275.97804 329.968722
- L 277.530632 329.907375
- L 279.083224 329.934073
- L 280.635817 329.959545
- L 282.188409 329.961494
- " style="fill:none;stroke:#ff0000;stroke-linecap:round;"/>
- </g>
- </g>
- <g id="axes_66">
- <g clip-path="url(#p81b0b9e67c)">
- <image height="27.6" id="image2818e943ff" 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(#p81b0b9e67c)" d="M 320.155938 299.788595
- L 321.366676 299.788595
- L 321.66936 300.091279
- L 321.972044 300.091279
- L 322.274728 300.393964
- L 323.182781 300.393964
- L 323.485466 300.696648
- L 324.393519 300.696648
- L 324.696203 300.999332
- L 324.998887 300.999332
- L 325.301572 301.302017
- L 325.604256 301.302017
- L 325.90694 301.604701
- L 326.209624 301.604701
- L 326.512309 301.907385
- L 327.117677 301.907385
- L 327.420362 302.210069
- L 327.723046 302.210069
- L 328.631099 303.118122
- L 328.933783 303.118122
- L 331.203916 305.388255
- L 331.203916 305.690939
- L 331.809284 306.296308
- L 331.809284 306.598992
- L 332.414653 307.204361
- L 332.414653 307.507045
- L 333.020021 308.112413
- L 333.020021 308.717782
- L 333.322706 309.020466
- L 333.322706 309.323151
- L 333.62539 309.625835
- L 333.62539 309.928519
- L 333.928074 310.231204
- L 333.928074 310.836572
- L 334.230759 311.139257
- L 334.230759 312.047309
- L 333.928074 312.349994
- L 333.928074 312.955362
- L 331.809284 315.074153
- L 331.809284 315.376837
- L 331.355258 315.830863
- L 331.052573 315.830863
- L 330.447205 316.436232
- L 328.933783 316.436232
- L 328.631099 316.738916
- L 328.328415 316.738916
- L 328.02573 317.041601
- L 326.814993 317.041601
- L 326.663651 317.192943
- L 326.663651 317.495627
- L 326.360967 317.798311
- L 326.360967 318.40368
- L 326.058282 318.706364
- L 326.058282 319.009049
- L 324.393519 320.673812
- L 322.577413 320.673812
- L 322.274728 320.976497
- L 320.761307 320.976497
- L 320.458623 320.673812
- L 319.853254 320.673812
- L 319.55057 320.371128
- L 319.247885 320.673812
- L 318.945201 320.371128
- L 314.707621 320.371128
- L 314.404936 320.673812
- L 312.588831 320.673812
- L 312.286146 320.371128
- L 309.561988 320.371128
- L 309.259303 320.068444
- L 307.140513 320.068444
- L 306.989171 319.917101
- L 307.291855 319.614417
- L 307.291855 318.100996
- L 306.989171 317.798311
- L 306.989171 317.192943
- L 306.383802 316.587574
- L 306.383802 316.28489
- L 306.081118 315.982205
- L 306.081118 315.679521
- L 305.778434 315.376837
- L 305.778434 315.074153
- L 305.475749 314.771468
- L 305.475749 314.468784
- L 305.173065 314.1661
- L 305.173065 312.047309
- L 305.475749 311.744625
- L 305.475749 311.139257
- L 305.778434 310.836572
- L 305.778434 310.533888
- L 306.081118 310.231204
- L 306.081118 309.928519
- L 306.686487 309.323151
- L 306.686487 309.020466
- L 306.989171 308.717782
- L 306.989171 308.112413
- L 307.291855 307.809729
- L 307.291855 307.507045
- L 307.59454 307.204361
- L 307.59454 306.901676
- L 307.897224 306.598992
- L 307.897224 306.296308
- L 308.199908 305.993623
- L 308.199908 305.690939
- L 308.502592 305.388255
- L 308.502592 305.08557
- L 310.772725 302.815438
- L 311.075409 302.815438
- L 311.680778 302.210069
- L 311.983462 302.210069
- L 312.286146 301.907385
- L 312.588831 301.907385
- L 312.891515 301.604701
- L 313.194199 301.604701
- L 313.496884 301.302017
- L 313.799568 301.302017
- L 314.404936 300.696648
- L 314.707621 300.696648
- L 315.010305 300.393964
- L 319.247885 300.393964
- L 319.55057 300.091279
- L 319.853254 300.091279
- L 320.155938 299.788595
- L 320.155938 299.788595
- " style="fill:none;stroke:#000000;stroke-width:0.5;"/>
- </g>
- <g id="text_105">
- <!-- C14 [noise]: Tot. var. expl. 2.5% -->
- <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-35"/>
- <use x="1522.673828" xlink:href="#DejaVuSans-25"/>
- </g>
- </g>
- </g>
- <g id="axes_67">
- <g clip-path="url(#p476ff1d38b)">
- <image height="33.12" id="imagefcd8eef5cf" 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(#p476ff1d38b)" d="M 359.967678 297.603281
- L 361.780457 297.603281
- L 362.143013 297.965837
- L 362.505569 297.965837
- L 362.868125 298.328393
- L 366.85624 298.328393
- L 367.581352 299.053505
- L 367.943908 299.053505
- L 368.306464 299.41606
- L 368.66902 299.41606
- L 369.031576 299.778616
- L 369.756688 299.778616
- L 371.206911 301.22884
- L 371.569467 301.22884
- L 372.294579 301.953952
- L 372.657135 301.953952
- L 373.926081 303.222898
- L 373.926081 303.585454
- L 374.651193 304.310566
- L 374.651193 304.673121
- L 375.013749 305.035677
- L 375.013749 305.398233
- L 375.376305 305.760789
- L 375.376305 306.485901
- L 375.738861 306.848457
- L 375.738861 307.573569
- L 376.101417 307.936125
- L 376.101417 310.11146
- L 376.463972 310.474016
- L 376.463972 313.374464
- L 376.101417 313.73702
- L 376.101417 314.099576
- L 375.738861 314.462131
- L 375.738861 314.824687
- L 375.376305 315.187243
- L 375.376305 315.549799
- L 374.288637 316.637467
- L 374.288637 317.000023
- L 373.563525 317.725135
- L 373.563525 318.812803
- L 373.200969 319.175359
- L 373.200969 319.537914
- L 372.838413 319.90047
- L 372.838413 321.71325
- L 372.294579 322.257084
- L 371.569467 322.257084
- L 371.206911 322.61964
- L 367.943908 322.61964
- L 367.581352 322.257084
- L 360.330234 322.257084
- L 359.967678 322.61964
- L 359.605122 322.257084
- L 358.88001 322.982196
- L 358.154898 322.982196
- L 357.792342 322.61964
- L 357.06723 322.61964
- L 356.704674 322.257084
- L 355.617007 322.257084
- L 355.254451 322.61964
- L 353.441671 322.61964
- L 352.716559 321.894528
- L 352.354003 321.894528
- L 352.172725 321.71325
- L 352.172725 319.90047
- L 351.085057 318.812803
- L 351.085057 318.450247
- L 350.722502 318.087691
- L 350.722502 317.725135
- L 350.359946 317.362579
- L 350.359946 317.000023
- L 349.99739 316.637467
- L 349.99739 316.274911
- L 349.634834 315.912355
- L 349.634834 315.549799
- L 348.909722 314.824687
- L 348.909722 313.73702
- L 349.272278 313.374464
- L 349.272278 307.573569
- L 349.634834 307.211013
- L 349.634834 305.398233
- L 349.99739 305.035677
- L 349.99739 304.673121
- L 352.716559 301.953952
- L 353.079115 301.953952
- L 353.441671 301.591396
- L 353.804227 301.591396
- L 355.254451 300.141172
- L 355.617007 300.141172
- L 356.342118 299.41606
- L 356.704674 299.41606
- L 357.429786 298.690949
- L 358.154898 298.690949
- L 358.517454 298.328393
- L 358.88001 298.328393
- L 359.242566 297.965837
- L 359.605122 297.965837
- L 359.967678 297.603281
- L 359.967678 297.603281
- " style="fill:none;stroke:#000000;stroke-width:0.5;"/>
- </g>
- </g>
- <g id="axes_68">
- <g clip-path="url(#pd760f72674)">
- <image height="39.6" id="imaged36e9cc249" 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(#pd760f72674)" d="M 403.950473 292.890054
- L 405.763253 292.890054
- L 406.125809 293.25261
- L 409.751368 293.25261
- L 410.113924 293.615166
- L 410.47648 293.615166
- L 410.839036 293.977722
- L 411.201592 293.977722
- L 411.926704 294.702833
- L 412.28926 294.702833
- L 412.651816 295.065389
- L 413.014372 295.065389
- L 414.283317 296.334335
- L 414.283317 296.696891
- L 415.370985 297.784559
- L 415.370985 298.147115
- L 415.733541 298.509671
- L 415.733541 298.872227
- L 416.096097 299.234783
- L 416.096097 299.597338
- L 416.458653 299.959894
- L 416.458653 300.32245
- L 416.821209 300.685006
- L 416.821209 301.047562
- L 417.183765 301.410118
- L 417.183765 301.772674
- L 417.546321 302.13523
- L 417.546321 302.497786
- L 417.908877 302.860342
- L 417.908877 303.585454
- L 418.271433 303.94801
- L 418.271433 304.673121
- L 418.633988 305.035677
- L 418.633988 306.848457
- L 418.996544 307.211013
- L 418.996544 307.936125
- L 419.3591 308.298681
- L 419.3591 310.11146
- L 419.721656 310.474016
- L 419.721656 314.099576
- L 419.3591 314.462131
- L 419.3591 315.549799
- L 418.996544 315.912355
- L 418.996544 316.637467
- L 418.633988 317.000023
- L 418.633988 317.725135
- L 418.271433 318.087691
- L 418.271433 318.450247
- L 417.908877 318.812803
- L 417.908877 319.175359
- L 417.546321 319.537914
- L 417.546321 319.90047
- L 417.183765 320.263026
- L 417.183765 320.625582
- L 416.096097 321.71325
- L 416.096097 322.075806
- L 414.645873 323.52603
- L 414.645873 323.888586
- L 413.014372 325.520087
- L 412.651816 325.520087
- L 411.926704 326.245199
- L 411.564148 326.245199
- L 410.839036 326.970311
- L 410.47648 326.970311
- L 410.113924 327.332867
- L 409.388812 327.332867
- L 409.026256 327.695423
- L 407.576033 327.695423
- L 407.213477 327.332867
- L 404.675585 327.332867
- L 404.313029 327.695423
- L 403.225362 327.695423
- L 402.862806 327.332867
- L 401.775138 327.332867
- L 401.412582 326.970311
- L 401.050026 326.970311
- L 400.68747 326.607755
- L 400.324914 326.607755
- L 399.962358 326.245199
- L 399.599802 326.245199
- L 398.512134 325.157531
- L 398.149579 325.157531
- L 396.336799 323.344752
- L 395.974243 323.344752
- L 395.792965 323.163474
- L 395.792965 322.800918
- L 395.067853 322.075806
- L 395.067853 321.71325
- L 394.342741 320.988138
- L 394.342741 320.625582
- L 393.617629 319.90047
- L 393.617629 319.537914
- L 393.255073 319.175359
- L 393.255073 318.812803
- L 392.892518 318.450247
- L 392.892518 316.274911
- L 392.529962 315.912355
- L 392.529962 314.462131
- L 392.167406 314.099576
- L 392.167406 312.649352
- L 392.529962 312.286796
- L 392.529962 307.936125
- L 392.892518 307.573569
- L 392.892518 306.485901
- L 393.255073 306.123345
- L 393.255073 303.94801
- L 393.617629 303.585454
- L 393.617629 303.222898
- L 393.980185 302.860342
- L 393.980185 302.497786
- L 394.342741 302.13523
- L 394.342741 301.772674
- L 394.705297 301.410118
- L 394.705297 301.047562
- L 395.067853 300.685006
- L 395.067853 300.32245
- L 395.430409 299.959894
- L 395.430409 299.234783
- L 395.792965 298.872227
- L 395.792965 298.509671
- L 396.880633 297.422003
- L 396.880633 297.059447
- L 397.968301 295.971779
- L 397.968301 295.609223
- L 398.87469 294.702833
- L 399.237246 294.702833
- L 399.599802 294.340277
- L 399.962358 294.340277
- L 400.324914 293.977722
- L 400.68747 293.977722
- L 401.050026 293.615166
- L 401.775138 293.615166
- L 402.137694 293.25261
- L 403.587917 293.25261
- L 403.950473 292.890054
- L 403.950473 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(#p6e6d6e05e2)" d="M 432.524642 302.509242
- L 433.291912 304.605028
- L 434.059181 296.535361
- L 434.826451 306.872871
- L 435.59372 297.960752
- L 436.36099 303.035536
- L 437.128259 298.619478
- L 437.895529 300.486453
- L 438.662798 298.234451
- L 439.430068 301.42736
- L 440.197337 298.180704
- L 440.964607 301.770717
- L 441.731876 298.997507
- L 442.499146 299.76201
- L 443.266415 295.739146
- L 444.033685 303.046194
- L 444.800954 294.218343
- L 445.568224 305.024902
- L 446.335493 295.093834
- L 447.102763 303.037604
- L 447.870033 297.992975
- L 448.637302 300.524288
- L 449.404572 297.992224
- L 450.171841 298.134385
- L 450.939111 302.149037
- L 451.70638 294.870456
- L 452.47365 303.628326
- L 453.240919 302.081473
- L 454.008189 303.801874
- L 454.775458 302.862552
- L 455.542728 303.183945
- L 456.309997 300.106998
- L 457.077267 300.065408
- L 457.844536 301.956477
- L 458.611806 299.575191
- L 459.379075 298.245571
- L 460.913614 301.131396
- L 461.680884 296.275744
- L 462.448153 302.479861
- L 463.215423 297.615582
- L 463.982693 301.401101
- L 464.749962 299.476798
- L 465.517232 297.909717
- L 466.284501 300.468864
- L 467.051771 299.672512
- L 467.81904 300.367191
- L 468.58631 296.551666
- L 469.353579 301.410158
- L 470.120849 298.262879
- L 470.888118 301.478754
- L 471.655388 295.711867
- L 472.422657 303.047103
- L 473.189927 297.824596
- L 473.957196 300.374195
- L 474.724466 297.551301
- L 475.491735 299.864852
- L 476.259005 300.703657
- L 477.026274 298.255105
- L 477.793544 300.539728
- L 478.560813 299.739388
- L 479.328083 298.215599
- L 480.095352 301.69271
- L 480.862622 300.278334
- L 481.629892 301.185896
- L 482.397161 298.45328
- L 483.164431 299.659503
- L 483.9317 299.20425
- L 484.69897 304.188864
- L 485.466239 296.029024
- L 486.233509 305.292623
- L 487.000778 297.294412
- L 487.768048 304.627498
- L 488.535317 297.714343
- L 489.302587 304.480265
- L 490.069856 299.789964
- L 490.837126 300.592518
- L 491.604395 298.363096
- L 492.371665 301.978892
- L 493.138934 299.441118
- L 493.906204 299.594458
- L 494.673473 301.102567
- L 495.440743 301.843922
- L 496.208012 300.231086
- L 496.975282 300.443882
- L 497.742552 301.134128
- L 498.509821 299.27716
- L 499.277091 302.929445
- L 500.04436 301.293146
- L 500.81163 298.557804
- L 501.578899 303.869386
- L 502.346169 297.172302
- L 503.113438 303.965049
- L 503.880708 300.815096
- L 504.647977 301.564919
- L 505.415247 299.075749
- L 506.949786 301.261552
- L 507.717055 299.7008
- L 508.484325 297.643635
- L 509.251594 296.340887
- L 510.018864 298.361067
- L 510.786133 298.517451
- L 511.553403 297.53458
- L 512.320672 300.086527
- L 513.087942 299.036446
- L 513.855211 299.007553
- L 514.622481 300.66913
- L 515.389751 300.742773
- L 516.15702 299.315863
- L 516.92429 300.671848
- L 517.691559 299.565829
- L 518.458829 301.601573
- L 519.226098 302.023183
- L 519.993368 298.844449
- L 520.760637 302.750888
- L 521.527907 298.17482
- L 522.295176 301.569162
- L 523.062446 299.849853
- L 523.829715 299.55286
- L 524.596985 302.550686
- L 525.364254 297.939109
- L 526.131524 302.53585
- L 526.898793 301.952084
- L 527.666063 298.276308
- L 528.433332 300.399422
- L 529.200602 297.629913
- L 529.967871 301.84053
- L 530.735141 298.827474
- L 531.502411 297.541932
- L 532.26968 301.260318
- L 533.03695 299.693742
- L 533.804219 297.492194
- L 534.571489 301.33959
- L 535.338758 298.361984
- L 536.106028 300.484119
- L 536.873297 297.652895
- L 537.640567 302.875459
- L 538.407836 297.3123
- L 539.175106 300.193884
- L 539.942375 297.75364
- L 540.709645 299.583991
- L 541.476914 298.446162
- L 542.244184 294.761399
- L 543.011453 300.9149
- L 543.778723 295.204168
- L 544.545992 293.299023
- L 545.313262 297.014737
- L 546.080531 298.704789
- L 546.847801 297.302992
- L 547.61507 291.773058
- L 548.38234 298.974201
- L 549.14961 295.769257
- L 549.916879 293.244569
- L 550.684149 298.360563
- L 551.451418 297.144015
- L 552.218688 293.30888
- L 552.985957 294.604636
- L 553.753227 297.082728
- L 554.520496 292.4203
- L 555.287766 298.945927
- L 556.055035 297.499566
- L 556.822305 295.135319
- L 557.589574 294.991664
- L 558.356844 298.51574
- L 559.124113 293.148027
- L 559.891383 294.066984
- L 560.658652 296.16523
- L 561.425922 295.739042
- L 562.193191 292.830288
- L 562.960461 296.65097
- L 563.72773 297.696267
- L 563.72773 297.696267
- " 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(#pf7ce07645f)" d="M 432.524642 316.241619
- L 434.077235 322.513714
- L 435.629827 322.593918
- L 437.182419 328.811091
- L 438.735012 329.250451
- L 440.287604 327.352053
- L 441.840197 329.810824
- L 443.392789 326.415985
- L 444.945382 329.813906
- L 446.497974 329.579268
- L 448.050567 329.302539
- L 449.603159 329.592988
- L 451.155751 328.024945
- L 452.708344 329.536265
- L 454.260936 329.451818
- L 455.813529 329.739685
- L 457.366121 329.333561
- L 458.918714 329.423206
- L 460.471306 329.688195
- L 462.023899 329.301041
- L 463.576491 329.960482
- L 465.129083 329.831119
- L 466.681676 329.968722
- L 468.234268 329.964334
- L 469.786861 329.965607
- L 471.339453 329.790179
- L 472.892046 329.864669
- L 474.444638 329.748589
- L 475.997231 329.883794
- L 477.549823 329.067
- L 479.102415 329.901418
- L 480.655008 329.890773
- L 482.2076 329.961836
- L 483.760193 329.533375
- L 485.312785 329.504949
- L 486.865378 329.85033
- L 488.41797 329.864244
- L 489.970563 329.881255
- L 491.523155 329.894997
- L 493.075747 329.801364
- L 494.62834 329.89989
- L 496.180932 329.19256
- L 497.733525 329.501553
- L 499.286117 329.769432
- L 500.83871 329.727479
- L 502.391302 328.960886
- L 503.943895 329.044545
- L 505.496487 329.762432
- L 507.049079 329.052703
- L 508.601672 329.075607
- L 510.154264 328.449761
- L 511.706857 329.496474
- L 513.259449 329.857008
- L 514.812042 328.196362
- L 516.364634 329.321144
- L 517.917227 329.749873
- L 519.469819 329.31887
- L 521.022412 328.29461
- L 522.575004 329.31127
- L 524.127596 329.719382
- L 525.680189 329.215534
- L 527.232781 329.467812
- L 528.785374 329.664989
- L 530.337966 329.568773
- L 531.890559 329.354321
- L 533.443151 329.082936
- L 534.995744 329.484869
- L 536.548336 328.07179
- L 538.100928 328.407279
- L 539.653521 329.396505
- L 541.206113 329.946329
- L 542.758706 327.191941
- L 544.311298 326.646205
- L 545.863891 329.635277
- L 547.416483 329.399672
- L 548.969076 329.329613
- L 550.521668 324.967466
- L 552.07426 326.638767
- L 553.626853 326.114241
- L 555.179445 329.430271
- L 556.732038 328.60957
- L 558.28463 327.336852
- L 559.837223 328.812106
- L 561.389815 325.797383
- L 562.942408 323.09451
- L 564.495 329.898649
- " style="fill:none;stroke:#ff0000;stroke-linecap:round;"/>
- </g>
- </g>
- <g id="axes_71">
- <g clip-path="url(#p9ee3845614)">
- <image height="27.6" id="imageb28ad495f1" 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(#p9ee3845614)" d="M 37.849348 347.353006
- L 39.060085 347.353006
- L 39.362769 347.655691
- L 39.665454 347.655691
- L 39.968138 347.958375
- L 40.876191 347.958375
- L 41.178875 348.261059
- L 42.086928 348.261059
- L 42.389612 348.563743
- L 42.692297 348.563743
- L 42.994981 348.866428
- L 43.297665 348.866428
- L 43.600349 349.169112
- L 43.903034 349.169112
- L 44.205718 349.471796
- L 44.811087 349.471796
- L 45.113771 349.774481
- L 45.416455 349.774481
- L 46.324508 350.682534
- L 46.627193 350.682534
- L 48.897325 352.952666
- L 48.897325 353.25535
- L 49.502693 353.860719
- L 49.502693 354.163403
- L 50.108062 354.768772
- L 50.108062 355.071456
- L 50.713431 355.676825
- L 50.713431 356.282193
- L 51.016115 356.584878
- L 51.016115 356.887562
- L 51.318799 357.190246
- L 51.318799 357.492931
- L 51.621484 357.795615
- L 51.621484 358.400983
- L 51.924168 358.703668
- L 51.924168 359.611721
- L 51.621484 359.914405
- L 51.621484 360.519774
- L 49.502693 362.638564
- L 49.502693 362.941248
- L 49.048667 363.395274
- L 48.745983 363.395274
- L 48.140614 364.000643
- L 46.627193 364.000643
- L 46.324508 364.303327
- L 46.021824 364.303327
- L 45.71914 364.606012
- L 44.508402 364.606012
- L 44.35706 364.757354
- L 44.35706 365.060038
- L 44.054376 365.362722
- L 44.054376 365.968091
- L 43.751692 366.270775
- L 43.751692 366.57346
- L 42.086928 368.238223
- L 40.270822 368.238223
- L 39.968138 368.540908
- L 38.454716 368.540908
- L 38.152032 368.238223
- L 37.546663 368.238223
- L 37.243979 367.935539
- L 36.941295 368.238223
- L 36.63861 367.935539
- L 32.40103 367.935539
- L 32.098346 368.238223
- L 30.28224 368.238223
- L 29.979556 367.935539
- L 27.255397 367.935539
- L 26.952713 367.632855
- L 24.833922 367.632855
- L 24.68258 367.481513
- L 24.985265 367.178828
- L 24.985265 365.665407
- L 24.68258 365.362722
- L 24.68258 364.757354
- L 24.077212 364.151985
- L 24.077212 363.849301
- L 23.774527 363.546617
- L 23.774527 363.243932
- L 23.471843 362.941248
- L 23.471843 362.638564
- L 23.169159 362.335879
- L 23.169159 362.033195
- L 22.866474 361.730511
- L 22.866474 359.611721
- L 23.169159 359.309036
- L 23.169159 358.703668
- L 23.471843 358.400983
- L 23.471843 358.098299
- L 23.774527 357.795615
- L 23.774527 357.492931
- L 24.379896 356.887562
- L 24.379896 356.584878
- L 24.68258 356.282193
- L 24.68258 355.676825
- L 24.985265 355.37414
- L 24.985265 355.071456
- L 25.287949 354.768772
- L 25.287949 354.466087
- L 25.590633 354.163403
- L 25.590633 353.860719
- L 25.893318 353.558035
- L 25.893318 353.25535
- L 26.196002 352.952666
- L 26.196002 352.649982
- L 28.466134 350.379849
- L 28.768818 350.379849
- L 29.374187 349.774481
- L 29.676871 349.774481
- L 29.979556 349.471796
- L 30.28224 349.471796
- L 30.584924 349.169112
- L 30.887609 349.169112
- L 31.190293 348.866428
- L 31.492977 348.866428
- L 32.098346 348.261059
- L 32.40103 348.261059
- L 32.703714 347.958375
- L 36.941295 347.958375
- L 37.243979 347.655691
- L 37.546663 347.655691
- L 37.849348 347.353006
- L 37.849348 347.353006
- " style="fill:none;stroke:#000000;stroke-width:0.5;"/>
- </g>
- <g id="text_113">
- <!-- C15 [noise]: Tot. var. expl. 2.2% -->
- <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-32"/>
- <use x="1522.673828" xlink:href="#DejaVuSans-25"/>
- </g>
- </g>
- </g>
- <g id="axes_72">
- <g clip-path="url(#pdaa9566da4)">
- <image height="33.12" id="image6bd9f03ccf" transform="scale(1 -1)translate(0 -33.12)" width="33.12" x="63.702684" xlink:href="data:image/png;base64,
- iVBORw0KGgoAAAANSUhEUgAAAIoAAACKCAYAAAB1h9JkAAAABHNCSVQICAgIfAhkiAAAIABJREFUeJztnX9sndd53z9vpHspkxfkZVJeCmQhUrNEGlRrcqss2rIXpqitNDEiF43jISmiBM2PIduiIvPirfBgYF6zokYTbM7SoIE9LArSoopa1Erj1lS6hWqsRHSGiuosmKQCkUQkiOQSXV6QDPneOu/+OM85z3NkrbmSKNrO3i9A8Nz3vve8533f5zy/zvM8J8myekaOHD8Fb3m9B5DjzYGcUHI0hJxQcjSEnFByNIScUHI0hJxQcjSEnFByNIScUHI0hJxQcjSEnFByNIScUHI0hJxQcjSEnFByNIScUHI0hJxQcjSEnFByNIScUHI0hK2v9wA2Ct+WWzkK9MixR/n71208P2vIOUqOhvC6cZQn5NJ/CCwsu2MfLMGIfL8dePD/wRE897iPLwBwkH/JpPndmrS/ylZ+Q/o4wFZGX2cOk7zoxn3sXngv/weAZ/k5PnrBnNTh/t1Zgk45NA9MvM5jf10IpZ+tVKW9kAF11z6NvuQq8AEZXm0ZiiV3/A5ggkMAHOTIa363Dbgs7TJw2Nzix6VdRQnSfwZYB5pMPx5rwJi0Z813PXINj+3mt23SfpTH9NPi4wA8PAUUfs4dWzUDqGtfZ1ugmOjnJhn73cAYH5ejf8BmIRc9ORrCpnGUZ9kaZt/UFeJZ1OKal9thWA5vR9uTJZ3FrwDJFcdJQh8tUKzotZbk/4Mc4kE5aYTjTMjxHgjtL/FZPD/6Ao+H6zwHfF0SWf4i0fPHgFRE5dkWqMisH0TH2A88yhPyaY1+nnLNu+RQiuMk/h4uSXtF74EipCKGuKiHT5aBdvckn2UrH9kkkZRsVl7Pt9nKfRx2F114WtlsSpDLO0r67rcBvdLuB/7En/4yMCMffB8twF7XzAqGX5eKOGEFTUyQpu5wa1H7HkZFRhPOagI3jjkhCL5nrlkEdkm7Q8feV4JJEYmHOcLTPGLu3l3hAE8DQmz+5S/KHziCkEnDbqDLdOGJKQUGXPOZEptGKLnoydEQNk303Mf3cIIDdlSUc/SiCuEMTnEFqBVhsOjaa8C69440z4VZl5SFGTZD1pJoJx5dKSOlCf0sHKVWgDU5fcxcfzwjsP9KiUi5DO06Kts6CGMpAwdEuQY4KLzpOI8wLJxkXK7Pol7Hjyn0x2s/9yUwI6I1vaJf97N52ESr5wWUyUPNC7xEtfhH+BJlsW6qOAsDnHkYbJlVAkvO+rwBWQb/AOtAs7RLrcEaGgHWpe+TKUydQi90P9q3YKEFpaAB005R8VCGViG4TuC4iJ5HOBImQhtHqVkx4//79gwwbY7vlvYntO9JBjkoWtJsu86FMeA+Nge56MnREDaNo3yGxwPHXoMwoyYq/XhOY30Xc6meQxUS1l27Qy0cP8nn6SFZzcK5QUxcgUq7a1p/DdMo6zdWR7EP0gU5vgKtwoG2VwBjVXkutR0VofOo6Fk391FbRllAldeiau7zPCrWTkHNc5eVsxwvOUEzyCQ1EVezxWv0d4uwaYSyHX2A8wxDx7j7sAAUpgA40j5IjzdEF4EzaNtTRbMSlD+UTM3COflQ0C/ubDfElHSSiBCjQCw++rS/OS+2VqHmz0m0n8vAeioyYUWv1ZNknA6+1O30+/tYIrbOPPxLNpYTvajYHIEMuc55oNk9o4mOhKZ2Nyn8mtZmIBc9ORrCLecofyqX+AhPoDx4m84y62Rqf4VZP0865kh2izjpJnjBizvVEXfC+zkuEc3KrMv7Ut5jOl9TH4u1Ou4CL1f6PccBJxIKrllbhZr3yV+CpOrGlc0m4T5mBxLndQNItgfxRKr9hDHOmmMD5ngLurZQRp9RMyq2CrDe7jnXY/yARwH4+VvsT7mlhHKerfrAuIwKjSZ9UL1AUtQPmWOxzEDW4V5sW3sWfjmIWkN+/SfdDZVu1y4DTbgXuR2YjZ58TZvemWVMUqsjRZZJC0rj03o8acnIykJ8BSBxMuwgE0FUzfXiCB39HSn64svAfmnvVk/vQgbJShaOZ3X3RZJmPCCn96J25JPcWuSiJ0dDuEUcxfGRXbzALpmKT/AlnuSz8n0VkrdLWznNASYYTcSN1DdDv6i/vcBE4OuQTImi6H1pdVgQS2Chm8AlqkM6FhiEROb5nhm8ax/a6GEUEJe973MadZvbJeIZlDN0QzIgYmggYVCCHWbQmZ4l/fQU3fGgKBdNH80E7lpJnAUH0JTMkvrrL0IiXJIuOOFFUsGFI4Bbkf+NWyh+bhGhzADwLO8NYqIJ+KzI00d5ggPiuZxHuXrtCiSrElnSAVlRFv2vpGoxFHco2/Y/nEBfKgTLobYbksOnAejbqVbCKI8wItc/A9S8STyDvkCrI9iFu0vm+G4CUTYlmXpNC7BdXmCyPBlbO1ejQ0VsJxk98sS2Aal3AK5CNi0y6RQk7xaiGdBubrUFlIueHA3hFnCUMzwhS7nPAWeF+FsTZcdHeTIwhcnlBEo7AEiYjRxhSZd4XmZRt31lRGeS952sAi9Je/nHBCfFW7fAw655eSdMyViS+lGKckqamhCFCmGFOeIiJ1ANuoqKoi7Yscc155ZREVKCKc+lTqEKsw8zKBAU3KyehKWDhSW9z74Eal5U7TL3Z7lTHYblPu7jq8A/41bhFoQZ3IsP4jvMcV6Qo1VUYgwBpz2zvDIXvkg6smDJ3A2c9A/brIF8sEjoc+FlaUwAz0h7DPjJq6794Bb4b655ZwXOLpvzLXrdvx3dauGO4UQh4F6sV6+s8+9d0Hqva9ZS2FHU7k7aEAWBt5CSjoysKqKk2X0GYNUtmIJ7JDUfIlkWU9yfX9Dz/aTJkh7g+9wq5KInR0PYQI7yZfdv4aPKapPf4QAuTnQJOB1cZZ24SFfgzEJYak+6s6CItrarXQLKjWzk23Pyf2oB5RLPoSLjEGQPySwmCzGo6YtEK8UhEKlM4BY7EvWrVJG1InDWkLD/1m5Y8lG2Wcpw4k6aQX97GVgflwvLNZPdep8UcC56cMf8s6uaMZ4jdr5NmN+Kmyjbn0DyPvnij9hobCCh/Kb7t/AVZc3F99DP8XCG18zvBp70n6bm9CF0ABXvfHuIQ2KZrBFLCx+HYddf/PcLCwRrKNudxE6zbtd3sryux+vEkWRy+WIxdsB5on0FjZmx+kIlURPdrgGxQhzL4gdeNd97QimgD2kJpxsBfIc4bsWLs0XgWWl34/QhgL2QPbixpnIuenI0hA2xep5gK096m6bSis7FJSYzjWHtF9Y8ShMsyxTpQldSC+A1y0Mc5QgH5Ys1hsUpViUIreBKq5nItGIF1r27u5yRrZr1nWZ3zWI7bCv5EXbip38bk6HPNNVxuRQJx+MHGeOyCa4KVlKReNZ7WCtlxtynjZ5LzfFvop1b558VPfM/lA91eFae+z2oyJ0GHrzGWG4CGyJ6nmCr11CcTA7CYUb5sWXHz6HmZhca1dUDnTvdcHrR/JzZkG0DPay/JqxjzXS9HTi7YL705nbZLNtHy/2tHAhBIDqsqSnzYRdkO71mtIbKjSpJ5n5bTGz8nk6VNXPMxrF4twEraAxKCvyltE8RR8R57Df3NIYS0P1EZjtDrpk9sDEiKBc9ORrCTYmev5aft6GzP12GzpJzw8/TxjX58V1u5RXQeFFwPgG/ZrOC+lda1oMPYnYx0RnlOUN3hQMSIjAG+v0sOuPa1F+R1TU8IOlaCue3lgxXKKAr3ADL49ouOZnUw3qIay2j1thRDhLzD5/w6mIVPsMoPfK7rxfNdbrQ+N0ZYkXcjku4BXeZe10199pLsKqSK1vJ2m+eq+QcJUdDuEkd5dfl/xKaUm01iCWU18SaRLIg2bzfJPgOsoFEk3atXO5A5bg93my+b3cuzWRqPp6JfsbVzeUHIDsnCm9bpkpgAV0eWESVbIg5X4c5v8UcMxzI+2zWlxMo+TWCd8r/Mj51pYnREKdbrMC6+IaT8QlnFl+NFE2ELprxPmPu72GccitoFcV26SZWl29C9PwLCBFhMyhBDKLE0o86xS8T7nBhiuySPMl70AdviaBoltZbICuJQtt9dfo4kKYkmYxllXgl2T+8NpRopglElpHodRZRH0UdlZpLxPRv4ncDobQRWTKpEE1SzKLoPHDkclwU/nWaSBbdmlZaB7rdPe3bB+N+bWjaEPZYpkr2Cup3WQHmZeni2JZIia95P81vccPIRU+OhnADHMVPrcvExSbkePo1peb2CurTHCZwoJVxPaeDoBwmLetkK+p3Ce0ZjK8lNd5b1/dgcUJnvxUB08ScYFGPBy5i0U2swHp0EWfx+XOsL6RI5A8KpnhBuAqa3D5ZQkM+V7Rvt4rtOPNp2mBCQjfHzH10oRytjrr5h4BvS/siurI+q/2P/NZWxm5Q/Fw3ofwprq7He5mHi2fdwSrqC3kJHfw9C1ByjqrHeIqneMwd7x3Xh2ycbFnSpscX0Zdvtf7uVtS+0Mv7ldtqN9S8S74L1S1aUDZ9CXV+LV7Vvx/7CkoQPeZ4B/rSLqGrtx1JLDrN2H28q6KohFrX66QZUK/p7/3Yq6io3G9E5XlzT4PAyhbXnkZFaJUg+k7+OfBr3BBy0ZOjIVw3R/G2DRfH4Xlpd6ALa13oDC1VeEQW9hy3FEU0+TT0edW9k0OycHiEEWgXpbh9xvjHgWKrNN6JRqT0hl4ng9K8Rk/i/Baz7T007ZsNXXgheHY3OhPPo2JwkWuLlSqxBeStrRXT9p/BcR9vvZVx4ZtAm2ihtQvESWFtKPx9FrdBWcwhK/psOYwxlIsNAr8t7edRD28zmgVQhkPyyo9cpwi6bkLxvh5OoOztHqBdnmS7Waunn6Ne3NCJfyJP8CRPSkL3AY4wygE5Zw11fg9B0Z1/mNGwvgNwekpY+SUn+ibrSZQ7M9ss33ebrL5SMYwrsfk7NnUVtJ8ySvBLhFCE1m49tdahaafwQeiTKi4LqfZT7OMRcbhtN7/zhLfjqlVqrdzSAw/IhDhj+qtUCOrVGHEs70PStuEKY+ik6FHb9HqRi54cDeG6OUrJsizLDsN8sTR7tcNtBoAneQo/j0ZTo+iZJKoDTESLbB6naYtnEThGJbMmackoyqxfpweK/vpDDEd8SWBFSvWqe/KM8SJBma0tEzhNVtIE+yQbg2mXpN7aB0uicA+bjGRvI1ZKMC9H+5kPS6jHGdYboZcDkq4yOtQD6Vw4/nZ5ZCd7UZ9KARV9vebZLKJxKgOw9DHXPM9Wdl2H+Llxh5vNtitAIIjlFEqGmS5/RQfsB39Ov2YA5bZdvmMHm0znxXg/S0y+Q5xvXocp7iC5Mht+5D2dnZXZ0Ns203MlgQVrXfkHaWJQ6YWiBE6nXehLsISVTrk/iJx8SyYH6bSpbeIJf3wZkkURf3VY6/Nn2+py82GFqInZYEQVUf8uI8QZlzYUwb+bASJT2b+ZMTSwrxHkoidHQ7hxjrJKXNfD03wHUBQ2WdwWr9H4ylVjejojwAekXQAqM9e8nFc/J2mCzHMSn21YJZPE7c52VVS3oex+zbTLQK/M4jN9pvriDMEf1PcOE1OSACX9bUCxEthX1mIU6iuoD6QIx4d8PI3TNntKR5nzHGgWLgeO4q05d0+zIp6SdD5wtLQAxxOn/Pcko8zt1qF4pAsolz6PWj09KtiuVarlH8KNE8oK10yLpBdjygLd/ilMxWZlCBFA9QJjao5yiH5TE82/oEHWmUi81BeBlJ0MeS/zq1pVwNcRgdjSBugTEbINSKWiJD1Q6dPjEyFgSoMIDnA81HkZYZ6xkoxhqabPwJb1KtjRi9nOMPTJq+qdcjViIH4uFRiWWfZAEeZlvBOoXjRnkt3TOtwpBHHWWj0D6HN9t8Ybx5bWT0cuenI0hBvnKAVijuKVwEqROCjQt6d0IdlURWIE1apK78HLqk6OSOATcrKfC+vmx6LATqM64CrBPb/+oSTUMqGAKqKLMOWVvTpRiUovnmbCdf1/1x7lACMSvzuDU64BJrs1XBPuZkQcirbYh10lu1vaY8VBBitu8Getf9FcvRd1dB5gkhP+vFOootoMZ23dduswlOdeMT6gzRM91htbRFnmVAplsQQq5nabUblpBswq6rgb+Xq4wfnFxCz01YwltY2oII+HX2uyIQYzkO1sC+d2iqaz0KUVF7cVAVn+r2JSMZZEN0DuzcfM+GoLcmdaK2GdCQnAHmEsvIg1pFK3v1egr1udBsNM6Esr6Ljs5g/WDenPC/99exVN+2gjts7k+EI3jJk6MteDXPTkaAg3HuH2rYKyvXMod1klLjtlj/t6q8aFzUWUvPcTzxCPApIGAm6uiThLT7r/K4QItybmXVQZiNveciKtVu/TP2zc3cmMiCf7/OCkN3Mr2+H6HtUQq2t35hhlBOV6a7TJOf4670SjaNdQH5HLpvTLGXbOzxMHgLlBtjGq+cmX0PdhS3wtohbYAEFF+HQCT22Kw83EUVBFs+39QP0gvTPLZPDThdppdmmoUlTzxOoUF4ELsvzeXQOmtH/8ONzDW182y/2XUliV/pprOq7mOU6324oiPoobaPdEOBWINVtJTEqF6acAo6Ge2jt5LFhpbVjB4UnL//8SwwThk81B4m3bYWK9yJNTFZv4cUCIfAj4rojNdNX8dAIN0m5GrZ5LhIn7Qjt+K4eGkIueHA3hxjlKC7Fm7UWFtYZeglf+Vg/f/o/l+PPmd4MQqtd1pLBHHBnFy/CycJEZdBZbkeTFRArs7HXt0gzMpq/9XRvKgleADnEKniOu+dos17TWkL9fDy8em4EBcYKUqhqYFe0NcplJW+Lj6ntYAXpdH4PF45GgHPO/y+YgcRxlhEknIuW3FXEELlgGacMfykQlzDzXOXuR2Kj4KbhxQpkhNkn9S9iPEoqGgjiaElH13XV9B/vH3bYogCOaAREr06jMXUFfZhkVZ76TWWBJfjcA7JGTu8zyPKj4qJux2eqPYaByT359p4C+993m3ILeE6U1Pi7M/EsMQzau93H1fjwtpp9e6JRQSZui6iL2quZ37v5OFokqYS/4BcqeJIjzpj1ZtLlCQC/hmWZ7ri8eJRc9ORrCjXOUc+hM6UJnrokjpQ5dpqq4Z3t2BX/LTvPbc6hSPIHOdOugs8WEbVFju0OFJKPTYvqumj7uQX03zSinsdFqdrW7Suy7sCvPQYzYnOhXlNueI14GB8fyu70Vd0dQcnsRv06AxOSVZvSQKQEGhGeRnM9CQPd6T0KbLF/UFoiyJa/bgSK4cUKxqZBVlDU3o5ZcCq3yAl/9CYFlvu0+1Bvbrcd5iXg53zvcfN/SZyjgawnlWkHZZVQ0RNuz9MFeEVVWxPjfQKyTnEOJ1oYcLGJqq3Ry1Bu64zX9rV0H8+JmqOisJ4B0nAmbPJ/cqQPxaazGWsmKiabjWtQhWZSU2UsJS5KC21TJSI3+0tr+2p82glz05GgIN85R2oj8CcEv0kKc6iliaMsldFb2mn4su/+eOWcE1cotu19CFdshF7TM8pwqp3WUi+xppUnkSlq3NfIvO64CLnzA59iA8WlAcNB1zQUumdQzsqLGrPm1HrfaLF6ujpMqzrqIy1qAy2yU8uVZWRPmtdQ7wCvGH2SGtzvT84uot65o9lMsal/bgLRXf3+tqMFGcHPmsRcfdVS3qBPX9fCE0IZGZncQ75djc3xsLq/3LpoU0Eg++/BAS5ym3konS1F4QdjsoN04vKzQTorxZ08ozXOQOJ2irwg94mkdhmhNx+cTs1MT35IrY2ql+SI5vpwWkOzNtKzoLreJJcDkVKLE32EqR9q8KeNMy0pNYejJdKaFhfpQj3gL9FyHSWyRi54cDeHmSnPZ6oTWz+Gz8DtQ66KAKnPWillCraRmc86IOZ4Scx1bVA/iaLsiJM+b7VssBwr5M2vOiQUki7NRQnfgaCnK8mdNP4Owrz30wofk8FNZAsfkwyLQY8o+ec++9f/4+zTbsGSlnjAujqHPrgOy+7W6ZWTF9Eo7S7X+bFnHm15AV5W74kqb14MbJ5T3E8tQrxfYZKXCVcc9i+1BnWlWpxhEX1SvOqLm70rUMiqj/N7nEs2myqabiYjG74dMC2RFL8sux4Rnx3ItQrFFiAswLgR8Z7vbhRRw1kpBUmxn0MqUDyUkPfICrUXnJ0EPhoDNPkZlVO9bNWMcMf3Y3cOSVjKptZF0mVIetp+uG9/ZNBc9ORrCTRTSuR3GhU1+B93/r5e4bqxXMqu8po474Ga0rWboxdkiOhPejwZgW8eZd1pdqQU2naRZXGjGM5H7TYUB60BrMRsozRKLsxkzFqtke9/JIGQlv2N6L6Fe5bdOap5Rb6ZKrO/b7MphuVWlG+b9gJdPqtI6jbaNuGmrZEGUnM4M1wWapGhiauru0gtZZZOqGSi+D/tEhV7V6tO0oC9qGpXFHahltGqOpyD7R/NX6zGNDfzItVtbiPbICQ49v4DXvgMekGX4i8Q6gdcLzgHvkvYEkRjIBoWA9txJeKoXjNPMLIAmhSwqZuxzq49yGE8dw+/IGPeRcivQKoue1p4K1bcrmho0r5ndULoTVs+G60SB29JeSpN44dIT3xKsZ0anWb3q+xtALnpyNISbLEgsjK++oFR7DH4onue3daLudpvUPohyhd2otXDBpmXAbT4B/AyBM7z6E9jyVjnu65SNzMEnXPM93fD1z8nxf41ysedVxGRdiYq7FnRWLpyNqwxYK024SFZPSJpdP63tGk50iKc5IjvCn6ZHc5uA19TsSXbwiGjf6xwi6RAWuLwQigrBmkb1dRjulrTCt+TzOa7p3GzambHuizmbwkI+FfVGcHOEsiChiGcIL+SH46qg/9O9qDxvQYljhLCPDskOeMI91F99FmXrPehLm5D9cHD02CMi6TY/jlWC+Dp+OGGk272Zk58jFne+pGZH5hK2ILZ0XiK2OrxlspvwsBOycP4aamwd5xC2UHEUImHjdgDKcxwdcqZOG0vqUYWQ3JbU14M4D2MNA6vpeL0rYhfwedccCufF93ej1ZYgFz05GsTNlQ/9lEyzc+isPIH6SwbRmh0WddR3YFePTVoEp1ALqGrOmUA5k+/7fqL1kKZ73S1tQ40e0Br6VWD9ZZml1roaQzmBWUJIhrJYaTQhB34jqhFgNKioZ1xNE3+utaSQz8KtfH03f82wM9kVtGpCMS5FFgTeN86q4l4H2bIR7v0dfBLuQZ4OkbeTr0/5UOJNGH0w7wjxToghMWwHLIjctubpMygRdKAE9/vwdyJufrFEYKv8xQPoK/dLXFXYKQ9vucb6RdH4VzLGZO1viYN4dnyQIxoFdzFVov3wDrjg86ZRvaSamAKDZeIsG6+lVDUn2uYW7Smi/lB3bpJNskPoNLOWDtsZkdmx1o4pmFHmYEhHhQn/gN+NemZfQggEvsDjgTju4Npz9XqRi54cDeEmK1f/oft35l8pF2m/EzKx/200mq2JUkctnedQLtJDmI1/9gOdmHuBuz8sHz6P8zEAQR4szMUVFL0fZ5ZYkbQZqjap3nPDPsP1jhEHK3lxOlTB7u+VLKyH64Yiy9Om/7tQhd7unOHHtRf4mK1PZ7eQssLSJ8mPum1sANKUfhFdkxzkWamFNwE8LUsLn+Uoj27Afsg5R8nREDZoq7gPwJWvuaZdaV2BsFPcc0SuZM8BauvQ+vPmuMziH0/GVadu9wl0h4m3hQU3hbwZfI7gMr/8A11ZANWTy+iE7gFue1A+PIT6Ts7pGCkTJ9j7H0+jnPF75rdXV3GUQXz3G+7/GKrXDgK/fp98OA60f9KMWFjj8lk9tES0Cp3c717fAzt1JbuKPrtDwC9sAEfZoH2PJ4Ifg+fQh9RBVI5r7ieuuaNOYPet58z59xCi2m67CHf45fEZVCm2lam9JWIrOF8iiLLtb4WhH+mp18punQXuuNbmBMbvQh0VZ2Xz4/MwJ/0vAr/kxzOArlp3EMSul77PoI9lBBiUitO3fxH4N05rf6SYcdSLGDv56qajGd0il522aJdVuP/gGjd3/chFT46GsHG7lP4jR/JfuaAc+O59xOzYs+xelJV/GQ2RtBHuu4llj5+hO1tDJaJgPmYLGm/6Yqoiw5rbddP3GPEqdZc5v2zO99jFa8UdxOLJjxk5d0hib19eUPHkOcEx+KFw1zKw5Rfk+EMg5Xeh7+3Ad/We/Hi7cGYxOJ+V58YtKNcFSPZJ40U2Ahu/k/o/Kaht30ZYg2nblwXGeJQ2+Ia4oY+hYuNd6MP+Iro21IY+nIeBPTYAGiIfRlIJMa1ltADNKP0EWXXBrE2V0RdoMwYvms9DqOfuGKoPVdEX1Y2+KFvMYFUCiWz/VRMI3UKcQfgOE2B9Qe5pyV6nj8fES/ICMOFn3JWzKoo7gNLV6wY3h1z05GgIG89RAJaFP7dAMiErtudM7MQ30Vl5Cf5K2LAt8+6ZCbgF6C2eNewGPiJtH1FuQwK7W/G+iAOcVrf6lXHVIO0Sgo31sNmJNljpHtQH8jwhBvWHP9LbOI/qvg8DrY/Lhx5IRkxglO9bMhiyXrOSnRIHNNmxeE577/s4IDEwJy6gVZz22P0A/hcbjQ2yeq6CsL0RtpL9vrDYPya8kL8xSeq9qAX9ZVRF2IuqLnVgr6SmtjajD1wIJenKNEA5TWDMxTmMnkni1WD/Jns1dYMyZLKSy85tbqnfX9TrBcfQKLVFvY8CStDPoe/1m8Dhz7j23fdBtpjozcp4g7Xyq/CqVHzYsg/VhUaIRaG/57u+xnYvneoEHWnqEjz7gBvwRzbAHL4auejJ0RBujeiJIFro206E+IpXlvXbO5rg6+IF/yI6cR4G/oOvddVBvOgooYVJKkMvoolQ30ucNQBOSTXpH0lvpsc9SxuUTS8hViwn0DouVg5azrQINVf8iG8Sl+b3jOGOnURl08HdixdH2ScTFWtd5ty9qGg9h4aa7gd+zRVi7meMqZfdYSd6Np6TeGwCoQhOFNRMPIUqIw+hT/h5Aruv/cR4bP8jJPuEuYAAAAAFHUlEQVRlmCbQOMS69hXplDLB8/TTL1bB5DeS8LtiO6TeTXuOKHF8h8i4WTpV9EzoWKJ8IxsgfhHNmTlDLOa8DN1FlOrhvw9E2wbZX5qgbx9+sJiF32UziRLrAGqB7bmTx2SQ11OP7UaQi54cDWHzOArAGZlSK2Yn9V2Qyb6DfOok//U/u+ZzaLTkP28Cfk8+DBL5IwDH50UcNPVlYe/gfiZCtMgsbRprWoVk1dy23xdwqBONcTEbalJmRFZy2/Bhj0D6lXg9yMPmVhuFM/hubLn1IfWzFBNIZT2I40RmVNiXsIxy48ongc+xGdhcQjH4hhhc24BfeVEewq/AnOgrLkDH4R7gl7yjsRcVA/IgX31cfWa/2ITqM2VUrNnkbps9N0hYTUsGs7D5AssLKlb+C3oBe/0uSQgHJ04/6prZx0wV6wtpiGLLnpf7fAZelQD0LZ0Eb2zy2ybDz4Y5DELlY645z0Hgz9hs5KInR0N43ThKhAUnkv6uU1fQ9xPnkfnJ9RAqkrbIxP29dZ2Iu4lTdj2Xt8H2bcQhB7d7pfn9ZkyLBAfP//hRHK35nreY8231Jy8qbLDSKeIqkAC/C9//3655ewmND/gEJDPyOo6b80cIXPJGM/1uFm8MQvH4VIGa6Cit/VCTwM9/h67sPwT8ps/rEYr4/t+qWW3LlNlIgQ7idT5vgLS+BTVJB1ERM028oOjVlWY0CPVDhBwf6rL3MdKf1FPhxZr2aWveeVRRGQuBIJLzWdBtsj95fYjDIhc9ORrCG4ujALwoc/2P0dCCT6L1V/aiM9ArrR3ojLdu7yXiSk3XYikmw44hNCTuO+jMfz9RkniwmGzN2RmiSkhhddhWoLIBXd4vcgx1EJYJ4i/5UHbdtWBvJW7NWs/N4F73Nj9z79Ygpk9/+DPwn/69+/C76tnt+qr7P4u+iwHUoWrr9ewH3mZCLn8sUWW3PSh5OwD3QLZLXvAQSnyX0Ag+IDso6SADJmH9ElHEXVIWS6dgqgz4bMPejGxarmMJtUggvjcSkUAuenI0iDee6LkGPstWHv2Wm4G1X9aFXFsv2BYh8t/3Ei+d3O2nRRe88gPXvOOXIfm8zP49PXBG0jVOmQucgr/5n65ZRz3oWz6NWiwzaPXHqwsGy8LPgT3uOrPIJpoQ75L+EvDhjQ042ii88UTPNfAofx/0kta3QLPEr/iQEmvpFK76rVdz7rIfdsMd/sT9xlrh7a4CpMeM/vf9NwNbPMEtEW/W7U0vu4nkLoJI8j7fE2cgmXaexex9RsTs4Q2LXPTkaAhvCtFzNWqJYweeKdy2D12Sv0jwW9SWodV707tQmfEB4gLKoS79MGRigthgpRRVWu3K8P3Eq8neWzhDHEgupUrY5/dp/uufdotvOLwpRM/VaM3kLfx3IRW7+1WXsTjQXUqzLyZxyc5uF9TycUZDAOE24COy+TT3n9A+UzTczsLW3a+jmQW2cmUzsO+NqXdcD3LRk6MhvClFzz+EYbYy7v39tsS6hREflaLm1MXpHcP4kuWDLAVmYXPgl9JERdJFVNzcW4GLEgDV/ebnJvAzSCgWh9nKC9KejIq2rIU9kKuAj6jsS7Ra45FbHDH2ZkMuenI0hJ9pjhLj3XBRLJqL6LrLzh0g1Rzh327+sN4k+P+IUHLcDHLRk6Mh5ISSoyHkhJKjIeSEkqMh5ISSoyHkhJKjIeSEkqMh5ISSoyHkhJKjIeSEkqMh5ISSoyHkhJKjIeSEkqMh/F8q2kFSKLSDNgAAAABJRU5ErkJggg==" y="-341.777278"/>
- </g>
- <g id="LineCollection_44">
- <path clip-path="url(#pdaa9566da4)" d="M 77.661087 345.167692
- L 79.473867 345.167692
- L 79.836423 345.530248
- L 80.198979 345.530248
- L 80.561534 345.892804
- L 84.54965 345.892804
- L 85.274762 346.617916
- L 85.637317 346.617916
- L 85.999873 346.980472
- L 86.362429 346.980472
- L 86.724985 347.343028
- L 87.450097 347.343028
- L 88.900321 348.793251
- L 89.262877 348.793251
- L 89.987989 349.518363
- L 90.350545 349.518363
- L 91.61949 350.787309
- L 91.61949 351.149865
- L 92.344602 351.874977
- L 92.344602 352.237533
- L 92.707158 352.600089
- L 92.707158 352.962645
- L 93.069714 353.3252
- L 93.069714 354.050312
- L 93.43227 354.412868
- L 93.43227 355.13798
- L 93.794826 355.500536
- L 93.794826 357.675872
- L 94.157382 358.038428
- L 94.157382 360.938875
- L 93.794826 361.301431
- L 93.794826 361.663987
- L 93.43227 362.026543
- L 93.43227 362.389099
- L 93.069714 362.751655
- L 93.069714 363.11421
- L 91.982046 364.201878
- L 91.982046 364.564434
- L 91.256934 365.289546
- L 91.256934 366.377214
- L 90.894378 366.73977
- L 90.894378 367.102326
- L 90.531823 367.464882
- L 90.531823 369.277661
- L 89.987989 369.821495
- L 89.262877 369.821495
- L 88.900321 370.184051
- L 85.637317 370.184051
- L 85.274762 369.821495
- L 78.023643 369.821495
- L 77.661087 370.184051
- L 77.298531 369.821495
- L 76.573419 370.546607
- L 75.848307 370.546607
- L 75.485751 370.184051
- L 74.76064 370.184051
- L 74.398084 369.821495
- L 73.310416 369.821495
- L 72.94786 370.184051
- L 71.13508 370.184051
- L 70.409968 369.458939
- L 70.047413 369.458939
- L 69.866135 369.277661
- L 69.866135 367.464882
- L 68.778467 366.377214
- L 68.778467 366.014658
- L 68.415911 365.652102
- L 68.415911 365.289546
- L 68.053355 364.92699
- L 68.053355 364.564434
- L 67.690799 364.201878
- L 67.690799 363.839322
- L 67.328243 363.476766
- L 67.328243 363.11421
- L 66.603131 362.389099
- L 66.603131 361.301431
- L 66.965687 360.938875
- L 66.965687 355.13798
- L 67.328243 354.775424
- L 67.328243 352.962645
- L 67.690799 352.600089
- L 67.690799 352.237533
- L 70.409968 349.518363
- L 70.772524 349.518363
- L 71.13508 349.155807
- L 71.497636 349.155807
- L 72.94786 347.705584
- L 73.310416 347.705584
- L 74.035528 346.980472
- L 74.398084 346.980472
- L 75.123196 346.25536
- L 75.848307 346.25536
- L 76.210863 345.892804
- L 76.573419 345.892804
- L 76.935975 345.530248
- L 77.298531 345.530248
- L 77.661087 345.167692
- L 77.661087 345.167692
- " style="fill:none;stroke:#000000;stroke-width:0.5;"/>
- </g>
- </g>
- <g id="axes_73">
- <g clip-path="url(#pd1f09404e5)">
- <image height="39.6" id="imagec3af00eca9" 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(#pd1f09404e5)" d="M 121.643883 340.454465
- L 123.456662 340.454465
- L 123.819218 340.817021
- L 127.444778 340.817021
- L 127.807334 341.179577
- L 128.169889 341.179577
- L 128.532445 341.542133
- L 128.895001 341.542133
- L 129.620113 342.267245
- L 129.982669 342.267245
- L 130.345225 342.629801
- L 130.707781 342.629801
- L 131.976727 343.898746
- L 131.976727 344.261302
- L 133.064394 345.34897
- L 133.064394 345.711526
- L 133.42695 346.074082
- L 133.42695 346.436638
- L 133.789506 346.799194
- L 133.789506 347.16175
- L 134.152062 347.524306
- L 134.152062 347.886862
- L 134.514618 348.249417
- L 134.514618 348.611973
- L 134.877174 348.974529
- L 134.877174 349.337085
- L 135.23973 349.699641
- L 135.23973 350.062197
- L 135.602286 350.424753
- L 135.602286 351.149865
- L 135.964842 351.512421
- L 135.964842 352.237533
- L 136.327398 352.600089
- L 136.327398 354.412868
- L 136.689954 354.775424
- L 136.689954 355.500536
- L 137.05251 355.863092
- L 137.05251 357.675872
- L 137.415066 358.038428
- L 137.415066 361.663987
- L 137.05251 362.026543
- L 137.05251 363.11421
- L 136.689954 363.476766
- L 136.689954 364.201878
- L 136.327398 364.564434
- L 136.327398 365.289546
- L 135.964842 365.652102
- L 135.964842 366.014658
- L 135.602286 366.377214
- L 135.602286 366.73977
- L 135.23973 367.102326
- L 135.23973 367.464882
- L 134.877174 367.827438
- L 134.877174 368.189993
- L 133.789506 369.277661
- L 133.789506 369.640217
- L 132.339283 371.090441
- L 132.339283 371.452997
- L 130.707781 373.084499
- L 130.345225 373.084499
- L 129.620113 373.80961
- L 129.257557 373.80961
- L 128.532445 374.534722
- L 128.169889 374.534722
- L 127.807334 374.897278
- L 127.082222 374.897278
- L 126.719666 375.259834
- L 125.269442 375.259834
- L 124.906886 374.897278
- L 122.368995 374.897278
- L 122.006439 375.259834
- L 120.918771 375.259834
- L 120.556215 374.897278
- L 119.468547 374.897278
- L 119.105991 374.534722
- L 118.743435 374.534722
- L 118.380879 374.172166
- L 118.018323 374.172166
- L 117.655768 373.80961
- L 117.293212 373.80961
- L 116.205544 372.721943
- L 115.842988 372.721943
- L 114.030208 370.909163
- L 113.667652 370.909163
- L 113.486374 370.727885
- L 113.486374 370.365329
- L 112.761262 369.640217
- L 112.761262 369.277661
- L 112.036151 368.552549
- L 112.036151 368.189993
- L 111.311039 367.464882
- L 111.311039 367.102326
- L 110.948483 366.73977
- L 110.948483 366.377214
- L 110.585927 366.014658
- L 110.585927 363.839322
- L 110.223371 363.476766
- L 110.223371 362.026543
- L 109.860815 361.663987
- L 109.860815 360.213763
- L 110.223371 359.851207
- L 110.223371 355.500536
- L 110.585927 355.13798
- L 110.585927 354.050312
- L 110.948483 353.687756
- L 110.948483 351.512421
- L 111.311039 351.149865
- L 111.311039 350.787309
- L 111.673595 350.424753
- L 111.673595 350.062197
- L 112.036151 349.699641
- L 112.036151 349.337085
- L 112.398707 348.974529
- L 112.398707 348.611973
- L 112.761262 348.249417
- L 112.761262 347.886862
- L 113.123818 347.524306
- L 113.123818 346.799194
- L 113.486374 346.436638
- L 113.486374 346.074082
- L 114.574042 344.986414
- L 114.574042 344.623858
- L 115.66171 343.53619
- L 115.66171 343.173634
- L 116.5681 342.267245
- L 116.930656 342.267245
- L 117.293212 341.904689
- L 117.655768 341.904689
- L 118.018323 341.542133
- L 118.380879 341.542133
- L 118.743435 341.179577
- L 119.468547 341.179577
- L 119.831103 340.817021
- L 121.281327 340.817021
- L 121.643883 340.454465
- L 121.643883 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(#pacd77755b2)" d="M 150.218051 346.181889
- L 150.985321 354.437282
- L 151.75259 346.440489
- L 152.51986 351.443007
- L 153.28713 349.950098
- L 154.054399 349.845905
- L 154.821669 349.195467
- L 155.588938 346.816614
- L 157.123477 347.879366
- L 157.890747 348.272097
- L 158.658016 349.530607
- L 159.425286 348.339745
- L 160.192555 350.266212
- L 160.959825 343.897303
- L 161.727094 348.233212
- L 162.494364 344.168646
- L 163.261633 346.70578
- L 164.028903 347.492943
- L 164.796172 345.117946
- L 165.563442 350.79774
- L 166.330711 346.23054
- L 167.097981 349.463665
- L 167.86525 342.324168
- L 168.63252 350.329859
- L 169.39979 343.707271
- L 170.934329 351.920057
- L 171.701598 352.916001
- L 172.468868 350.543245
- L 173.236137 352.525595
- L 174.003407 348.694781
- L 174.770676 347.507311
- L 175.537946 347.897787
- L 176.305215 349.150417
- L 177.072485 346.04434
- L 177.839754 347.030007
- L 178.607024 348.733557
- L 179.374293 345.710145
- L 180.141563 347.185201
- L 180.908832 348.102861
- L 181.676102 346.351928
- L 182.443371 349.799059
- L 183.210641 345.884706
- L 183.97791 348.772262
- L 184.74518 347.652851
- L 185.512449 349.927688
- L 186.279719 344.272513
- L 187.046989 348.601235
- L 187.814258 346.177586
- L 188.581528 350.270209
- L 189.348797 345.154591
- L 190.116067 347.322495
- L 190.883336 347.910219
- L 191.650606 347.853647
- L 192.417875 345.338522
- L 193.952414 347.485256
- L 194.719684 347.121348
- L 195.486953 346.570319
- L 196.254223 349.85351
- L 197.021492 345.458101
- L 197.788762 346.945048
- L 198.556031 347.391752
- L 199.323301 349.015661
- L 200.09057 348.730464
- L 200.85784 348.189826
- L 201.625109 345.172699
- L 202.392379 351.996069
- L 203.159649 345.875432
- L 203.926918 349.761001
- L 204.694188 347.444163
- L 205.461457 349.394575
- L 206.995996 347.150494
- L 207.763266 350.329492
- L 208.530535 347.817172
- L 209.297805 346.678432
- L 210.065074 346.056338
- L 210.832344 349.733312
- L 211.599613 346.383566
- L 212.366883 347.618481
- L 213.134152 348.517822
- L 213.901422 348.820467
- L 214.668691 347.421698
- L 215.435961 348.985971
- L 216.9705 347.563793
- L 217.737769 350.999183
- L 218.505039 346.915681
- L 219.272309 349.494696
- L 220.039578 346.563097
- L 220.806848 347.6134
- L 221.574117 351.170848
- L 222.341387 349.235745
- L 223.108656 349.20692
- L 223.875926 347.201308
- L 224.643195 350.433539
- L 225.410465 349.025042
- L 226.177734 344.710306
- L 226.945004 343.506473
- L 227.712273 344.246149
- L 228.479543 346.295599
- L 229.246812 343.967853
- L 230.014082 344.91029
- L 230.781351 347.642377
- L 231.548621 346.169062
- L 232.31589 347.907451
- L 233.850429 346.835192
- L 234.617699 346.567392
- L 235.384968 348.081123
- L 236.152238 345.586494
- L 236.919508 350.243167
- L 237.686777 347.94198
- L 238.454047 348.868837
- L 239.221316 347.685443
- L 239.988586 347.455114
- L 240.755855 349.501573
- L 241.523125 346.801667
- L 242.290394 347.45935
- L 243.057664 348.383124
- L 243.824933 347.081841
- L 244.592203 349.838456
- L 245.359472 347.611175
- L 246.126742 347.194016
- L 246.894011 345.715034
- L 247.661281 344.545371
- L 248.42855 348.012804
- L 249.19582 346.513308
- L 249.963089 345.276151
- L 250.730359 347.805278
- L 251.497628 345.35841
- L 252.264898 345.903965
- L 253.032168 347.398404
- L 253.799437 347.638433
- L 254.566707 346.218147
- L 255.333976 345.189927
- L 256.101246 348.228702
- L 256.868515 344.994926
- L 257.635785 347.689065
- L 258.403054 345.445871
- L 259.170324 347.661919
- L 260.704863 343.275953
- L 261.472132 345.900285
- L 263.006671 341.223923
- L 263.773941 342.591067
- L 264.54121 344.944956
- L 265.30848 343.491385
- L 266.075749 340.426379
- L 266.843019 345.659782
- L 267.610288 342.897203
- L 268.377558 341.177604
- L 269.144827 342.514414
- L 269.912097 345.107259
- L 270.679367 342.872209
- L 271.446636 342.082324
- L 272.213906 342.092162
- L 272.981175 340.676579
- L 273.748445 344.283536
- L 274.515714 344.082208
- L 275.282984 342.385533
- L 276.050253 341.250384
- L 276.817523 343.494104
- L 277.584792 340.571098
- L 278.352062 340.440734
- L 279.119331 341.006918
- L 279.886601 342.800917
- L 280.65387 339.337469
- L 281.42114 342.830011
- L 281.42114 342.830011
- " 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(#p63dfaeb692)" d="M 150.218051 363.80603
- L 151.770644 370.140869
- L 153.323236 371.312412
- L 154.875829 376.403881
- L 156.428421 376.756506
- L 157.981014 374.346673
- L 159.533606 377.468056
- L 161.086199 372.81779
- L 162.638791 376.853755
- L 164.191383 377.270808
- L 165.743976 376.867977
- L 167.296568 377.356503
- L 168.849161 375.998952
- L 170.401753 377.397914
- L 171.954346 376.806838
- L 173.506938 377.265246
- L 175.059531 377.025805
- L 176.612123 376.262729
- L 178.164715 377.274182
- L 179.717308 376.229226
- L 181.2699 377.355516
- L 182.822493 377.131502
- L 184.375085 377.407883
- L 185.927678 377.407555
- L 187.48027 377.499513
- L 189.032863 377.491224
- L 190.585455 377.419821
- L 192.138047 377.45871
- L 193.69064 377.509677
- L 195.243232 377.39247
- L 196.795825 377.364775
- L 198.348417 376.838285
- L 199.90101 377.533133
- L 201.453602 377.499533
- L 203.006195 377.070829
- L 204.558787 377.461208
- L 206.11138 377.409879
- L 207.663972 377.50998
- L 209.216564 377.365866
- L 210.769157 377.277223
- L 212.321749 377.323568
- L 213.874342 377.430905
- L 215.426934 376.768328
- L 216.979527 377.155488
- L 218.532119 377.437252
- L 220.084712 376.329092
- L 221.637304 377.187072
- L 223.189896 377.50682
- L 224.742489 377.302537
- L 226.295081 377.166074
- L 227.847674 376.582603
- L 229.400266 377.248986
- L 230.952859 377.278466
- L 232.505451 377.201943
- L 234.058044 377.355189
- L 235.610636 377.315194
- L 237.163228 377.482625
- L 238.715821 376.914099
- L 240.268413 377.150157
- L 241.821006 377.380054
- L 243.373598 377.394722
- L 244.926191 377.28673
- L 246.478783 377.449266
- L 248.031376 377.526837
- L 249.583968 377.477598
- L 251.13656 377.306352
- L 252.689153 377.434291
- L 254.241745 376.840801
- L 255.794338 376.821446
- L 257.34693 377.447292
- L 258.899523 377.31429
- L 260.452115 376.980483
- L 262.004708 376.121297
- L 263.5573 377.296652
- L 265.109892 376.859761
- L 266.662485 377.364556
- L 268.215077 376.571961
- L 269.76767 376.377164
- L 271.320262 376.987093
- L 272.872855 377.495635
- L 274.425447 377.1228
- L 275.97804 377.008494
- L 277.530632 377.005376
- L 279.083224 376.144914
- L 280.635817 376.298809
- L 282.188409 377.0212
- " style="fill:none;stroke:#ff0000;stroke-linecap:round;"/>
- </g>
- </g>
- <g id="axes_76">
- <g clip-path="url(#p39cb930ce4)">
- <image height="27.6" id="imagecb6c32c472" 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(#p39cb930ce4)" d="M 320.155938 347.353006
- L 321.366676 347.353006
- L 321.66936 347.655691
- L 321.972044 347.655691
- L 322.274728 347.958375
- L 323.182781 347.958375
- L 323.485466 348.261059
- L 324.393519 348.261059
- L 324.696203 348.563743
- L 324.998887 348.563743
- L 325.301572 348.866428
- L 325.604256 348.866428
- L 325.90694 349.169112
- L 326.209624 349.169112
- L 326.512309 349.471796
- L 327.117677 349.471796
- L 327.420362 349.774481
- L 327.723046 349.774481
- L 328.631099 350.682534
- L 328.933783 350.682534
- L 331.203916 352.952666
- L 331.203916 353.25535
- L 331.809284 353.860719
- L 331.809284 354.163403
- L 332.414653 354.768772
- L 332.414653 355.071456
- L 333.020021 355.676825
- L 333.020021 356.282193
- L 333.322706 356.584878
- L 333.322706 356.887562
- L 333.62539 357.190246
- L 333.62539 357.492931
- L 333.928074 357.795615
- L 333.928074 358.400983
- L 334.230759 358.703668
- L 334.230759 359.611721
- L 333.928074 359.914405
- L 333.928074 360.519774
- L 331.809284 362.638564
- L 331.809284 362.941248
- L 331.355258 363.395274
- L 331.052573 363.395274
- L 330.447205 364.000643
- L 328.933783 364.000643
- L 328.631099 364.303327
- L 328.328415 364.303327
- L 328.02573 364.606012
- L 326.814993 364.606012
- L 326.663651 364.757354
- L 326.663651 365.060038
- L 326.360967 365.362722
- L 326.360967 365.968091
- L 326.058282 366.270775
- L 326.058282 366.57346
- L 324.393519 368.238223
- L 322.577413 368.238223
- L 322.274728 368.540908
- L 320.761307 368.540908
- L 320.458623 368.238223
- L 319.853254 368.238223
- L 319.55057 367.935539
- L 319.247885 368.238223
- L 318.945201 367.935539
- L 314.707621 367.935539
- L 314.404936 368.238223
- L 312.588831 368.238223
- L 312.286146 367.935539
- L 309.561988 367.935539
- L 309.259303 367.632855
- L 307.140513 367.632855
- L 306.989171 367.481513
- L 307.291855 367.178828
- L 307.291855 365.665407
- L 306.989171 365.362722
- L 306.989171 364.757354
- L 306.383802 364.151985
- L 306.383802 363.849301
- L 306.081118 363.546617
- L 306.081118 363.243932
- L 305.778434 362.941248
- L 305.778434 362.638564
- L 305.475749 362.335879
- L 305.475749 362.033195
- L 305.173065 361.730511
- L 305.173065 359.611721
- L 305.475749 359.309036
- L 305.475749 358.703668
- L 305.778434 358.400983
- L 305.778434 358.098299
- L 306.081118 357.795615
- L 306.081118 357.492931
- L 306.686487 356.887562
- L 306.686487 356.584878
- L 306.989171 356.282193
- L 306.989171 355.676825
- L 307.291855 355.37414
- L 307.291855 355.071456
- L 307.59454 354.768772
- L 307.59454 354.466087
- L 307.897224 354.163403
- L 307.897224 353.860719
- L 308.199908 353.558035
- L 308.199908 353.25535
- L 308.502592 352.952666
- L 308.502592 352.649982
- L 310.772725 350.379849
- L 311.075409 350.379849
- L 311.680778 349.774481
- L 311.983462 349.774481
- L 312.286146 349.471796
- L 312.588831 349.471796
- L 312.891515 349.169112
- L 313.194199 349.169112
- L 313.496884 348.866428
- L 313.799568 348.866428
- L 314.404936 348.261059
- L 314.707621 348.261059
- L 315.010305 347.958375
- L 319.247885 347.958375
- L 319.55057 347.655691
- L 319.853254 347.655691
- L 320.155938 347.353006
- L 320.155938 347.353006
- " style="fill:none;stroke:#000000;stroke-width:0.5;"/>
- </g>
- <g id="text_121">
- <!-- C16 [noise]: Tot. var. expl. 2.2% -->
- <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-32"/>
- <use x="1522.673828" xlink:href="#DejaVuSans-25"/>
- </g>
- </g>
- </g>
- <g id="axes_77">
- <g clip-path="url(#pb8bf62dd88)">
- <image height="33.12" id="image156a31fe55" 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(#pb8bf62dd88)" d="M 359.967678 345.167692
- L 361.780457 345.167692
- L 362.143013 345.530248
- L 362.505569 345.530248
- L 362.868125 345.892804
- L 366.85624 345.892804
- L 367.581352 346.617916
- L 367.943908 346.617916
- L 368.306464 346.980472
- L 368.66902 346.980472
- L 369.031576 347.343028
- L 369.756688 347.343028
- L 371.206911 348.793251
- L 371.569467 348.793251
- L 372.294579 349.518363
- L 372.657135 349.518363
- L 373.926081 350.787309
- L 373.926081 351.149865
- L 374.651193 351.874977
- L 374.651193 352.237533
- L 375.013749 352.600089
- L 375.013749 352.962645
- L 375.376305 353.3252
- L 375.376305 354.050312
- L 375.738861 354.412868
- L 375.738861 355.13798
- L 376.101417 355.500536
- L 376.101417 357.675872
- L 376.463972 358.038428
- L 376.463972 360.938875
- L 376.101417 361.301431
- L 376.101417 361.663987
- L 375.738861 362.026543
- L 375.738861 362.389099
- L 375.376305 362.751655
- L 375.376305 363.11421
- L 374.288637 364.201878
- L 374.288637 364.564434
- L 373.563525 365.289546
- L 373.563525 366.377214
- L 373.200969 366.73977
- L 373.200969 367.102326
- L 372.838413 367.464882
- L 372.838413 369.277661
- L 372.294579 369.821495
- L 371.569467 369.821495
- L 371.206911 370.184051
- L 367.943908 370.184051
- L 367.581352 369.821495
- L 360.330234 369.821495
- L 359.967678 370.184051
- L 359.605122 369.821495
- L 358.88001 370.546607
- L 358.154898 370.546607
- L 357.792342 370.184051
- L 357.06723 370.184051
- L 356.704674 369.821495
- L 355.617007 369.821495
- L 355.254451 370.184051
- L 353.441671 370.184051
- L 352.716559 369.458939
- L 352.354003 369.458939
- L 352.172725 369.277661
- L 352.172725 367.464882
- L 351.085057 366.377214
- L 351.085057 366.014658
- L 350.722502 365.652102
- L 350.722502 365.289546
- L 350.359946 364.92699
- L 350.359946 364.564434
- L 349.99739 364.201878
- L 349.99739 363.839322
- L 349.634834 363.476766
- L 349.634834 363.11421
- L 348.909722 362.389099
- L 348.909722 361.301431
- L 349.272278 360.938875
- L 349.272278 355.13798
- L 349.634834 354.775424
- L 349.634834 352.962645
- L 349.99739 352.600089
- L 349.99739 352.237533
- L 352.716559 349.518363
- L 353.079115 349.518363
- L 353.441671 349.155807
- L 353.804227 349.155807
- L 355.254451 347.705584
- L 355.617007 347.705584
- L 356.342118 346.980472
- L 356.704674 346.980472
- L 357.429786 346.25536
- L 358.154898 346.25536
- L 358.517454 345.892804
- L 358.88001 345.892804
- L 359.242566 345.530248
- L 359.605122 345.530248
- L 359.967678 345.167692
- L 359.967678 345.167692
- " style="fill:none;stroke:#000000;stroke-width:0.5;"/>
- </g>
- </g>
- <g id="axes_78">
- <g clip-path="url(#pc15038a13b)">
- <image height="39.6" id="image51485328b4" 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(#pc15038a13b)" d="M 403.950473 340.454465
- L 405.763253 340.454465
- L 406.125809 340.817021
- L 409.751368 340.817021
- L 410.113924 341.179577
- L 410.47648 341.179577
- L 410.839036 341.542133
- L 411.201592 341.542133
- L 411.926704 342.267245
- L 412.28926 342.267245
- L 412.651816 342.629801
- L 413.014372 342.629801
- L 414.283317 343.898746
- L 414.283317 344.261302
- L 415.370985 345.34897
- L 415.370985 345.711526
- L 415.733541 346.074082
- L 415.733541 346.436638
- L 416.096097 346.799194
- L 416.096097 347.16175
- L 416.458653 347.524306
- L 416.458653 347.886862
- L 416.821209 348.249417
- L 416.821209 348.611973
- L 417.183765 348.974529
- L 417.183765 349.337085
- L 417.546321 349.699641
- L 417.546321 350.062197
- L 417.908877 350.424753
- L 417.908877 351.149865
- L 418.271433 351.512421
- L 418.271433 352.237533
- L 418.633988 352.600089
- L 418.633988 354.412868
- L 418.996544 354.775424
- L 418.996544 355.500536
- L 419.3591 355.863092
- L 419.3591 357.675872
- L 419.721656 358.038428
- L 419.721656 361.663987
- L 419.3591 362.026543
- L 419.3591 363.11421
- L 418.996544 363.476766
- L 418.996544 364.201878
- L 418.633988 364.564434
- L 418.633988 365.289546
- L 418.271433 365.652102
- L 418.271433 366.014658
- L 417.908877 366.377214
- L 417.908877 366.73977
- L 417.546321 367.102326
- L 417.546321 367.464882
- L 417.183765 367.827438
- L 417.183765 368.189993
- L 416.096097 369.277661
- L 416.096097 369.640217
- L 414.645873 371.090441
- L 414.645873 371.452997
- L 413.014372 373.084499
- L 412.651816 373.084499
- L 411.926704 373.80961
- L 411.564148 373.80961
- L 410.839036 374.534722
- L 410.47648 374.534722
- L 410.113924 374.897278
- L 409.388812 374.897278
- L 409.026256 375.259834
- L 407.576033 375.259834
- L 407.213477 374.897278
- L 404.675585 374.897278
- L 404.313029 375.259834
- L 403.225362 375.259834
- L 402.862806 374.897278
- L 401.775138 374.897278
- L 401.412582 374.534722
- L 401.050026 374.534722
- L 400.68747 374.172166
- L 400.324914 374.172166
- L 399.962358 373.80961
- L 399.599802 373.80961
- L 398.512134 372.721943
- L 398.149579 372.721943
- L 396.336799 370.909163
- L 395.974243 370.909163
- L 395.792965 370.727885
- L 395.792965 370.365329
- L 395.067853 369.640217
- L 395.067853 369.277661
- L 394.342741 368.552549
- L 394.342741 368.189993
- L 393.617629 367.464882
- L 393.617629 367.102326
- L 393.255073 366.73977
- L 393.255073 366.377214
- L 392.892518 366.014658
- L 392.892518 363.839322
- L 392.529962 363.476766
- L 392.529962 362.026543
- L 392.167406 361.663987
- L 392.167406 360.213763
- L 392.529962 359.851207
- L 392.529962 355.500536
- L 392.892518 355.13798
- L 392.892518 354.050312
- L 393.255073 353.687756
- L 393.255073 351.512421
- L 393.617629 351.149865
- L 393.617629 350.787309
- L 393.980185 350.424753
- L 393.980185 350.062197
- L 394.342741 349.699641
- L 394.342741 349.337085
- L 394.705297 348.974529
- L 394.705297 348.611973
- L 395.067853 348.249417
- L 395.067853 347.886862
- L 395.430409 347.524306
- L 395.430409 346.799194
- L 395.792965 346.436638
- L 395.792965 346.074082
- L 396.880633 344.986414
- L 396.880633 344.623858
- L 397.968301 343.53619
- L 397.968301 343.173634
- L 398.87469 342.267245
- L 399.237246 342.267245
- L 399.599802 341.904689
- L 399.962358 341.904689
- L 400.324914 341.542133
- L 400.68747 341.542133
- L 401.050026 341.179577
- L 401.775138 341.179577
- L 402.137694 340.817021
- L 403.587917 340.817021
- L 403.950473 340.454465
- L 403.950473 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(#pe3ef909435)" d="M 432.524642 348.603019
- L 433.291912 348.795316
- L 434.059181 347.265736
- L 434.826451 346.452402
- L 435.59372 349.734682
- L 436.36099 346.261683
- L 437.128259 349.114445
- L 437.895529 344.613263
- L 438.662798 345.213925
- L 439.430068 346.003705
- L 440.197337 344.051876
- L 440.964607 348.07858
- L 441.731876 346.383984
- L 442.499146 348.568296
- L 443.266415 350.408773
- L 444.033685 348.569948
- L 444.800954 350.287131
- L 445.568224 345.989982
- L 446.335493 348.529688
- L 447.102763 346.639971
- L 447.870033 346.790455
- L 448.637302 348.036812
- L 449.404572 348.867843
- L 450.171841 345.784204
- L 450.939111 347.553123
- L 451.70638 348.272609
- L 452.47365 348.597868
- L 453.240919 353.97566
- L 454.008189 353.660016
- L 454.775458 354.437282
- L 455.542728 351.931057
- L 456.309997 348.446071
- L 457.077267 347.891623
- L 457.844536 343.504374
- L 458.611806 345.167925
- L 459.379075 345.322998
- L 460.146345 345.278615
- L 460.913614 348.796658
- L 461.680884 347.228445
- L 462.448153 346.931689
- L 463.215423 347.707786
- L 463.982693 345.705885
- L 464.749962 345.787062
- L 465.517232 345.186906
- L 466.284501 346.727157
- L 467.051771 346.408154
- L 467.81904 347.918583
- L 468.58631 345.82993
- L 469.353579 345.151142
- L 470.120849 346.81981
- L 470.888118 345.70631
- L 471.655388 348.145838
- L 472.422657 346.305725
- L 473.189927 346.315879
- L 473.957196 347.524145
- L 474.724466 345.942874
- L 475.491735 345.919945
- L 476.259005 347.685316
- L 477.026274 345.510299
- L 477.793544 346.784281
- L 478.560813 345.65765
- L 479.328083 345.449772
- L 480.095352 345.401109
- L 480.862622 346.371953
- L 481.629892 345.158443
- L 482.397161 347.185122
- L 483.164431 348.275665
- L 483.9317 344.064141
- L 484.69897 345.403925
- L 485.466239 347.54056
- L 486.233509 345.832324
- L 487.000778 347.572033
- L 487.768048 344.146776
- L 488.535317 348.114525
- L 489.302587 344.867264
- L 490.837126 347.25901
- L 492.371665 342.375809
- L 493.138934 346.110128
- L 493.906204 345.168864
- L 494.673473 345.137802
- L 495.440743 343.318927
- L 496.208012 344.933698
- L 496.975282 343.581932
- L 497.742552 345.2214
- L 498.509821 348.068506
- L 499.277091 342.539635
- L 500.04436 343.947195
- L 500.81163 342.032572
- L 502.346169 345.22494
- L 503.113438 341.009552
- L 503.880708 347.007118
- L 504.647977 343.124629
- L 505.415247 345.450344
- L 506.182516 341.745903
- L 506.949786 345.631775
- L 507.717055 346.513851
- L 508.484325 341.082904
- L 509.251594 348.204742
- L 510.018864 344.343878
- L 510.786133 345.82768
- L 511.553403 344.010257
- L 512.320672 343.566093
- L 513.087942 342.622364
- L 513.855211 345.217225
- L 514.622481 343.785422
- L 515.389751 343.656365
- L 516.15702 341.758498
- L 516.92429 340.958955
- L 517.691559 342.510933
- L 518.458829 339.816509
- L 519.226098 342.097383
- L 519.993368 349.77274
- L 520.760637 345.119866
- L 521.527907 345.836036
- L 522.295176 345.782026
- L 523.062446 344.840125
- L 523.829715 341.286665
- L 524.596985 342.24579
- L 525.364254 345.830548
- L 526.131524 341.225773
- L 526.898793 344.975149
- L 527.666063 341.216284
- L 529.200602 343.195425
- L 529.967871 342.010066
- L 530.735141 341.041686
- L 531.502411 344.201476
- L 532.26968 339.337469
- L 533.03695 342.662236
- L 533.804219 340.400689
- L 535.338758 349.350214
- L 536.106028 349.388604
- L 536.873297 346.238009
- L 537.640567 341.47798
- L 538.407836 342.023059
- L 539.175106 340.312091
- L 539.942375 340.80446
- L 540.709645 340.982092
- L 541.476914 340.788679
- L 542.244184 343.808673
- L 543.011453 341.606727
- L 543.778723 341.347751
- L 544.545992 342.864107
- L 546.080531 340.40926
- L 546.847801 341.833842
- L 547.61507 343.868982
- L 548.38234 339.714367
- L 549.14961 341.348245
- L 549.916879 341.45084
- L 550.684149 339.810001
- L 551.451418 340.087106
- L 552.218688 340.540668
- L 552.985957 346.428933
- L 553.753227 343.934633
- L 554.520496 342.081757
- L 555.287766 345.806969
- L 556.055035 342.315602
- L 556.822305 345.423886
- L 557.589574 343.147116
- L 558.356844 346.30879
- L 559.124113 342.650531
- L 559.891383 344.617682
- L 560.658652 340.778148
- L 561.425922 343.724145
- L 562.193191 344.653432
- L 562.960461 342.467046
- L 563.72773 343.757175
- L 563.72773 343.757175
- " 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(#p181c0cb41a)" d="M 432.524642 363.80603
- L 434.077235 374.941074
- L 435.629827 376.522636
- L 437.182419 377.507067
- L 438.735012 377.070388
- L 440.287604 377.380296
- L 441.840197 377.453691
- L 443.392789 376.640305
- L 444.945382 377.220727
- L 446.497974 377.141532
- L 448.050567 377.360038
- L 449.603159 376.482269
- L 451.155751 375.994863
- L 452.708344 376.628192
- L 454.260936 377.464672
- L 455.813529 376.942646
- L 457.366121 377.322746
- L 458.918714 376.753243
- L 460.471306 377.451286
- L 462.023899 376.9926
- L 463.576491 377.206299
- L 465.129083 377.47042
- L 466.681676 377.308929
- L 468.234268 376.51121
- L 469.786861 377.353474
- L 471.339453 377.447118
- L 472.892046 377.458427
- L 474.444638 377.490056
- L 475.997231 377.347601
- L 477.549823 377.533133
- L 479.102415 377.46088
- L 480.655008 377.341846
- L 482.2076 377.529478
- L 483.760193 377.488885
- L 485.312785 377.371888
- L 486.865378 377.500098
- L 488.41797 377.433066
- L 489.970563 377.52787
- L 491.523155 377.496837
- L 493.075747 377.490675
- L 494.62834 377.434316
- L 496.180932 377.465077
- L 497.733525 377.295353
- L 499.286117 377.406741
- L 500.83871 377.458202
- L 502.391302 377.464136
- L 503.943895 377.367429
- L 505.496487 377.401987
- L 507.049079 377.333147
- L 508.601672 377.270577
- L 510.154264 377.474471
- L 511.706857 377.390823
- L 513.259449 377.434592
- L 514.812042 377.402761
- L 516.364634 377.467961
- L 517.917227 377.446153
- L 519.469819 377.493577
- L 521.022412 377.524218
- L 522.575004 377.345896
- L 524.127596 377.026495
- L 525.680189 377.528399
- L 527.232781 377.499323
- L 528.785374 377.355256
- L 530.337966 377.500998
- L 531.890559 377.528072
- L 533.443151 377.291768
- L 534.995744 377.286271
- L 536.548336 377.448408
- L 538.100928 377.206843
- L 539.653521 377.386612
- L 541.206113 377.402952
- L 542.758706 376.841522
- L 544.311298 377.077912
- L 545.863891 377.283788
- L 547.416483 377.187537
- L 548.969076 377.370715
- L 550.521668 377.422182
- L 552.07426 377.467955
- L 553.626853 377.432087
- L 555.179445 377.413955
- L 556.732038 377.48266
- L 558.28463 377.504342
- L 559.837223 377.278252
- L 561.389815 377.373555
- L 562.942408 377.314787
- L 564.495 377.527856
- " style="fill:none;stroke:#ff0000;stroke-linecap:round;"/>
- </g>
- </g>
- <g id="axes_81">
- <g clip-path="url(#p0973e1f24e)">
- <image height="27.6" id="image8968a692e2" 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(#p0973e1f24e)" d="M 37.849348 394.917417
- L 39.060085 394.917417
- L 39.362769 395.220102
- L 39.665454 395.220102
- L 39.968138 395.522786
- L 40.876191 395.522786
- L 41.178875 395.82547
- L 42.086928 395.82547
- L 42.389612 396.128155
- L 42.692297 396.128155
- L 42.994981 396.430839
- L 43.297665 396.430839
- L 43.600349 396.733523
- L 43.903034 396.733523
- L 44.205718 397.036208
- L 44.811087 397.036208
- L 45.113771 397.338892
- L 45.416455 397.338892
- L 46.324508 398.246945
- L 46.627193 398.246945
- L 48.897325 400.517077
- L 48.897325 400.819761
- L 49.502693 401.42513
- L 49.502693 401.727814
- L 50.108062 402.333183
- L 50.108062 402.635867
- L 50.713431 403.241236
- L 50.713431 403.846604
- L 51.016115 404.149289
- L 51.016115 404.451973
- L 51.318799 404.754657
- L 51.318799 405.057342
- L 51.621484 405.360026
- L 51.621484 405.965395
- L 51.924168 406.268079
- L 51.924168 407.176132
- L 51.621484 407.478816
- L 51.621484 408.084185
- L 49.502693 410.202975
- L 49.502693 410.505659
- L 49.048667 410.959686
- L 48.745983 410.959686
- L 48.140614 411.565054
- L 46.627193 411.565054
- L 46.324508 411.867739
- L 46.021824 411.867739
- L 45.71914 412.170423
- L 44.508402 412.170423
- L 44.35706 412.321765
- L 44.35706 412.624449
- L 44.054376 412.927134
- L 44.054376 413.532502
- L 43.751692 413.835187
- L 43.751692 414.137871
- L 42.086928 415.802635
- L 40.270822 415.802635
- L 39.968138 416.105319
- L 38.454716 416.105319
- L 38.152032 415.802635
- L 37.546663 415.802635
- L 37.243979 415.49995
- L 36.941295 415.802635
- L 36.63861 415.49995
- L 32.40103 415.49995
- L 32.098346 415.802635
- L 30.28224 415.802635
- L 29.979556 415.49995
- L 27.255397 415.49995
- L 26.952713 415.197266
- L 24.833922 415.197266
- L 24.68258 415.045924
- L 24.985265 414.74324
- L 24.985265 413.229818
- L 24.68258 412.927134
- L 24.68258 412.321765
- L 24.077212 411.716396
- L 24.077212 411.413712
- L 23.774527 411.111028
- L 23.774527 410.808344
- L 23.471843 410.505659
- L 23.471843 410.202975
- L 23.169159 409.900291
- L 23.169159 409.597606
- L 22.866474 409.294922
- L 22.866474 407.176132
- L 23.169159 406.873448
- L 23.169159 406.268079
- L 23.471843 405.965395
- L 23.471843 405.66271
- L 23.774527 405.360026
- L 23.774527 405.057342
- L 24.379896 404.451973
- L 24.379896 404.149289
- L 24.68258 403.846604
- L 24.68258 403.241236
- L 24.985265 402.938552
- L 24.985265 402.635867
- L 25.287949 402.333183
- L 25.287949 402.030499
- L 25.590633 401.727814
- L 25.590633 401.42513
- L 25.893318 401.122446
- L 25.893318 400.819761
- L 26.196002 400.517077
- L 26.196002 400.214393
- L 28.466134 397.944261
- L 28.768818 397.944261
- L 29.374187 397.338892
- L 29.676871 397.338892
- L 29.979556 397.036208
- L 30.28224 397.036208
- L 30.584924 396.733523
- L 30.887609 396.733523
- L 31.190293 396.430839
- L 31.492977 396.430839
- L 32.098346 395.82547
- L 32.40103 395.82547
- L 32.703714 395.522786
- L 36.941295 395.522786
- L 37.243979 395.220102
- L 37.546663 395.220102
- L 37.849348 394.917417
- L 37.849348 394.917417
- " style="fill:none;stroke:#000000;stroke-width:0.5;"/>
- </g>
- <g id="text_129">
- <!-- C17 [noise]: Tot. var. expl. 2.1% -->
- <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-2e"/>
- <use x="1459.050781" xlink:href="#DejaVuSans-31"/>
- <use x="1522.673828" xlink:href="#DejaVuSans-25"/>
- </g>
- </g>
- </g>
- <g id="axes_82">
- <g clip-path="url(#p01a4d4cb36)">
- <image height="33.12" id="imagea078577568" 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(#p01a4d4cb36)" d="M 77.661087 392.732103
- L 79.473867 392.732103
- L 79.836423 393.094659
- L 80.198979 393.094659
- L 80.561534 393.457215
- L 84.54965 393.457215
- L 85.274762 394.182327
- L 85.637317 394.182327
- L 85.999873 394.544883
- L 86.362429 394.544883
- L 86.724985 394.907439
- L 87.450097 394.907439
- L 88.900321 396.357663
- L 89.262877 396.357663
- L 89.987989 397.082774
- L 90.350545 397.082774
- L 91.61949 398.35172
- L 91.61949 398.714276
- L 92.344602 399.439388
- L 92.344602 399.801944
- L 92.707158 400.1645
- L 92.707158 400.527056
- L 93.069714 400.889612
- L 93.069714 401.614724
- L 93.43227 401.977279
- L 93.43227 402.702391
- L 93.794826 403.064947
- L 93.794826 405.240283
- L 94.157382 405.602839
- L 94.157382 408.503286
- L 93.794826 408.865842
- L 93.794826 409.228398
- L 93.43227 409.590954
- L 93.43227 409.95351
- L 93.069714 410.316066
- L 93.069714 410.678622
- L 91.982046 411.766289
- L 91.982046 412.128845
- L 91.256934 412.853957
- L 91.256934 413.941625
- L 90.894378 414.304181
- L 90.894378 414.666737
- L 90.531823 415.029293
- L 90.531823 416.842072
- L 89.987989 417.385906
- L 89.262877 417.385906
- L 88.900321 417.748462
- L 85.637317 417.748462
- L 85.274762 417.385906
- L 78.023643 417.385906
- L 77.661087 417.748462
- L 77.298531 417.385906
- L 76.573419 418.111018
- L 75.848307 418.111018
- L 75.485751 417.748462
- L 74.76064 417.748462
- L 74.398084 417.385906
- L 73.310416 417.385906
- L 72.94786 417.748462
- L 71.13508 417.748462
- L 70.409968 417.02335
- L 70.047413 417.02335
- L 69.866135 416.842072
- L 69.866135 415.029293
- L 68.778467 413.941625
- L 68.778467 413.579069
- L 68.415911 413.216513
- L 68.415911 412.853957
- L 68.053355 412.491401
- L 68.053355 412.128845
- L 67.690799 411.766289
- L 67.690799 411.403734
- L 67.328243 411.041178
- L 67.328243 410.678622
- L 66.603131 409.95351
- L 66.603131 408.865842
- L 66.965687 408.503286
- L 66.965687 402.702391
- L 67.328243 402.339835
- L 67.328243 400.527056
- L 67.690799 400.1645
- L 67.690799 399.801944
- L 70.409968 397.082774
- L 70.772524 397.082774
- L 71.13508 396.720218
- L 71.497636 396.720218
- L 72.94786 395.269995
- L 73.310416 395.269995
- L 74.035528 394.544883
- L 74.398084 394.544883
- L 75.123196 393.819771
- L 75.848307 393.819771
- L 76.210863 393.457215
- L 76.573419 393.457215
- L 76.935975 393.094659
- L 77.298531 393.094659
- L 77.661087 392.732103
- L 77.661087 392.732103
- " style="fill:none;stroke:#000000;stroke-width:0.5;"/>
- </g>
- </g>
- <g id="axes_83">
- <g clip-path="url(#p67e4460717)">
- <image height="39.6" id="imagebf854f6d32" 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(#p67e4460717)" d="M 121.643883 388.018876
- L 123.456662 388.018876
- L 123.819218 388.381432
- L 127.444778 388.381432
- L 127.807334 388.743988
- L 128.169889 388.743988
- L 128.532445 389.106544
- L 128.895001 389.106544
- L 129.620113 389.831656
- L 129.982669 389.831656
- L 130.345225 390.194212
- L 130.707781 390.194212
- L 131.976727 391.463158
- L 131.976727 391.825713
- L 133.064394 392.913381
- L 133.064394 393.275937
- L 133.42695 393.638493
- L 133.42695 394.001049
- L 133.789506 394.363605
- L 133.789506 394.726161
- L 134.152062 395.088717
- L 134.152062 395.451273
- L 134.514618 395.813829
- L 134.514618 396.176385
- L 134.877174 396.538941
- L 134.877174 396.901496
- L 135.23973 397.264052
- L 135.23973 397.626608
- L 135.602286 397.989164
- L 135.602286 398.714276
- L 135.964842 399.076832
- L 135.964842 399.801944
- L 136.327398 400.1645
- L 136.327398 401.977279
- L 136.689954 402.339835
- L 136.689954 403.064947
- L 137.05251 403.427503
- L 137.05251 405.240283
- L 137.415066 405.602839
- L 137.415066 409.228398
- L 137.05251 409.590954
- L 137.05251 410.678622
- L 136.689954 411.041178
- L 136.689954 411.766289
- L 136.327398 412.128845
- L 136.327398 412.853957
- L 135.964842 413.216513
- L 135.964842 413.579069
- L 135.602286 413.941625
- L 135.602286 414.304181
- L 135.23973 414.666737
- L 135.23973 415.029293
- L 134.877174 415.391849
- L 134.877174 415.754405
- L 133.789506 416.842072
- L 133.789506 417.204628
- L 132.339283 418.654852
- L 132.339283 419.017408
- L 130.707781 420.64891
- L 130.345225 420.64891
- L 129.620113 421.374022
- L 129.257557 421.374022
- L 128.532445 422.099133
- L 128.169889 422.099133
- L 127.807334 422.461689
- L 127.082222 422.461689
- L 126.719666 422.824245
- L 125.269442 422.824245
- L 124.906886 422.461689
- L 122.368995 422.461689
- L 122.006439 422.824245
- L 120.918771 422.824245
- L 120.556215 422.461689
- L 119.468547 422.461689
- L 119.105991 422.099133
- L 118.743435 422.099133
- L 118.380879 421.736578
- L 118.018323 421.736578
- L 117.655768 421.374022
- L 117.293212 421.374022
- L 116.205544 420.286354
- L 115.842988 420.286354
- L 114.030208 418.473574
- L 113.667652 418.473574
- L 113.486374 418.292296
- L 113.486374 417.92974
- L 112.761262 417.204628
- L 112.761262 416.842072
- L 112.036151 416.116961
- L 112.036151 415.754405
- L 111.311039 415.029293
- L 111.311039 414.666737
- L 110.948483 414.304181
- L 110.948483 413.941625
- L 110.585927 413.579069
- L 110.585927 411.403734
- L 110.223371 411.041178
- L 110.223371 409.590954
- L 109.860815 409.228398
- L 109.860815 407.778174
- L 110.223371 407.415618
- L 110.223371 403.064947
- L 110.585927 402.702391
- L 110.585927 401.614724
- L 110.948483 401.252168
- L 110.948483 399.076832
- L 111.311039 398.714276
- L 111.311039 398.35172
- L 111.673595 397.989164
- L 111.673595 397.626608
- L 112.036151 397.264052
- L 112.036151 396.901496
- L 112.398707 396.538941
- L 112.398707 396.176385
- L 112.761262 395.813829
- L 112.761262 395.451273
- L 113.123818 395.088717
- L 113.123818 394.363605
- L 113.486374 394.001049
- L 113.486374 393.638493
- L 114.574042 392.550825
- L 114.574042 392.188269
- L 115.66171 391.100602
- L 115.66171 390.738046
- L 116.5681 389.831656
- L 116.930656 389.831656
- L 117.293212 389.4691
- L 117.655768 389.4691
- L 118.018323 389.106544
- L 118.380879 389.106544
- L 118.743435 388.743988
- L 119.468547 388.743988
- L 119.831103 388.381432
- L 121.281327 388.381432
- L 121.643883 388.018876
- L 121.643883 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(#p5c54e5e027)" d="M 150.218051 395.379946
- L 150.985321 398.575477
- L 151.75259 394.64673
- L 152.51986 397.215245
- L 153.28713 399.238598
- L 154.054399 398.102104
- L 154.821669 398.36881
- L 155.588938 393.212331
- L 156.356208 396.054609
- L 157.123477 395.402652
- L 157.890747 396.907136
- L 158.658016 395.923002
- L 159.425286 396.387182
- L 160.192555 396.446443
- L 160.959825 395.639908
- L 161.727094 396.144044
- L 162.494364 394.797588
- L 163.261633 395.482657
- L 164.028903 397.627109
- L 164.796172 396.157868
- L 165.563442 398.016294
- L 166.330711 396.345112
- L 167.097981 397.88831
- L 167.86525 394.46194
- L 168.63252 397.716899
- L 169.39979 395.686921
- L 170.167059 394.200115
- L 170.934329 392.34741
- L 171.701598 393.437377
- L 172.468868 393.288265
- L 174.003407 397.16967
- L 174.770676 398.275107
- L 175.537946 395.177575
- L 176.305215 399.809328
- L 177.072485 395.857211
- L 177.839754 398.662747
- L 178.607024 399.766883
- L 179.374293 398.551731
- L 180.141563 397.837157
- L 180.908832 399.92869
- L 181.676102 396.029905
- L 182.443371 400.665952
- L 183.210641 395.65438
- L 183.97791 399.944129
- L 184.74518 397.627644
- L 185.512449 399.576307
- L 186.279719 396.90164
- L 187.046989 398.768919
- L 187.814258 397.22484
- L 188.581528 399.449556
- L 189.348797 398.136607
- L 190.116067 399.501404
- L 190.883336 399.23137
- L 191.650606 400.468791
- L 192.417875 396.94243
- L 193.185145 399.221625
- L 193.952414 399.103108
- L 194.719684 397.629527
- L 195.486953 398.541345
- L 197.021492 397.501943
- L 197.788762 399.136306
- L 198.556031 398.608442
- L 199.323301 400.607958
- L 200.09057 399.989395
- L 200.85784 398.65492
- L 201.625109 398.614929
- L 202.392379 400.090113
- L 203.159649 399.603238
- L 203.926918 398.855116
- L 204.694188 400.679737
- L 205.461457 399.851815
- L 206.228727 400.214664
- L 206.995996 398.708946
- L 208.530535 402.001694
- L 209.297805 396.411638
- L 210.065074 397.776672
- L 210.832344 399.704936
- L 211.599613 396.748081
- L 212.366883 400.624886
- L 213.134152 399.261522
- L 213.901422 399.501534
- L 214.668691 399.422475
- L 215.435961 398.729914
- L 216.20323 395.098958
- L 216.9705 396.164158
- L 217.737769 399.341112
- L 218.505039 397.081531
- L 219.272309 397.859867
- L 220.039578 397.314077
- L 220.806848 396.077898
- L 221.574117 399.43
- L 222.341387 397.275615
- L 223.108656 397.46967
- L 223.875926 398.979862
- L 224.643195 394.879742
- L 225.410465 391.97863
- L 226.177734 397.376173
- L 226.945004 396.573774
- L 227.712273 399.807693
- L 228.479543 400.882287
- L 230.014082 397.62796
- L 230.781351 397.441944
- L 231.548621 400.129172
- L 232.31589 394.098134
- L 233.08316 398.275374
- L 233.850429 395.750207
- L 234.617699 396.244693
- L 235.384968 394.88524
- L 236.152238 396.642107
- L 236.919508 394.915265
- L 237.686777 391.080559
- L 238.454047 391.709324
- L 239.221316 395.537835
- L 239.988586 394.760519
- L 240.755855 392.363422
- L 241.523125 395.595115
- L 242.290394 391.537546
- L 243.057664 391.149831
- L 243.824933 396.296879
- L 244.592203 391.917801
- L 245.359472 395.293356
- L 246.126742 396.59268
- L 246.894011 394.89623
- L 247.661281 393.705009
- L 248.42855 395.797145
- L 249.19582 393.566828
- L 249.963089 396.359325
- L 250.730359 395.032816
- L 251.497628 395.814853
- L 252.264898 391.700043
- L 253.032168 389.193904
- L 253.799437 388.425112
- L 254.566707 388.830816
- L 255.333976 389.883146
- L 256.101246 390.190838
- L 256.868515 391.534091
- L 257.635785 390.378869
- L 258.403054 391.387307
- L 259.937593 390.147802
- L 260.704863 390.894181
- L 261.472132 392.866073
- L 262.239402 393.907125
- L 263.006671 393.596201
- L 263.773941 393.613777
- L 264.54121 395.603002
- L 265.30848 392.703725
- L 266.075749 396.187434
- L 266.843019 392.643907
- L 267.610288 393.782298
- L 268.377558 395.79756
- L 269.144827 395.164476
- L 269.912097 392.348877
- L 270.679367 393.40665
- L 271.446636 389.820006
- L 272.213906 392.187358
- L 272.981175 390.741274
- L 273.748445 389.685526
- L 274.515714 386.901881
- L 275.282984 390.616861
- L 276.050253 389.343627
- L 276.817523 390.670635
- L 277.584792 390.674637
- L 278.352062 393.731238
- L 279.119331 390.335714
- L 279.886601 389.235235
- L 280.65387 391.213786
- L 281.42114 389.202329
- L 281.42114 389.202329
- " 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(#pc1cdf8d20d)" d="M 150.218051 411.370441
- L 151.770644 424.832915
- L 153.323236 425.008136
- L 154.875829 424.887778
- L 156.428421 424.422427
- L 157.981014 424.06168
- L 159.533606 424.045078
- L 161.086199 424.350246
- L 162.638791 425.009279
- L 164.191383 424.823287
- L 165.743976 424.918903
- L 167.296568 425.051957
- L 168.849161 425.05271
- L 170.401753 424.963833
- L 171.954346 425.025866
- L 173.506938 425.08958
- L 175.059531 424.863169
- L 176.612123 424.941935
- L 178.164715 424.767266
- L 179.717308 425.065592
- L 181.2699 425.063224
- L 182.822493 425.054573
- L 184.375085 425.033136
- L 185.927678 424.756423
- L 187.48027 425.072
- L 189.032863 425.082785
- L 190.585455 425.003594
- L 192.138047 425.012039
- L 193.69064 424.941508
- L 195.243232 425.095673
- L 196.795825 425.08243
- L 198.348417 425.009293
- L 199.90101 425.090152
- L 201.453602 425.039148
- L 203.006195 425.092322
- L 204.558787 425.079196
- L 206.11138 425.036659
- L 207.663972 425.061598
- L 209.216564 425.013721
- L 210.769157 425.090297
- L 212.321749 425.027687
- L 213.874342 425.088711
- L 215.426934 425.016842
- L 216.979527 425.07832
- L 218.532119 425.096147
- L 220.084712 425.075459
- L 221.637304 425.087758
- L 223.189896 425.097544
- L 224.742489 425.076669
- L 226.295081 425.082073
- L 227.847674 424.921005
- L 229.400266 425.078797
- L 230.952859 424.957293
- L 232.505451 425.01843
- L 234.058044 424.994436
- L 235.610636 425.069535
- L 237.163228 424.982286
- L 238.715821 425.030461
- L 240.268413 425.007148
- L 241.821006 424.947909
- L 243.373598 424.906159
- L 244.926191 425.064712
- L 246.478783 425.056267
- L 248.031376 425.02848
- L 249.583968 425.01962
- L 251.13656 425.043431
- L 252.689153 425.00239
- L 254.241745 425.07933
- L 255.794338 425.078292
- L 257.34693 425.030299
- L 258.899523 424.95249
- L 260.452115 425.046185
- L 262.004708 425.078094
- L 263.5573 425.075601
- L 265.109892 425.079399
- L 266.662485 425.011395
- L 268.215077 425.074828
- L 269.76767 424.986763
- L 271.320262 425.089414
- L 272.872855 425.090699
- L 274.425447 425.068387
- L 275.97804 425.061211
- L 277.530632 425.076675
- L 279.083224 424.715067
- L 280.635817 424.942453
- L 282.188409 424.924592
- " style="fill:none;stroke:#ff0000;stroke-linecap:round;"/>
- </g>
- </g>
- <g id="axes_86">
- <g clip-path="url(#p9aade03d14)">
- <image height="27.6" id="image1eaa7c19d4" 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(#p9aade03d14)" d="M 320.155938 394.917417
- L 321.366676 394.917417
- L 321.66936 395.220102
- L 321.972044 395.220102
- L 322.274728 395.522786
- L 323.182781 395.522786
- L 323.485466 395.82547
- L 324.393519 395.82547
- L 324.696203 396.128155
- L 324.998887 396.128155
- L 325.301572 396.430839
- L 325.604256 396.430839
- L 325.90694 396.733523
- L 326.209624 396.733523
- L 326.512309 397.036208
- L 327.117677 397.036208
- L 327.420362 397.338892
- L 327.723046 397.338892
- L 328.631099 398.246945
- L 328.933783 398.246945
- L 331.203916 400.517077
- L 331.203916 400.819761
- L 331.809284 401.42513
- L 331.809284 401.727814
- L 332.414653 402.333183
- L 332.414653 402.635867
- L 333.020021 403.241236
- L 333.020021 403.846604
- L 333.322706 404.149289
- L 333.322706 404.451973
- L 333.62539 404.754657
- L 333.62539 405.057342
- L 333.928074 405.360026
- L 333.928074 405.965395
- L 334.230759 406.268079
- L 334.230759 407.176132
- L 333.928074 407.478816
- L 333.928074 408.084185
- L 331.809284 410.202975
- L 331.809284 410.505659
- L 331.355258 410.959686
- L 331.052573 410.959686
- L 330.447205 411.565054
- L 328.933783 411.565054
- L 328.631099 411.867739
- L 328.328415 411.867739
- L 328.02573 412.170423
- L 326.814993 412.170423
- L 326.663651 412.321765
- L 326.663651 412.624449
- L 326.360967 412.927134
- L 326.360967 413.532502
- L 326.058282 413.835187
- L 326.058282 414.137871
- L 324.393519 415.802635
- L 322.577413 415.802635
- L 322.274728 416.105319
- L 320.761307 416.105319
- L 320.458623 415.802635
- L 319.853254 415.802635
- L 319.55057 415.49995
- L 319.247885 415.802635
- L 318.945201 415.49995
- L 314.707621 415.49995
- L 314.404936 415.802635
- L 312.588831 415.802635
- L 312.286146 415.49995
- L 309.561988 415.49995
- L 309.259303 415.197266
- L 307.140513 415.197266
- L 306.989171 415.045924
- L 307.291855 414.74324
- L 307.291855 413.229818
- L 306.989171 412.927134
- L 306.989171 412.321765
- L 306.383802 411.716396
- L 306.383802 411.413712
- L 306.081118 411.111028
- L 306.081118 410.808344
- L 305.778434 410.505659
- L 305.778434 410.202975
- L 305.475749 409.900291
- L 305.475749 409.597606
- L 305.173065 409.294922
- L 305.173065 407.176132
- L 305.475749 406.873448
- L 305.475749 406.268079
- L 305.778434 405.965395
- L 305.778434 405.66271
- L 306.081118 405.360026
- L 306.081118 405.057342
- L 306.686487 404.451973
- L 306.686487 404.149289
- L 306.989171 403.846604
- L 306.989171 403.241236
- L 307.291855 402.938552
- L 307.291855 402.635867
- L 307.59454 402.333183
- L 307.59454 402.030499
- L 307.897224 401.727814
- L 307.897224 401.42513
- L 308.199908 401.122446
- L 308.199908 400.819761
- L 308.502592 400.517077
- L 308.502592 400.214393
- L 310.772725 397.944261
- L 311.075409 397.944261
- L 311.680778 397.338892
- L 311.983462 397.338892
- L 312.286146 397.036208
- L 312.588831 397.036208
- L 312.891515 396.733523
- L 313.194199 396.733523
- L 313.496884 396.430839
- L 313.799568 396.430839
- L 314.404936 395.82547
- L 314.707621 395.82547
- L 315.010305 395.522786
- L 319.247885 395.522786
- L 319.55057 395.220102
- L 319.853254 395.220102
- L 320.155938 394.917417
- L 320.155938 394.917417
- " style="fill:none;stroke:#000000;stroke-width:0.5;"/>
- </g>
- <g id="text_137">
- <!-- C18 [noise]: Tot. var. expl. 2.1% -->
- <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-2e"/>
- <use x="1459.050781" xlink:href="#DejaVuSans-31"/>
- <use x="1522.673828" xlink:href="#DejaVuSans-25"/>
- </g>
- </g>
- </g>
- <g id="axes_87">
- <g clip-path="url(#p8dca97236a)">
- <image height="33.12" id="image06031b3982" 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(#p8dca97236a)" d="M 359.967678 392.732103
- L 361.780457 392.732103
- L 362.143013 393.094659
- L 362.505569 393.094659
- L 362.868125 393.457215
- L 366.85624 393.457215
- L 367.581352 394.182327
- L 367.943908 394.182327
- L 368.306464 394.544883
- L 368.66902 394.544883
- L 369.031576 394.907439
- L 369.756688 394.907439
- L 371.206911 396.357663
- L 371.569467 396.357663
- L 372.294579 397.082774
- L 372.657135 397.082774
- L 373.926081 398.35172
- L 373.926081 398.714276
- L 374.651193 399.439388
- L 374.651193 399.801944
- L 375.013749 400.1645
- L 375.013749 400.527056
- L 375.376305 400.889612
- L 375.376305 401.614724
- L 375.738861 401.977279
- L 375.738861 402.702391
- L 376.101417 403.064947
- L 376.101417 405.240283
- L 376.463972 405.602839
- L 376.463972 408.503286
- L 376.101417 408.865842
- L 376.101417 409.228398
- L 375.738861 409.590954
- L 375.738861 409.95351
- L 375.376305 410.316066
- L 375.376305 410.678622
- L 374.288637 411.766289
- L 374.288637 412.128845
- L 373.563525 412.853957
- L 373.563525 413.941625
- L 373.200969 414.304181
- L 373.200969 414.666737
- L 372.838413 415.029293
- L 372.838413 416.842072
- L 372.294579 417.385906
- L 371.569467 417.385906
- L 371.206911 417.748462
- L 367.943908 417.748462
- L 367.581352 417.385906
- L 360.330234 417.385906
- L 359.967678 417.748462
- L 359.605122 417.385906
- L 358.88001 418.111018
- L 358.154898 418.111018
- L 357.792342 417.748462
- L 357.06723 417.748462
- L 356.704674 417.385906
- L 355.617007 417.385906
- L 355.254451 417.748462
- L 353.441671 417.748462
- L 352.716559 417.02335
- L 352.354003 417.02335
- L 352.172725 416.842072
- L 352.172725 415.029293
- L 351.085057 413.941625
- L 351.085057 413.579069
- L 350.722502 413.216513
- L 350.722502 412.853957
- L 350.359946 412.491401
- L 350.359946 412.128845
- L 349.99739 411.766289
- L 349.99739 411.403734
- L 349.634834 411.041178
- L 349.634834 410.678622
- L 348.909722 409.95351
- L 348.909722 408.865842
- L 349.272278 408.503286
- L 349.272278 402.702391
- L 349.634834 402.339835
- L 349.634834 400.527056
- L 349.99739 400.1645
- L 349.99739 399.801944
- L 352.716559 397.082774
- L 353.079115 397.082774
- L 353.441671 396.720218
- L 353.804227 396.720218
- L 355.254451 395.269995
- L 355.617007 395.269995
- L 356.342118 394.544883
- L 356.704674 394.544883
- L 357.429786 393.819771
- L 358.154898 393.819771
- L 358.517454 393.457215
- L 358.88001 393.457215
- L 359.242566 393.094659
- L 359.605122 393.094659
- L 359.967678 392.732103
- L 359.967678 392.732103
- " style="fill:none;stroke:#000000;stroke-width:0.5;"/>
- </g>
- </g>
- <g id="axes_88">
- <g clip-path="url(#p7b8559d98a)">
- <image height="39.6" id="image6634d04381" 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(#p7b8559d98a)" d="M 403.950473 388.018876
- L 405.763253 388.018876
- L 406.125809 388.381432
- L 409.751368 388.381432
- L 410.113924 388.743988
- L 410.47648 388.743988
- L 410.839036 389.106544
- L 411.201592 389.106544
- L 411.926704 389.831656
- L 412.28926 389.831656
- L 412.651816 390.194212
- L 413.014372 390.194212
- L 414.283317 391.463158
- L 414.283317 391.825713
- L 415.370985 392.913381
- L 415.370985 393.275937
- L 415.733541 393.638493
- L 415.733541 394.001049
- L 416.096097 394.363605
- L 416.096097 394.726161
- L 416.458653 395.088717
- L 416.458653 395.451273
- L 416.821209 395.813829
- L 416.821209 396.176385
- L 417.183765 396.538941
- L 417.183765 396.901496
- L 417.546321 397.264052
- L 417.546321 397.626608
- L 417.908877 397.989164
- L 417.908877 398.714276
- L 418.271433 399.076832
- L 418.271433 399.801944
- L 418.633988 400.1645
- L 418.633988 401.977279
- L 418.996544 402.339835
- L 418.996544 403.064947
- L 419.3591 403.427503
- L 419.3591 405.240283
- L 419.721656 405.602839
- L 419.721656 409.228398
- L 419.3591 409.590954
- L 419.3591 410.678622
- L 418.996544 411.041178
- L 418.996544 411.766289
- L 418.633988 412.128845
- L 418.633988 412.853957
- L 418.271433 413.216513
- L 418.271433 413.579069
- L 417.908877 413.941625
- L 417.908877 414.304181
- L 417.546321 414.666737
- L 417.546321 415.029293
- L 417.183765 415.391849
- L 417.183765 415.754405
- L 416.096097 416.842072
- L 416.096097 417.204628
- L 414.645873 418.654852
- L 414.645873 419.017408
- L 413.014372 420.64891
- L 412.651816 420.64891
- L 411.926704 421.374022
- L 411.564148 421.374022
- L 410.839036 422.099133
- L 410.47648 422.099133
- L 410.113924 422.461689
- L 409.388812 422.461689
- L 409.026256 422.824245
- L 407.576033 422.824245
- L 407.213477 422.461689
- L 404.675585 422.461689
- L 404.313029 422.824245
- L 403.225362 422.824245
- L 402.862806 422.461689
- L 401.775138 422.461689
- L 401.412582 422.099133
- L 401.050026 422.099133
- L 400.68747 421.736578
- L 400.324914 421.736578
- L 399.962358 421.374022
- L 399.599802 421.374022
- L 398.512134 420.286354
- L 398.149579 420.286354
- L 396.336799 418.473574
- L 395.974243 418.473574
- L 395.792965 418.292296
- L 395.792965 417.92974
- L 395.067853 417.204628
- L 395.067853 416.842072
- L 394.342741 416.116961
- L 394.342741 415.754405
- L 393.617629 415.029293
- L 393.617629 414.666737
- L 393.255073 414.304181
- L 393.255073 413.941625
- L 392.892518 413.579069
- L 392.892518 411.403734
- L 392.529962 411.041178
- L 392.529962 409.590954
- L 392.167406 409.228398
- L 392.167406 407.778174
- L 392.529962 407.415618
- L 392.529962 403.064947
- L 392.892518 402.702391
- L 392.892518 401.614724
- L 393.255073 401.252168
- L 393.255073 399.076832
- L 393.617629 398.714276
- L 393.617629 398.35172
- L 393.980185 397.989164
- L 393.980185 397.626608
- L 394.342741 397.264052
- L 394.342741 396.901496
- L 394.705297 396.538941
- L 394.705297 396.176385
- L 395.067853 395.813829
- L 395.067853 395.451273
- L 395.430409 395.088717
- L 395.430409 394.363605
- L 395.792965 394.001049
- L 395.792965 393.638493
- L 396.880633 392.550825
- L 396.880633 392.188269
- L 397.968301 391.100602
- L 397.968301 390.738046
- L 398.87469 389.831656
- L 399.237246 389.831656
- L 399.599802 389.4691
- L 399.962358 389.4691
- L 400.324914 389.106544
- L 400.68747 389.106544
- L 401.050026 388.743988
- L 401.775138 388.743988
- L 402.137694 388.381432
- L 403.587917 388.381432
- L 403.950473 388.018876
- L 403.950473 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(#p7884f245a2)" d="M 432.524642 396.682925
- L 433.291912 401.506087
- L 434.059181 391.811714
- L 434.826451 400.493513
- L 435.59372 400.001325
- L 436.36099 395.952361
- L 437.128259 399.255573
- L 437.895529 395.426817
- L 438.662798 397.793966
- L 439.430068 401.609498
- L 440.197337 396.961276
- L 440.964607 400.158203
- L 441.731876 397.424103
- L 442.499146 397.350683
- L 443.266415 396.480752
- L 444.033685 395.150388
- L 444.800954 394.092015
- L 445.568224 396.685446
- L 446.335493 398.074946
- L 447.102763 399.722785
- L 447.870033 397.987318
- L 448.637302 399.556994
- L 449.404572 394.821184
- L 450.171841 393.5934
- L 450.939111 401.606463
- L 451.70638 392.525169
- L 452.47365 401.128292
- L 453.240919 395.826353
- L 454.008189 398.732957
- L 454.775458 400.623835
- L 455.542728 395.943837
- L 456.309997 398.110902
- L 457.077267 398.391642
- L 457.844536 395.271025
- L 458.611806 400.326833
- L 459.379075 393.050377
- L 460.913614 401.962245
- L 461.680884 392.824241
- L 462.448153 399.15567
- L 463.215423 394.448423
- L 463.982693 395.567278
- L 464.749962 399.612726
- L 465.517232 394.592231
- L 466.284501 401.926899
- L 467.051771 394.922664
- L 467.81904 399.200232
- L 468.58631 394.449043
- L 469.353579 397.649046
- L 470.120849 398.830247
- L 470.888118 397.113001
- L 471.655388 394.428805
- L 472.422657 398.848485
- L 473.189927 395.694463
- L 473.957196 398.929497
- L 474.724466 391.846493
- L 475.491735 396.440262
- L 476.259005 399.98294
- L 477.026274 395.778464
- L 477.793544 399.888972
- L 478.560813 395.346871
- L 479.328083 395.118914
- L 480.095352 394.337317
- L 480.862622 396.513224
- L 481.629892 399.574339
- L 482.397161 395.447518
- L 483.164431 398.667151
- L 483.9317 391.731262
- L 484.69897 402.001694
- L 485.466239 392.816626
- L 486.233509 396.883603
- L 487.000778 396.278171
- L 487.768048 393.497177
- L 488.535317 396.025239
- L 489.302587 394.57809
- L 490.069856 398.528023
- L 490.837126 398.187959
- L 491.604395 391.416623
- L 492.371665 396.956319
- L 493.138934 393.830963
- L 493.906204 393.32509
- L 494.673473 396.617362
- L 495.440743 395.980789
- L 496.208012 401.311896
- L 496.975282 393.196599
- L 497.742552 399.469621
- L 498.509821 395.353148
- L 499.277091 395.957714
- L 500.04436 400.230146
- L 500.81163 390.938784
- L 501.578899 400.448495
- L 502.346169 392.019101
- L 503.880708 401.169614
- L 504.647977 394.019368
- L 505.415247 396.380212
- L 506.182516 395.273004
- L 506.949786 397.701528
- L 507.717055 399.168766
- L 508.484325 392.093783
- L 509.251594 395.266453
- L 510.018864 397.23544
- L 510.786133 393.395863
- L 511.553403 395.560109
- L 512.320672 395.659344
- L 513.087942 396.864298
- L 513.855211 399.459208
- L 514.622481 392.780885
- L 515.389751 397.346965
- L 516.15702 394.848126
- L 516.92429 395.855167
- L 517.691559 397.884438
- L 518.458829 391.886867
- L 519.226098 399.399593
- L 520.760637 394.243738
- L 521.527907 395.409595
- L 522.295176 392.674093
- L 523.062446 395.535711
- L 523.829715 393.219099
- L 524.596985 396.187646
- L 525.364254 398.511218
- L 526.131524 391.935822
- L 526.898793 399.517012
- L 527.666063 393.699285
- L 528.433332 392.813579
- L 529.200602 394.114425
- L 529.967871 394.279885
- L 530.735141 396.160529
- L 531.502411 394.401746
- L 532.26968 390.128566
- L 533.03695 397.368935
- L 533.804219 389.288105
- L 534.571489 395.972471
- L 535.338758 397.174818
- L 536.106028 392.983892
- L 536.873297 393.163326
- L 537.640567 392.749539
- L 538.407836 394.811544
- L 539.175106 392.38603
- L 539.942375 395.41539
- L 540.709645 393.86513
- L 541.476914 396.66653
- L 542.244184 391.741346
- L 543.011453 393.885942
- L 543.778723 397.542083
- L 544.545992 386.901881
- L 545.313262 392.954183
- L 546.080531 393.072014
- L 546.847801 396.500344
- L 547.61507 391.508267
- L 548.38234 392.722896
- L 549.14961 399.522083
- L 549.916879 388.177902
- L 550.684149 393.54186
- L 551.451418 396.481011
- L 552.218688 395.819987
- L 552.985957 391.70667
- L 553.753227 395.91724
- L 554.520496 393.294533
- L 555.287766 393.434587
- L 556.055035 399.381204
- L 556.822305 394.54319
- L 557.589574 391.531445
- L 558.356844 398.958545
- L 559.124113 393.471247
- L 559.891383 393.337409
- L 560.658652 391.957586
- L 561.425922 398.612131
- L 562.193191 394.831982
- L 562.960461 392.35075
- L 563.72773 395.5257
- L 563.72773 395.5257
- " 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(#pa9bbc7bf56)" d="M 432.524642 411.370441
- L 434.077235 419.41514
- L 435.629827 424.678034
- L 437.182419 424.738721
- L 438.735012 425.074738
- L 440.287604 424.650238
- L 441.840197 424.874258
- L 443.392789 424.442163
- L 444.945382 424.316475
- L 446.497974 424.964541
- L 448.050567 425.039561
- L 449.603159 425.094261
- L 451.155751 424.700796
- L 452.708344 424.999023
- L 454.260936 425.097544
- L 455.813529 424.876529
- L 457.366121 424.845013
- L 458.918714 423.33855
- L 460.471306 424.743637
- L 462.023899 424.900088
- L 463.576491 424.466746
- L 465.129083 423.590598
- L 466.681676 424.890381
- L 468.234268 424.663285
- L 469.786861 424.505802
- L 471.339453 424.809384
- L 472.892046 424.804627
- L 474.444638 424.8327
- L 475.997231 425.025864
- L 477.549823 423.637934
- L 479.102415 424.927993
- L 480.655008 424.519458
- L 482.2076 425.06606
- L 483.760193 424.681127
- L 485.312785 424.609761
- L 486.865378 424.790303
- L 488.41797 425.026594
- L 489.970563 424.648304
- L 491.523155 424.497913
- L 493.075747 424.621851
- L 494.62834 424.306586
- L 496.180932 424.145566
- L 497.733525 422.980309
- L 499.286117 424.358024
- L 500.83871 424.641329
- L 502.391302 423.585826
- L 503.943895 424.331254
- L 505.496487 424.97997
- L 507.049079 423.563391
- L 508.601672 422.429264
- L 510.154264 422.807222
- L 511.706857 424.696023
- L 513.259449 425.06178
- L 514.812042 423.443098
- L 516.364634 424.642144
- L 517.917227 424.905982
- L 519.469819 424.938576
- L 521.022412 424.02625
- L 522.575004 424.342637
- L 524.127596 424.97533
- L 525.680189 423.785026
- L 527.232781 422.643582
- L 528.785374 424.534625
- L 530.337966 424.753384
- L 531.890559 424.45405
- L 533.443151 424.584094
- L 534.995744 413.605677
- L 536.548336 421.878056
- L 538.100928 418.138887
- L 539.653521 419.281815
- L 541.206113 424.528539
- L 542.758706 417.973154
- L 544.311298 423.477772
- L 545.863891 423.45437
- L 547.416483 423.49344
- L 548.969076 424.686521
- L 550.521668 423.456757
- L 552.07426 421.74497
- L 553.626853 423.945953
- L 555.179445 424.606588
- L 556.732038 424.804811
- L 558.28463 424.387785
- L 559.837223 424.151558
- L 561.389815 424.743418
- L 562.942408 423.700137
- L 564.495 423.997879
- " style="fill:none;stroke:#ff0000;stroke-linecap:round;"/>
- </g>
- </g>
- <g id="axes_91">
- <g clip-path="url(#pf2a50dbfe0)">
- <image height="27.6" id="image701a36eaf3" 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(#pf2a50dbfe0)" d="M 37.849348 442.481829
- L 39.060085 442.481829
- L 39.362769 442.784513
- L 39.665454 442.784513
- L 39.968138 443.087197
- L 40.876191 443.087197
- L 41.178875 443.389882
- L 42.086928 443.389882
- L 42.389612 443.692566
- L 42.692297 443.692566
- L 42.994981 443.99525
- L 43.297665 443.99525
- L 43.600349 444.297934
- L 43.903034 444.297934
- L 44.205718 444.600619
- L 44.811087 444.600619
- L 45.113771 444.903303
- L 45.416455 444.903303
- L 46.324508 445.811356
- L 46.627193 445.811356
- L 48.897325 448.081488
- L 48.897325 448.384173
- L 49.502693 448.989541
- L 49.502693 449.292226
- L 50.108062 449.897594
- L 50.108062 450.200278
- L 50.713431 450.805647
- L 50.713431 451.411016
- L 51.016115 451.7137
- L 51.016115 452.016384
- L 51.318799 452.319069
- L 51.318799 452.621753
- L 51.621484 452.924437
- L 51.621484 453.529806
- L 51.924168 453.83249
- L 51.924168 454.740543
- L 51.621484 455.043227
- L 51.621484 455.648596
- L 49.502693 457.767386
- L 49.502693 458.07007
- L 49.048667 458.524097
- L 48.745983 458.524097
- L 48.140614 459.129466
- L 46.627193 459.129466
- L 46.324508 459.43215
- L 46.021824 459.43215
- L 45.71914 459.734834
- L 44.508402 459.734834
- L 44.35706 459.886176
- L 44.35706 460.188861
- L 44.054376 460.491545
- L 44.054376 461.096914
- L 43.751692 461.399598
- L 43.751692 461.702282
- L 42.086928 463.367046
- L 40.270822 463.367046
- L 39.968138 463.66973
- L 38.454716 463.66973
- L 38.152032 463.367046
- L 37.546663 463.367046
- L 37.243979 463.064362
- L 36.941295 463.367046
- L 36.63861 463.064362
- L 32.40103 463.064362
- L 32.098346 463.367046
- L 30.28224 463.367046
- L 29.979556 463.064362
- L 27.255397 463.064362
- L 26.952713 462.761677
- L 24.833922 462.761677
- L 24.68258 462.610335
- L 24.985265 462.307651
- L 24.985265 460.794229
- L 24.68258 460.491545
- L 24.68258 459.886176
- L 24.077212 459.280808
- L 24.077212 458.978123
- L 23.774527 458.675439
- L 23.774527 458.372755
- L 23.471843 458.07007
- L 23.471843 457.767386
- L 23.169159 457.464702
- L 23.169159 457.162018
- L 22.866474 456.859333
- L 22.866474 454.740543
- L 23.169159 454.437859
- L 23.169159 453.83249
- L 23.471843 453.529806
- L 23.471843 453.227122
- L 23.774527 452.924437
- L 23.774527 452.621753
- L 24.379896 452.016384
- L 24.379896 451.7137
- L 24.68258 451.411016
- L 24.68258 450.805647
- L 24.985265 450.502963
- L 24.985265 450.200278
- L 25.287949 449.897594
- L 25.287949 449.59491
- L 25.590633 449.292226
- L 25.590633 448.989541
- L 25.893318 448.686857
- L 25.893318 448.384173
- L 26.196002 448.081488
- L 26.196002 447.778804
- L 28.466134 445.508672
- L 28.768818 445.508672
- L 29.374187 444.903303
- L 29.676871 444.903303
- L 29.979556 444.600619
- L 30.28224 444.600619
- L 30.584924 444.297934
- L 30.887609 444.297934
- L 31.190293 443.99525
- L 31.492977 443.99525
- L 32.098346 443.389882
- L 32.40103 443.389882
- L 32.703714 443.087197
- L 36.941295 443.087197
- L 37.243979 442.784513
- L 37.546663 442.784513
- L 37.849348 442.481829
- L 37.849348 442.481829
- " style="fill:none;stroke:#000000;stroke-width:0.5;"/>
- </g>
- <g id="text_145">
- <!-- C19 [noise]: Tot. var. expl. 2.1% -->
- <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-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_92">
- <g clip-path="url(#pea6af0a386)">
- <image height="33.12" id="image58dd9b9cf8" transform="scale(1 -1)translate(0 -33.12)" width="33.12" x="63.702684" xlink:href="data:image/png;base64,
- iVBORw0KGgoAAAANSUhEUgAAAIoAAACKCAYAAAB1h9JkAAAABHNCSVQICAgIfAhkiAAAIABJREFUeJztnX9sHdeV3z+zNp+epQfysS5/QAxECmuRqpw1BdQ2vY5jeje23NiwXFS2Fl0jNFBtuNioq0WhhAUqlCiEKsAy4QIWqgZh1kDNVglMx0BMwy1Mye3SyC8qCkAqXkGkXehRsAT+aFckQSmPj0Wnf9xz7zlDM+snkqIdd76AwPtGM3funTn3/L5nojhejkmR4mPwO5/0AFL8diAllBRlISWUFGUhJZQUZSEllBRlISWUFGUhJZQUZSEllBRlISWUFGUhJZQUZSEllBRlISWUFGUhJZQUZSEllBRlISWUFGUhJZQUZSEllBRl4c5PegAbhzn5ewmYl/aTn9BYPntIOUqKsvCJcZRTcutpoCjHeviAD7kHgHHgS/yfVa99R67dIr8f4bTpJSv/AApAk7RfBf5oQ8a+VrTIuJ8F2uVYFhgO/68jL6I8Mgsc+g3PYrMQfTLJ1d/FkQLAFNAKQDfHwss/ximgHoDXOcCIHO+hDmZm3I9ZOfhvgd+X9jcq8cQRnRuDk3L8IrBd2v8evrrXNevNqLYAD0m7aI5XAY/wjvz6S/Cjub4Ak3K4AOSlfT905WId71U33qoGd2whhkcjd2pLmL0jiClpT5p20Yyz3pz/wiYSTyp6UpSFTRM9r3MnY9IucpiewDua8OulDjjMCXOVW9cHOMUB3pZjc8qTfYc3UAmzuADbLrj2PFAhx5eBa9L+Nnzvr1wzrj2IMvx63BqHH3OIaTn6NL3mZpOOkyD9XTX9+3ttgx4rXG744bi+6yLPTd1U/K9G4BinzeQcT+miP8FdlNtNkeSJtw+bqqNUyd/jdMBEyf3YNcFBeXBNgL400EdSRPl6FpblWnkBVABbpb1sLt8KbJN23hzPm9/xaxDtkB9NOBkCjzBmxjKHypgpvdbeaxkVbVEz+0XzGKQNKq5g8SLQQ2f4fYQ+AI7ShdVSjtAfhtskR7cAh3g9nLNZelcqelKUhU3jKAd4HefjAJjSBboN8g2u2UMHqsJBgosE7rIbas65pl/Bu8ypeSB63rWbcPwcHFPwouFxiOdEm6wAlmXF11yB6EFzgce4+Z2HSDTh2kYaa92qv1LSsx/EenBaYaefd6PMsxflHFOcZJ8ZvFpvJwPXyZuJWJV3jM3iKJsoei6hDHQcsYJhqxU2WVbHHPoAq6D2Uddsf1dP8YQSNdPNAABxQzd13zgOwMyEIY4a03V1rRlXERWQljhbUcrOgrzYXo7RJkebMmquPwnsDjdoRMnG3aeLo/TQZQbh522dBZh71plz6szxMTYLqehJURY20Y/y0orf/fK3SJfo/SPoet6NZ9HgVo5faU100gNAn1gRXJ6AjPx3Qwb1hlgX1htw9Yo5x6OepKZbF+6TPD4qf7P0Mgg4geSdZQWUizwJvGJ69yOoMse8rdJDN1bc7hfFdtxc12ZGcgnLT1qBX7IZ2ETRo5ZLL4cpchSAY3QHNryfnhClSSL5uD3JtAiBjS9HavreKEFeRFL+Xch4oshCQ61rlma068wUlISArB5TXYmKjHYs1MzXF2jJbQSYkeU3A+yI/MjDSIyQ3YLVV6yd54lpDm+LJbWlTsbo2ySnWyp6UpSFTRA9/0L+juBX6GlOhlXhHGxWUbRWj1Vu/Xot0ijs+YqMPD4b6ZLbhirKTah/JYPhLnlYFK5yE+VGBdQ3kkcZSeYZc/9JvHg6yEBQg3s4ZeYxAvxcBleCqBKAllX4ZSMwZJz4bSFYoXZOERj0IvFbMyF0Eb0YE9/7lpx1eyPlt1n0vET0E9FFdsFXhPO3AYfxE6yH4AO1EngKSuIBrQCi+0KvV1aSdgl9wTWAWK9kMrAodutVoEbauSzkMnqxlwl51InnCSzAE3AdPtqyGzgeqGkLCaFUKoXuo2UhEB+bukkQcRM1ENW462ojJcfxYDJDB0MwKoT9M5kvEL8SQc9frxzobUEqelKUhdvCUT6Qbu9hzK0egAK8KhwlC5ziaQAO00kikjwz4Zqz6ArcDjRdCMfjCtEOZflFT8WBEzyag2H2y4VvwwfSnEMto1wTwVGVG4WccLSdBYJ1dbWkcZydw7jkAHCWlDv/OC1wXcbrxZcfr2cNmUr4W2l7hlMyY9lOkDEzDTCd8VZXO0fEHzTlrwHYg/qBGv14/AStlbaxuC06SrsQSiPQL26o6MxSmOBX96qx20874dfoObVCd5EUJ/7hFMyNJI4TLcdBVMTN7QQTN34NfirnTqIiZkz72/dVnX4T0Pc3QoQ/MPfZDzzt3+yzBMKeuaDjuYmKqz1Aznt4W6kTnWrmJ3LIvtNdUCkLaCGGZrn9OAdJvnhPZfYBZPGEcpqh25p2kIqeFGVhw0VPG3cmoiTMCM/cSlhxY+i6qGKY+euyjL6PipsaQGJALh4j7QzKhj1uQHyP9EElXBUluISKvveBH0r7IvDPXfPMwwTWH+dadGC/MGOZBW7KTVtf0+MVfFTkgFOUL0s8aucU03KDui84RX2mBHHGHYviSRa89bYcad+jqF6fh/Y/dicN00GvOCuPctBxTaDop3+bsOGip87Q3vTlKOQ5b9kbs7ToZhOdjxPmbLwss/wOanU8hWat1aBc2KcNANFFGXoVxA3Sx0vow95FcJ1Gu+Lgqfpfp6MgkZ55BKJB1098M1Ji+j76oipQIngOeMIc9/PIoM66G2ac24Fm4/QDR8h+NZ3FES7w6z73Exz9+e6agD/0RtDb9xEo+/KbqoM98SiELLyNRyp6UpSFDRM9XdKVDYjTT1AalyoioleEA5xFV1Q7YVUs/FglzN228+e0n6gi1gCLIG6INLjSCwv/1zUrWwiWS1wREe1197/7IDw1IOfPQtwr3OjLJJ11HmPw6w9d866bOhYe0LFTReAMZNDE1laIfrKU6DO+GKlFdRF+5XRdvm26yKNMbBn4Qz/n0QtwQyzA86iCfvld2Plv5Mc32WhsGKH4jItx2glPaSsqBuZQeW6sDnbhnEg4dcKrH3fPoU9tFKJWIbICwaEWb5cXHBnFZStsW5TrKqR/gKcg8zU5/VxM/GUj1B+Wv82VMCr6zZdR0VMDd/mxzKKEavQbLpI0ef1cf4iKTa8v3UNCz/Jr5jwqyfKo6KnAzGMOpz95PCB/dz5vrt74FMlU9KQoCxvCUbq50yTqVNEpeyT6vjEGixLJzaBypYnA4uO9UeAc9daaacf5I6QdRy7bq3NnH30ckf+QTDay8OJ/ds083OEV4r0o/773mRA5KtWIkw7nw5gvOe5SxzzTrcJpGglLPWqPiQtyfAxdxc07NB/2Gso5HiZhMXkHYVTj7hk1xcQ7xSnY9CZfLLjmc0PKE2pQRvfPciDBdselfYiiFagVNjb6Gux1DpkuPkfPBvtUNsTqOc+d3E83AN0cDz6zQY6QiH/MiMmYBzLiZbo8o6r+edNpK/An0s7ch+aJ7DYnebfdFGGvTWlG5T8EvaAqilnwA/s+xJPy4gvm3L8SHQigAeKrck4GopIcXyaIgR21MOk9o/GEiEA0vgSQ2xHG2Soe3UZgMMSIRmFCxN13zDOoQhfKHpye5vvzaRE3gP8mx6/israB1to40OzwBhFMKnpSlIV1chS/16YIE0LyzZV4HtzGJCNesf2PF9QtXgV8XdpzKEf5r6gSuAvokEE2xMFBFkfdqOrstc1RuC6reJvxr9xANcJrEP+14xD/8y1diAVUT/zTP0BXrh8bODkg94+uqT8m3hapOLVbRmZRP8q9zXSLy9/uzbE7AgvSzgLz54SL2T1JfgzgRKlVrC0XludV1RyzIPGl/3AvHN4ArpJylBRlYZ3K7Hfdn997U83E9gV4wMncke2RcpFvwy/FbK0BdvgV10Hwhv5y2jCU9+Af/Uw4wyy6Wv+p9W0X3J9SKZie0dnYcSbkNB8sfCDiV5IC8xJq4V5DF+ue/wFf9EroMuqjeAqim+K9bYrUPL2IrvoakklSIZ5XH7Lz+yTls5ueZJhDUAQ1oUdRhdjChjA+AO6Xdp7AGvcCfn/Cv/xbyN7rXvN6Nrqvg1Aa4IsumWbhPVh+zx29ex598q8QWOPUYnJjXXgI52FhWg/5574LlCfPYS6epF0U5Hf9A3tf/oGLFnsn2FXUcTas0YE8Gka6aYbyQ+BhmccdW4DHXdtbK/gx+Zd5Qw9TgRJHDSaBuxFxt9ElSeE9VsmP39V+cpUqhl8xA7PK7HnUkps17WeBqFmm2siWe91iKi3qojjE2pGKnhRlYQ0cxahkwvYqL6KKXwlVtiYJnKB+C1TJ0rrrH6Bc55q42oF/spVgEkZNqjSynbCi2hnTrFpvBo+Ze85pH7SaJKdhdX/YgK8NAN8A7njE3NOb5/ebzWNjZq43UfG0DRU9DRnU2ZHYugbACU5yzCdXRbVUSeLU/EykJ+1Ctew9qFPFbrZvR7nbNeCnEzoucTFV5tTk+IA7uWeN4mcNhOKz0Yo6+Gvow9uDTvAmyhrvgbv8BCtQQpnFucvB6QLiqs/UqhN6Mo6Cj6KOJU25njd9ePa9B2LkpZ4lYZXckXPN/GIyScxLjAcgvKioNdbUhTljSeUN8VlCsWkR7EbJY5weDgKEHYyXgH2yN+hMiWQ6g3+mvn+ZU2LA1hryz/0N1GW1DCWRN6V2WJDnu2se4gbWhFT0pCgLa+Ao39Wm5xzPolRuM9nvR9nkMkkt3ubDikcxao0DB8gCk35nb3RfUGCzEPb7XvGR3jk06rsX5+H0Y/Er0WTVt57Tdg1JnTGaFc5xDVWKG808JiEiDvMLeTA30NVdW4B4QY/nCoDq5pOYjShXV9zHW4/bSHJpf/8GlAVeREVuBeG5R8T6DK6hinAG9P39KbeCNRCKv8Ew7JEtBDfQAV9DzbcGM8gK9I2cRYmpFc0wI4KMr1VSxJNEFYMsiGndnNOHHOdko/djlwh8d+ZKsFZoJWm+CmHf/QHc+DvXnkXfwS+Am+LwugvUsfYnEdFzQhw/MHO15b5+hpoXuxb0Zd4AGtxz6t/r5tPJCFpKR8cY5WPiapFl1UUNBVhLsoQS/VM6RiYJ0et4e6TR9q0ECv3GTn/irSMVPSnKwho4ig9m5XUP73nUj2ErD9UAzc62j+LxoHzGj0ea2JNH0w9vAvdf0X4efhOAhRIhZ2WiEbLNcv7Vb7m/1jk1iyqBW0nUTYny4jTbHjErHMXfGpmC1/X+aBbNL7loTrI5KA2o5XUGFSF7UFG4jPpyROZlI7Mfsobg7ndxUm8tFbRuy0VzH5vRtB3HVfw5Jusp/jOJWO+KiTM+98ZaY8dBArnlYO0Ot9IE5GT3XscF1bi3Ag/6J/wQXcKPmyMoyBi3ELPko65vTSiRrbBeggjLkDC/x2pk4v4tj6LEYfNbtxPETfSDOGzdiOZiXhfL6Jq55XaUq//6Mty1WnI3hJcTR41KoMtmjO+bsdtaLNJHwRRTqM3BdM6vmimi6+J9nNSBxRVRcqurf9dzZq42tdDsRIzHTB5wTQkeFwXtCz4aXx5S0ZOiLKydo7wBPF8AoKM6pviYOzyCehCmaQu5KePUqajK1NIuuRnD7VFiN2GIujYhuRyu1NU5L0K2wkcCJRmSaYh+gT4A0Uui1Nm4zOOw5z+5Zju66L9sbn8R+MfeR/IwxHlh5dvjUCMWsibGha5uC2t5Zdxm9SLJOpQeUWk6mToqXCQiVidiE8SjmifjFdWIOHDPeGukOuswGhawVtUXbm1X4drTDP5VhcrHJx4likXln0XZZImE/F0K3qki0XVx005CXGUcWP5hV2fQbZxQJc6qhRjiSMJsV4W/z6EyY2cGr0dF14dcsWJ/jjiz4vtNsNJuMqqBX53z94MdUskzejxWVk4E1d4yq4dYLrBOxxuoKXUTDdw1e+WqhTZxuFmisXVQSouoQ9HML27QjMCESb4LSfHAlTf1BNePW9TgiO1l1+zKxbeUBZeKnhRlYe2ip4KgsNUxrFzEFuY1VkcTWh9kIkZX9DWCjyKuiYSTgFtnvhxGkXkvTyJTuKRBGHdDntXqIGWqoWTrz3pu9QDwoKy+0QW32QvgLPye1/FqCOw+XjYK4RzwgFgjTxS1HEdDQcbhx2CK9nnnW7B1WkLrSgnukyk3olvOx3NQkJADDXb3yKOw1ydu2fvsJsiV6iJUi+zZP6GirxXI/Xm48lawdkLZC5HPFxlG2frjkeoLmR3UibCcAhYuy/GzJAsaBgfdDvSRjKKZbHmUx07RIQTUH5KsASPWPLJAybPvi3pKlI+VfTdKgjfw629pwtj2afhdT0DPkUwpSMCPcWURIGOXLwuhZHRsoXUDpuR5PWt6syLJ9tbOMMMSO3JFiwc/cs5xugnaz4NTzgEIUm5syk/7lpCKnhRlYc0cJboaKzsuERSvqD0mznn+Pce0L3sxsaTa90WUi5hweieTIQvMrS27pny7nf5wjr/PPKsx0yyw4NluFapgfgcdy+8TYk3GiHArzlTyCr6LCtSqspWVrpaSPpVdYuHVtrqCgivgu5iv1tV9nM4wj7ZQNdPNw890GmgRxX6ctjDrPls+hILb3QArNtEvwE7HjY/yDiuLGP59WF8qpJ/tMioHK0C3VFwiioWCxkgGBb0zqxUerHZNN01PEE3YSpCKfCgfWpAjQxxBGW9TaD8LfM/vh7mI6lFnCc9ox9cINVnu+HfwFb97/WHgz6RdmwFvsJA385tTcXJtQk1SY+1Ru4SKUy8+i4HuisDJUCZVdQ7rDqsyPUxjvQNZ+jyZXb2ilp/dZXkTfTTz4IXbh3yJz6VWT4qNxpr9KNHECmbkV+suiDNO2WpngHd9jGKUJBsUcVP5mHL1FmwlpjaUo7SGdic9vCpH/bl7USbq8lEL8ktLhlcxxoIkgDFG8G3EO+uIFsW6+oBk7RNZrJU7YT4kN2RJJPN6i6ZAMibk0+lqnzcj9Zp1FbrMWzjNMQBeoBefGNZBX+KbZk3obbwgywMDJbORzZ80i1auspvqtwPNrhLUW4zw9C1wlDWLnmeaNS9kEk23ywLR4oAO0lsLDehEjLeyHpXR9ajWn3yYebz4GQYWfD1hMcPnqq29USDsGoxn9Fs5N6OQJF35PMwLabUxrUR+A3VsNen59WE8brZR7GRMTKTzs3tAK9A4GHBQLBMvMvLmUfTQHQjiNEd5QfQv63weoINu0VmaWPHFgIzIxOYCYck1VEHVGZm47n6srdVPLJy8xZTIVPSkKAvr2Cn4Kn4dd3I0cJQrl0lWKjJMISMK7FIpUqdc1IwXHN30hZU0h61+r1ynB7hy3fQP7Mipo2qIDgJHoeAKAiM7/EwqW5zx/HDO7RsGp+Ra0SPybF9tHLZcXEJX+1JCWM65r4+B41DVbm91B9M2yxjwe4+7w9ETopwvoZxxxNynnqRy6x/vhZjA0WpzwXgji0qeNxdRkdgADzb4/m+No6zD6tGp9HGQRjHZ2EYy/VAGtiMDk75W26w5pxo8NdWhD8rWfC8CPfIJubc5RrY6ORIbWNtPP4OhfGgLPs860wClghx+A6LHHTHF1a0qeobRJ/wwgVBcZWk/mixq7lmTdApyS9qWUU3y0RjmIG3oqy9yLFHUOCsjHwzPYs70UQBKPpXTOC1ndsF3H3Ptb6JqwXQOzjXJj7yx7G8RqehJURbWIXqeIrF1I6hnl6gT7X7mOppCsB3iyJaIkLIXtGMjGQeFDdt0hSZ0hTSau9qV6s8dNKXBHTNXR1x0ecSfpHGfh6FZuN74j0x4fg9abDDXbPqxHKUJTCKFnlNPgtOEWI8fSCaZD2sTtExKQp2pne8l+MQiIduPX6Ai/AHIPOZn3YV/Yic4kHhLvmL+rW4vXYfoMRK1VFIvJrvDS33TZIZzA9pzbsjDUSf2IwhHhDguoQZkC0lj0iMP9AUHlT/D1gfI0yFisD/x6bkl4p3ObG/9i4FgXZVmYOJHrh3NmTUzRyDy5pwvEOz/wwu7FtO/9Q7bL3ZBVeTGOR+LHLxeUir/TYSCy+fRJ+AouCo3zoJPszT7nePmLdiI0MvyTOtR9+AUt+KLTSIVPSnKwjo4SpFAq5mCOV4X1lsmByXz3WG/iLrp47hk0HRySC0mU6hoR0Ytmb2o1XOIU+Zelte4ux6hJ0iPg/Qz4IuGMIL30ozREnqM5oaSq9twQO9Xm7gGVXsH5JRurA1ySvwbh+lF5ZaKuw5RXQH2RY5jDVW3uVQAcGMSy8zthvRfL7N7GMGL53ZgeqfOfijwiIfMufnA55pQ3naYd9AvH9rzPx7rNI99ucon8U+7gwHzPSt40/Tu67y3kmSHgVBi9ykScBP0moB9ZIc5RfJ7yAB5TnEYZBTeOB6kTU2Eq6h4HEZp7AGItsog50mW9dpl2jKAByOCTVWP0tgkqycZNPLRT2ra8OUxOs2VTfRK/Tu7ScymBEyjfmH7BbI+81y6QsE3d61fuAd4B5247o0uB6noSVEW1sFRpoAD0m4PtT9GITin6tActVGScWG/StpQlbRgzsmiq6WA2kVV+C+OE87u5Xjig7DHveUTn0nuN/KKYg1BxLTnYt71dWnnCQsuno1MBNh/KQP2MRLWoo36rIQfex3uu4kOcyv+1x07Ilwkj6a32n6fRK2+IvpMff9+LP45Ws5mufFu4EubV83Aox7VIqBHdI5eDiUmYt1UTdJuREVPHjga5KzVy23GWD3d8jCPiuMNoIvj4czkRkkhm2X0ZVegpTZ5iIM5lwy+BadLASwRaYrbNUzFpXMQPRN69nPqo5uDMoZplPibgOPBSrKuQ2stecwlcuQueKKdJTgrs5mkBegXhfuguBM3HQwkkgb9HayhXmDtSEVPirKwzqqQXpm12uHe0O7gmP22l4nHdNIrHzs6ykFUna1nv1yRBQZEhLQzFHR17V1Z8BRJBdGvuAG26JaOKsLHlhrNBx7rMRUar5s9RrY48s5K2mRNF1BW3gb0m/xV/z9H6OdkUMULKCfxAsSqwVPhug76QwpFKYYnRLG31VYA+oIlp1vd9zESZlVE+XK7GW+WtddxWyeh/KX87XF7SUASeN0wDzIY2OFEDJWrTDyLsuwxdFJVqK6zUubaksT+/1fLKh+kPVE5e1/GTfXMogskIvezrH9eiLONoUBwBVRs2nu1ocQ6nIj7WM2giLffXhZr5BAvkyxY6JZQr1lYRXPGFnP/IskYWNa0z/g3uaxffnkW1WOOrqPYXyp6UpSFdXIUzyiH0eIgyaD4PnGnT6PUf26RELGtrNbVkjXnWCe4jcDmSYbcVyKZUwpjgd1fwvsO9jOc2IQ3FoRigai0pP8h7vHmnAqPYfaHRKQBkwydTIywqUlZ1MnlejnNIV4ISvkSR0QhniPpc7ExLWtF1ZvjFl6Az5ScwxIcr/LXDqyDo6yTUEZD67TkFo6Y/z1JJ/bDIp1CNN+7jKrx97gXAUmGvTL/3oqflWLGWlTWZLWm5Ah1pvd62s1Hf4aFmKKJETWn9xAspri2DftxZE/8oGLwJB0kyVkTcXqFEOz4VxMxVpTUoUtvoaTf9ra2Zj3JFAsvQsdIpnP7hTWUip4UtxvrrFzt1vZ5HgkK6RRKzSfoS7DP4F9pIlHbzXII3x5gH0cYAuAkJ+iWBGS7kdtzrxmjKLeRjGJoDq7dbZhdEQRwa+4rzTApKagF1EZJ+j3GGQq/bZ+2bZ3rjRwNDrewYRQNeZxMRKw85pECQgA31AibM7VV+umkW6zHLahTvgm7eRX60lr4KTYLG/a9Hm8GZ1GuYCtKWFiF0zqzp1AZ3YKu6LzpcxqV3Z5bLJTQ/FlT9Wu36e84+1HFaAstwq3GF9V3EuVjKmXFtgODIVTQiGoSb0N8QQcdPrNbqTmz11B/TCNQ/aj88P6PlSFEp2mc4HjQOYpmntbrXATGJCx5kMEwP7d70v162YQ0GoFHNoCjbNDnbEfpEmXWuphtgjDohO0WSVCRZLX7FpJl3ubMuZdWuc7DxohagP6Q5KTo4mjoYwSY8Tr5LKH22n07YSxky+02vV5Ct4Nc0U6jWpiRfSS2knYNpnznV83IPBmMm77bwy7IIklFdbXNszau1gj0B0uqnnek8v1aYzsrkYqeFGVhg75Sujfx0aLVVL1JVAxZkZCFBLu1XMILimPsw3t7T3AsrK4lc531ZliVMsm43V176A6+ixFIlgwXjMWmwF5mEuVv6mklakO5wTjUyp0bjf+/BlM71587QrKei3ti9vMs1ivj/DUO++hLROH9c88CXaLwtwCHQnTz1vJOfhM2/EvqXdwZtHi7T8WmHkNy+7l1IPnX2kgyteBYYKvzJOMkHv7sOX6zq8qd4z5asE/uM8QVv/MQtATXbJT8/GzuUdOPennaJcNtCzAU4j42fv7RSiQd9NMvL7/T7GWymot1LGYhbEFpNXpJ0fS+F3XrPQt8foM/PpmKnhRlYcM+kO3hCsg51/5pXgjcxe4rtul8Kz2wfhU5dmsZ8ZJpJ4WLg83f973m8R7VLgYTgUjPdSbjiC21jqmWTGghmo310ytgymHpdpD9HONd4ceV5lQ3Ps8bCnie6aPWTnj1ybHVxWbWzHjI5J2MsY9WsdimzF1sxHijuQncBkJxcFuhX+ADfixmxBKqu4yw+je/B+ngSCggk0VZeIHwCEsLyRQAcF/OCpgiue3d3dXGdg9wSu8azbHk0xlyQwx7Uq2ZSZY13e4L44yHPgfppC1yL9xdJSIvvqCftmUvrYZA/Mz8CPNm/q7Oi09E6gspDEcY4GTI1J0Pe3MukRRy1kraaKSiJ0VZ2HBl9qPwTgobA3YxW4cR3SQeVaJ72cw5izOaQW+L7vk0x8wO2kUNLqLiazBRK2U3HcZHYRVCP6olYDiIljzEr7nm+2hGfvTnKD/Q+ivur78X5g71dIqYsf9jLTffg3Xlj6CKfR0wFJx/mugEjfSajPv15Jt8HDaBUDzeIClRvWUyrIQCEPlEZhsHtprMRy2dFsYS209HpUZjAAAE4ElEQVS9iHP14F4NZzcaU9lGqTUeBPMmU2+fOMXqIVgp7petQOkdZyO6dTTKoIKgCRs1crDuRutw080d+zgUYllNEOypY3SR1M28ZvIstxOp6ElRFjaRo4Cm1ljn8xTKXQro6npSL0tEkKboFIV3eJWr2tD1Ow/0CH9pZDzwotI5QqlvZtGaKFsxH0EmLNbaL2ifgxwJOwKO0w783P3HYklFYVSLcpQ8yfx8j4L8HcFzkW7GAq8ZMfNrQT+ndYCXSYq7v2AzsMmEYuF3sFijcBwVM7aGm7WNoFf2E42Zqzzszjirf9hA5IWrwL82w1j83/JjmZDW9juVSW+WxGue/2MY8BS0+K6mS2wDGrz1tTKr14Y6oYs+enznMyZeVPsgR0TgqGGfqEnN53lvlf5vP1LRk6IsfIIcxUJTKk9JFLoIHA0lzK2zuh7lIf66aXSrxHAi/91u7Vgtreh7ExACzL8g+bHMvxNO8wd3k/nvrrlEB0EoXL2indbgqukByX0GNnnCKq3CUSdKGlO6txKvlPbSv+quyQO30bL5+/ApIRSHD7mTz+G+fXKCF0zJKki6qLw9IIQyYzxwtZX4ama9nLQhu4Tx6o+/Acz8jfz4KYnCP/areHGD3Rbqe7KJFDahemXFNX+O//9Ggr52fUaDkrn7SJYM8qO8tS+K3g6koidFWfhUcRQHaxmtltJUIHCURXGr20VbAzS7sH4Xk/QERxXB4daEt1ggOjdMSJI/CyyJbbSzHr7ums1fg/GQnaaipNUU5GvFFwWEZITZ7v51c+jkZLjOlRKze5K9opolafl9srhNsZ71wD8cK9ttVUbjmczJsZqSsu8KQuZZT7Qf64PV7Z++H5zHV3dWwJy8NFP2ajyOwiZ1Z3S7Cy6hX78bqwVmJEWythLNA9F4037JFxlGE6dbMkOBBI/xFuoubOLThFT0pCgLn0KO4vGiaf8ctXRaMR8xcX9qR6DWO+JXZpuqpXFKVvQ48Ir/761oTutT6BcqtqHfAoweJVnIzyGLlh4rginUl3Tz+8wzL0gXjLDPY3PQbMbcpwufYkKxeIj3eASAz/MO7/AlIBn1Kchfm/honVYAx4LoGeGkvPiW5unwiZWJCflOMDgR5j2tPE9ym7i79kVgzBRHPig12gY4hRV53l7z5J2NYF/Gj8mau59OIoFU9KQoE59Cq+fjcV4YoeceLhHJhwTG8Q6QTvrDGu2hm2BRLZ5Tx1rzE/Aj+RLFTwnpDNH2GB537bh5H7r/sIojEtpfma5gq6A8Lf6gt3ghqOGes2zEPpvNxm8loXicEIIZQWqhAM6stt/WsXER76A7o/tu3kdp7KZ+soRtaOXqr0Mc+TSDEfSVZzkiG9ZPcoq3TGVKm9K41uI1nyakoidFWfgtUWZXR1IRfAdw20V6EvXwbSEJUW23nlG98Rruy1/If9vvN9807bA5vICtrKQK9RxPyxjgDc5LKsL9nwFuAr/loufjMcwJsZAAjvFjafWjSQqn2CJ2cOmbBJEU/5fPxgveKKSiJ0VZ+IxzFMUJ7gyOraf5EJt0fYp/CMDhz4iYuB34/4ZQUqwPqehJURZSQklRFlJCSVEWUkJJURZSQklRFlJCSVEWUkJJURZSQklRFlJCSVEWUkJJURZSQklRFlJCSVEWUkJJURb+H/IlNUGr61XxAAAAAElFTkSuQmCC" y="-436.906101"/>
- </g>
- <g id="LineCollection_56">
- <path clip-path="url(#pea6af0a386)" d="M 77.661087 440.296514
- L 79.473867 440.296514
- L 79.836423 440.65907
- L 80.198979 440.65907
- L 80.561534 441.021626
- L 84.54965 441.021626
- L 85.274762 441.746738
- L 85.637317 441.746738
- L 85.999873 442.109294
- L 86.362429 442.109294
- L 86.724985 442.47185
- L 87.450097 442.47185
- L 88.900321 443.922074
- L 89.262877 443.922074
- L 89.987989 444.647186
- L 90.350545 444.647186
- L 91.61949 445.916131
- L 91.61949 446.278687
- L 92.344602 447.003799
- L 92.344602 447.366355
- L 92.707158 447.728911
- L 92.707158 448.091467
- L 93.069714 448.454023
- L 93.069714 449.179135
- L 93.43227 449.541691
- L 93.43227 450.266803
- L 93.794826 450.629358
- L 93.794826 452.804694
- L 94.157382 453.16725
- L 94.157382 456.067697
- L 93.794826 456.430253
- L 93.794826 456.792809
- L 93.43227 457.155365
- L 93.43227 457.517921
- L 93.069714 457.880477
- L 93.069714 458.243033
- L 91.982046 459.330701
- L 91.982046 459.693257
- L 91.256934 460.418368
- L 91.256934 461.506036
- L 90.894378 461.868592
- L 90.894378 462.231148
- L 90.531823 462.593704
- L 90.531823 464.406484
- L 89.987989 464.950318
- L 89.262877 464.950318
- L 88.900321 465.312874
- L 85.637317 465.312874
- L 85.274762 464.950318
- L 78.023643 464.950318
- L 77.661087 465.312874
- L 77.298531 464.950318
- L 76.573419 465.675429
- L 75.848307 465.675429
- L 75.485751 465.312874
- L 74.76064 465.312874
- L 74.398084 464.950318
- L 73.310416 464.950318
- L 72.94786 465.312874
- L 71.13508 465.312874
- L 70.409968 464.587762
- L 70.047413 464.587762
- L 69.866135 464.406484
- L 69.866135 462.593704
- L 68.778467 461.506036
- L 68.778467 461.14348
- L 68.415911 460.780924
- L 68.415911 460.418368
- L 68.053355 460.055813
- L 68.053355 459.693257
- L 67.690799 459.330701
- L 67.690799 458.968145
- L 67.328243 458.605589
- L 67.328243 458.243033
- L 66.603131 457.517921
- L 66.603131 456.430253
- L 66.965687 456.067697
- L 66.965687 450.266803
- L 67.328243 449.904247
- L 67.328243 448.091467
- L 67.690799 447.728911
- L 67.690799 447.366355
- L 70.409968 444.647186
- L 70.772524 444.647186
- L 71.13508 444.28463
- L 71.497636 444.28463
- L 72.94786 442.834406
- L 73.310416 442.834406
- L 74.035528 442.109294
- L 74.398084 442.109294
- L 75.123196 441.384182
- L 75.848307 441.384182
- L 76.210863 441.021626
- L 76.573419 441.021626
- L 76.935975 440.65907
- L 77.298531 440.65907
- L 77.661087 440.296514
- L 77.661087 440.296514
- " style="fill:none;stroke:#000000;stroke-width:0.5;"/>
- </g>
- </g>
- <g id="axes_93">
- <g clip-path="url(#p8ac8868ce7)">
- <image height="39.6" id="imageeefe4b3abd" transform="scale(1 -1)translate(0 -39.6)" width="33.12" x="106.960368" xlink:href="data:image/png;base64,
- iVBORw0KGgoAAAANSUhEUgAAAIoAAAClCAYAAACDfWWHAAAABHNCSVQICAgIfAhkiAAAIABJREFUeJztnX9s3dd12D/fRXxiRIJ8TMAfIA3xEQtJQc5EDrPNxtryPMSSaxtWgiZRkBhTirnR0ApVgarlgBJVAQHqWmYaFnXaECbeWm5uYaYeJnpOYToBSq9xQ9kDRCE2TMmDSSHi+KOtHglRoR7TfffHPfeec2m6faIomW6/B5B43/d93/f++J57fp9zkzRdS8kgg78F/sEHPYAMPhyQIUoGFUGGKBlUBBmiZFARZIiSQUWQIUoGFUGGKBlUBBmiZFARZIiSQUWQIUoGFUGGKBlUBH9vEOUFdgAX5d9X4EaV+3ebcIYdvCT/fswO/kL+/YgdWz3kbQV/bxAlgzuD5O+e9/iHwJS0Z4B2AI7yDN96SS4Pw/8dSQB4xfyyCOx+Uj78V6DhPwDwEse4KJergRZptwDN5vqctG+Z65/kp3c6oW0BfycQ5fvsYKe054HP84J8eh5Ydc13X4Rfds2rL8H35I7fBFakfQB4Rto/+/PAf3lIPv02z/EZQJEBIA8UpN2sPbFk2j3m/vs+xEiTsZ4MKoIPJUV5VgTHavlckn8epszfCzK79FcTfvjvXfvbwLjcM2t+VwS+bNq7h+TD174IfBaAl3iaafObY5wLo/g+A2E8lvLskb+f4R1pFf6m6W1L+NCI6l6r+CTNPMNXATjNIOAQZoCTcmcJx3KAHyzAn8jlcaiR5oNATtpvmT6eABqlvQZwxX8zjmM0MMHTFOXqZzgDTIZ+P8NxAF7gbDR2RWJ/77j59qsbzne7QcZ6MqgIPiSs5yvoLuyjmVFACXg3MOz3+Y1X4Xfki9cR0gBJY0r6ltN0eAv4BbmnCt3ou4DXpJ0Hfk3ax4Hk06a3PmkXULF11bRL9HMMgEGOc1QoTLt8WwT+KW8A8A4P8IkPgZC7zRGlTf7m8fpD8u6I8ou97k9XB0wF/WIOfn/BNWcgmZXpGR6TlhKSdrn+sD6HVkhzDpmS86nyjCKkn/MKbx4vrzikmZH2KlAf+mgWeWXhgrklL38/BU/VhkcL2runDW1TpMlYTwYVwTYUZr8pf0+hek07fYy4ZqO5VahEqQMC2U8XCNLmTeC8tK8Ai66ZlFJolet5QjtdShy7AkdNhG0xC7wpVGp2AR79ujzoX6Bkwupd3XxJWr/XizOsgGNtQF2tGu1mUOPcOHBYXsnINqMs2wxRTpl2n2kX6JZWqRYue450zf1ZeBfokGtr6IupB35R2nsJiMK/QVlRD479gHtTYoJNH05Iehx7SmcT+Ldyz00I+vHXJlGT2vNwo+yaNXA2cZrXy7kx5g7Es+xF0avZtK2U088OBrcRsmSsJ4OKYJtQFE9JpvG6TD+jgfFMA8McAeAww1z2wuei/m3ucGa2+cUkPDVZSpVVPYhSgi+gRpWHUaKwAnxC2m9A+seqJf3klmt+tJnAQihegi4xrV0vI4qMY3NVzos01ZmoutNRB8BBlhgUmwv00C+OA2v6XwWOy+s5uw0oyzZAlG+ggsQqXkWwls1u4DmGAceQpsRadsnLGSVYEKqfVKWKECWc+gvwn1AxotFcB1KPXA+iyPcaarZthI/66+2oDNSVI0gbDSVolUEsmudcMf2uLQMw1tVsHpJnkMMA1DPCsjyCKpiQYZ3lIo5hfXCQsZ4MKoIPkKL8hvx9HhXnQHUANahVo+a2kr3Dk/Q1AhXp6oLLj8r1JZRy7EXdxJgue1BW8m19Do0o2yqYdhE40ARAPfNB5O4FBu93lIH7X4ZryzrgKvMc6fSkaHHNwMtydbls+l+DZRlXkn+AtOGDZT/31OD2kuDlkxxCXWWrHBLLZTWqEBdQhJgkBs+WJuTvQhl253gPzNAD1y+5DyXUwdPWRJLOA5Am3fDmZXf9X8JfX3DNj3wMlVeeADzyPQh9ObdkbxOj+IwPdnizrGyrHehyas9pxsI85+XrejO/80BZhsIsqp7v0o7S+z8YhMlYTwYVwT1lPU8GQl2kTzy/F9FdWQAek/Y0SoXzKKUBGBJP8UnRlt7Oqbx4y3aYXlKhcg3VdFglTdxYephisiRSYw4+4rfOihlYFbDfk6PeYKjPA1dvyIebACKJzqJ2mkWg4DSggZwb97Oc4kTwdq9yUtaiBLxSMM9bNG2B5NoO0rZ7T1XuIaJ8A0S6Ty6f0IWsgQVRdwttsX3TGqU8DNCP9amAI+P+d93ACAfdB4scVUBTk/mV+8VkiI0DHkfZzU1UBmpEjWm1MCYI38cEM7ViCqydA480rahcssu0hWmWgKOC5Ktmni0QcI16IhnMa2btbSlFeW3j91BtzlhPBhXBXRdmfyzYfx8vkNz4vLv4m6hHtQdnAAOeul9ZTB4Y8pQhCmnOo2YpLwbOob/s1u/TF1WorAdqhX2kZUic8YvycjDb8w66oy3kgc/JbxfKqj117EPp3bwZ1/of+3v89wX6ceFz06hgCzAu1Cq5NhE0rTTXDgtX3YcrcHR/Gn47do+oyl1nPffhQt+f4/PqT/9jc0M9QbqfwMoazbAgjrg8kNsn3xhECH+rsbEgQaNKHoJWUWM8YgAOGwTxqpYVaa/oWKgHOqXdA7wiGLSCspKaS9D0FDpIP4Z2M5N5FKFV0hoUGeUop6JABa658aaLifbTtBuaZP5NcwwF1rsH+AH3AjLWk0FFcFcpyhl2AC5RZhg0emwWNWDlCELbQoru6NcXVNpvBFrFHtJ4CRIvlBbkbzPqMr5FZHlJfMrFKl6YTF5fgmfl8gqkT4jWs4iylSpUEJ5F2dOa6XYaaPKh3N0QBOMSylBsqHW1+eseOMRRQjj49Ve1n0WUDTaB1wcPMchoMP/PAT8n7f/O3YS7gihH5LF9wDH6Afi1hUGlxq3oYj8A+xpccxWYuiIv7Qr6ouox/hJgl7CkGvn7FrqoNagaUQ/Uepazh8Bu2lCEOA/Jc38hH3bBxz4amoFFdkL6KRlXlfntInBdLGQNn0UV+nlUZbEmOQsekWagLJvgDQiB+kZWamcmoMYox7Wfa1dhUfrfWwW5Ne4WZKwng4rgrlAU77V3e0Y8w6VBpRCdhDjV3Nd0743eSJRy5FH2ZKmEzSv3TufXzbU8KoQ2Ap3ic2kDr32kbc0kvyg7egb4M+/sWYK/kl1ZqoMf/6U85+MkvRLEtCvRNI53zLge/LqyjRxqj6ndDSHsyoutJhPpxrJSkWtmfu2EPrkO54XqHuEsw97zVb4ae7sfeUI+fJethi1HlG52BOvqWQ4RyGQrGn5YIvhOPguMeFS5ib5kUHmlCnXc1ebgXWMBBbdYXp7xoorvxyNe+UKUd5Xudy8vOTIFi8JurnzUaDRA48dd+xfM2O/f57QdcC/HI815VDTqRKPmPnUVOjw2mQgbHxcxbeaRM/PvhDrRyJdXCOEHExv4tACHsDckk7r2fe65A8hYTwYVwZZRlHNGgA1BR7//IskBIZ+7gAfQtmQ8ODYl276pCW6IgFqF7u48UNukHxov63PA+HBwgqanIpZNzZh2ATw7SL/WQ+JJwXmUijWisUWPQi5Y/z8LvdLBylWlKJMoRZkl1p463pYPYt+5brzLM+v6ND4l3/1UA0zdEGH6uyjVWTP9+LUAuF4FDVsr2G4ZoniiuoqxNM5A+prkyTyekj7pZITk4Xl+XebtUkFN9JbXZDrRF127G5V8JhUxfEjkGrrwNpzAlhtoR+WJpImAOQuXSIuJPsevbw80P+KQfKEMPxMGuEqQOfbPQY2JavPjXSKOcLsm9/ig8JL5fgWVxT4FmmKaD8NtB5VjzqPz94nSEG+KEtDAlkLGejKoCLaEopxmR3Dvj3CEosS3UkWQZdObCdQ6M3TacCTEwDojlQ8/uAjJbtdsqEb1IRPjdn1ZO/ZEJq/9sITu0L1Am9pRuiXUqRqY9P6XKpTS5FGv9lsw/4BQmtrdRGmDnhpdL6sj+6soYXxFb2ERZU9tJb3mKUoNShlrvxh8QNa7VQ1qV7HU6jxKgFpRX9ZSGf5USMwjW8OCtgRRpoBhjsqnScb9C84TkeC+JsfE+9B3fJoBBjgtn1qIo1OmpT3hnHfgXqysR3JF5J/XiFjG7v2uOcNhDkvIYQmY8pbTy2VFpoYmAhI8WlYSbvpxYK2q4tO5iWpbOfSFg5ZyWkSR7xHpZwl98a1AhxOADjESuT69K3GQ08pCP2XmWgTu75IP3TrGtvOwuJF3c/OQsZ4MKoI7oig98nNHPzZwse9FyW6NakPT2GRRiBO9Pa2ZQcXivO7u3Crt/rrfWTZ7bxquSp9J7whP9YYnQLms9wfhr492cWtfXYPUs5s2IOdiXQ8yxlgIeZjUubbloF6zA6OQBi+43jTj9FSxFWVZnXBQ5mP9z6AmoX4GGGySCOFffxklLy3OPwT0N0wxGKh6EfYKSStvjWn/juJR+gRR6lGt4BSHCFNceJVkUh5fD13in2tH2blLhBITa3oVEh9OYFNK14cRuLYvf7FwEQ3Tv4iyu0ZcxQzgawdgSCLsKH8Hck4W6mGGS9+R+18naBTpowns9/LNZwlonr6irKRE7I/ycBPdILOoOnvAs4k5bGzKQXEKFogRxQZRFKR9im64JuaBa2aue4EOv5seQzdfNVsRipCxngwqgjtiPd6DMYenJB5kezXlgo0iuZhyWaj0Yzm7cybghkRvLQJtYh7PdWNTOlTI7ca75ec9hegtkTS6VAhKqM1hhrDjv/UoDCXyvNwBfBj2pQXUaLWGsqRZYEFYRVOJwCzXUAVo1tzfiJr5rQ2oE7jfUabmUF1ONZpJDjIm8ygyEjio1XrqUTcS714O1DO5mTrfEzjWfF0WuGEVtRauSrgHnLiDaLgtQZTha4lK8XmMYWs35GS6SwQ5Yq4LRgI/nYujzf1zctZRYxHF0njNAkrbnAyRPD6mrOEa2n4N2O/jRfbQ5+uslVB5ohFSEp2H775pAnwhi9w+jY2xmlE7okEBtECXt8ZW4xmtf/H+doDDjIVg8DnTZQsa3VINjHjZbYawXimJam/WcEc1p00dOZ//dILNQ8Z6MqgI7oiiDHzH+B/8ztqL+nQevAo58SXvIkj/TsY3FoM2YT0rxD6dSLSzToL111TcSx/qI3lc9tC0uXUGivtduax2XJafh0BFvkfsE/I79NEF+KKXlg9Dh9DSjnn8vu9mLNC8CQ6tG68ThCeDRmfZ6kX8ikxxkKJkE+4kDqQj9RF+KAUEFZS7clhtaEACxlxvg9wpZBQlg4rgziyzwgZ/8mfwUY9yj6JiRA+B0uT2Q1kkMpsANcQ45ERtzJWIbASRgmjlFU+NPF1YFwHvzdrvEKoysQKviqaeS0w8fBUqF9nYWBsb0wNJ2VmVu3IwJbVNjjISledoD62CGc+0KxcGJhOgGdXnd2LDJceDUmDlsjwkskZ7L6uneAno9RTYFyCEfoZM/ZUJQ1h/js3G1m6JCX8NuPn/XPvjNtWvdndo7gEufUK/GkqF3Cf7IL2sXyTWwzEtbbto9nr1ur/u3jRx7CB5/FZcDlS0m/JNqJb1Td9KNDxgEv7Xu665C/gnnea3EkV3uRV2drgdYlHZmgpjWFWDW86yTTu3grTrzTytMF9NsCslLdChzzkkouq4Gcu/tt2/eYFbk7LWDwBdbAoy1pNBRXAHFOV5pFoWdWXUfL0XVeEp4knsJM1Qa6iCP96ieEltDonJ3WCamPXYyvdW4gRHygvSngn2hPTBhAThNzZeIw9LXvlcMmPftU4JFydfUk51vHuhLOrpVeP5bUpgJEy8HmWPBchNa8eAs+F448ISMWW0lNMzNkumm6P7PQNb/h8EVrl6PwSleBwd+xXgt9gU3BGiJMPyEtYILDI9kkCHp29TBBJbLpOUxUeTg91SKXHmWuJ8JoBbJGttsAvoF22KsHCe95eABnnGtXJcsNjHrq7AAYklHaNd/T4r6ELWwz86Jm1bgut7xFFz/l0uQrpigp78GIJGA7ErwoYi2XlulIoKMUv1A1jCpqj6O5ZbCXvMoYgIW1cwNf2B35cd8/O35//JWE8GFcGmKUry9VG1qJbRmvO9KWnYiirRJ6X5iMRfFSEzWUpDSF/atNHuA5imKA7Ai8DSdZPZB05DmREK8Qfo5nsC0i86EbOndpKxoAnMqTY0S2zs9eb8RkikshI3icNkbFFkT/trgB5vQgelBuvPCYN+hiNmMuR5OKvR745LENNZjmCpS1FibFbRejLDDx0isJvygs6vChWmV9j0CTCbZz29aLmqPEFeSXP1KM0ukJTFBzNJXK3R+2Mw15tWzYc9KLuZD6otK0RlQwG3GH8u7W/DX0udko+s4WQgIN8EYbHTshoIO1EksIFINlLOxtteQytdryU6j3qM2tOufb3nzLD1vmMLVhar52wotlPgiJgTXkYKMAPMwgWRS4bXXlTV3tau60RicaV7G1x1G5Cxngwqgk1TlPRAt6ZNLJovykDOu6EmYNE432zCljdy7cUkfeU5IibsYQ6ioTuryhJqiAOWwO3mFb3mm3UmNvViE4T6i0kXtMrYP4FSDusNhuCZTYqpsphJM98H0YzAHEaYtZqMhbyfTWA908BxiR8+Sz/KptQreZoTgS4tlFEqdgVd02liZdBTN7u+K8RpHbcBm0AUv2JzOtsS+nZmgbWFMLC0SpO7g6oKSnMfhK6QWrAan5ZV1hyfulrzM08+/SK9g7LBNajz1z8ByWvS53lICs6ytvsrMCNGOQplfV4NupC7CIj46S541SPlIqFCdZIzbv414IJgf+erxpNcwKsj/WLKzrOx58oa3M7xTIjvm8YkQNpQ2JI7UgZwSONvssixP6e9XV/WAOzbtNJmrCeDimATFMVHSazGEet+x91Ed6VlN2si/IHbNKLzJw+nxkfSbmp/lKJSF0ut3uR/ABKpclR60f19BZXyfytH0LRemYc/lOtvEMZ7dRr4DQnGrLqg1GiGuDSH3D9OH/S6XZmUxrUcxjRxyoiN2vfUkAVYcVWUBht83G0haDRgzWnznJQDoax3ex6Y8JmCbxCzem8zWkNtlQ8Aj2yQpNzwELE2VjlsAlE8favW2u+t+m2SSyNtJJ2VCY4Tn/QokC4mHGpz7OEoIwx5A1VajtU6z9pqbxEiblcEUWb1EtfK0CgvyZT9iiyzb0FSdnJUWkrisyAL8jeH4efKEtJH2klWRBiwRXWsIa7G9Ge1tAbvVFribAjWBi16ujMgiC1TtkS7yiXTxEerehbTjhoXu3LKBnPoe2qaJgRgBctwZZCxngwqgk1QFI/zxouZlsVPAyn1NLeZ2hOe2pxH2cMaqmmUYdQU5w3WryQHu2QnRMlYxqvqqUUnqn2Y0yzSmUR3+aNGmLZhjtZ2YhPj61HiWTuJkuoWck/K0K+jz19BBcWL5VgbKvixG9tK+UKYf4Da3YyIQaqbYRV0b1xV85JlO52Q7JU57YU0ESq18IrelyM2EAatqsDtwCYQxau+JcLiJdaKusq8LSHs3fyvo+fZgI5zDfrFmDTIGZSHtLijTQLYwicSpOzJ7k3iAx49af42WmSnCOnvirq7K40LBntkbiSWORpc6kg3k9Hhlrc8e2yoB0Reqh2HP5Vg7Gn0+fc3EZ/QgBtsThTeaYMpXSV8zINdUd4x83sHffHGv/NQAmGNVojlpXBYRAnP5s7w5G0FW2esJ4OKYBMUxasRNSgp7SEOuBH0v3gJ/sg1f3JB44Nagd3GBmOl/tgO7cX4Av0S97kKnPU701MUW82xFa1MNYsmaD0B3O8CqVKaSa7N+0fb4LDoMKeijHgV6JP2BPUuUQ3i1I230AlaAZYCnpKcFE3nFIcJLLyqrKzv+rKkWsAE3QTz/wrKtm15jVmc0S+AX68LytLWzFiqytDh1nd9oMbfBpv39XynDJ0ymt4Z+sVpN8hB+IEEAv8Rgd1Y90Meovps6g35JrzryHeyZE7yysNTj7hmtT4B2iSrsPOSjmsXUcXJwFZ+qYnQ07tl0kbRxkqEGvnJ5XnSdl/BoC4YAgrAeNBSWqAkLGYWHeMkijQ5YllCXqD/uoeR0J5ZMxF2V4DP+dXoo0dY7GRrogHV9niWaUin3Xjru9KQkD+ST7TrNdaVLXOigz1foBLIWE8GFcHmKcprqJ2ht+QoCcCbr2i1xrcIZKTlY9DiScoDhPr3zfenGuazsKy5yuPoTquCF4WIHOiFPjF8+F0x2nsIymJTWUHtCcawR3lBd7/JIAR3khe4/pJd0n8R0loff9CCBiDltZpR1WUlk+8QF1AOmkY9Z8SI5tWAS7bwsg3oBuhx1Op0x5haOjr2waNCNcuoXL9EsE0tdSb0JTL2hi7oNH44P9dG8OTWhydUCptHlEhlbSHIK7uIKhvas2aCyvgwJHmZVArz3l/xOqRSkDhZS2NfkkRpVfdqjQOfoFlklPGcRK/nJqFGZIh6lA2V2FgNbsixJFbPZDqNx1sUFlNbzWFx3I2Yk4qP1qYMdQkmlq6qUawdIzsUo0MRwGUBBF3H5DvZ0mADHA6HgnczydT9gjaLl3UDLaIy1SyUhD31MMWcBBnOdyYmuFtDTR/gHW5HRc5YTwYVweYpSh4TGVbNERFmhzsOwtfcXu9mhikh2YeYCDtrDrCO5OiULsH+tCohaTUGMiHlL6Omr6vy9XQC3dL/FM1RlFqom7+2oNv4Ye2zu+EWU39uIub8Dq3SPnlwgZHE50pr6sgqcFT0h6GHuqEg5L6pDm8qf46BsEyeeVUDc54aF4jdAL5NKQpUOC708+zeRF0h0aFRymWngIXrrp2spaRNXhBX2vYSn+DJ27CjbB5RChg+PxcOsC4yxg/NbT3CmduJAwI9t1kuC5tBUjtt4HKbsIS9adBeyhfh6roEGuu2jxz3i2iVyaanoEmkoRtfD4gy1dajLG6RSG9MOmVcD9li/AWKMqed2DDqamjyb78v1GIrEZeIQ9bB27eTqlTr7NegyXBMhbN7DjKh82s0Q7mCIlbbvsCRViHyByV5iTKsgqekq//I7UHGejKoCDZPUYqYNIvpcNmGB2t6dnxGVx7dCHM5mPfBTfbARVO2PK1PVBvaRbCE18nPbIlA6DVayashjbOb0UCax25+PezKPiaZsMFHNgBLSHwzS8yb08jGJRSiGLmd28PAjjAc7W5PAFvMtUAh8qjwX+O/BbdCju6McYjj/lSsFeKALYnKOMikO8bGz8NDI6pVtUFeBN77brNWyuYRpe3T4JlMuRx8FxMc4pBMap44nrosE7lqCtakk4n6Y0rEzq+CtHuJasF1yXu1iOeNYwcZD4VpqH0qjKUEXBbrZnItDYa1aVBjlpGFrGa0UAZyXicthZ5dnrB/scqEZlDWYsOlqze4xqw6K9ObCewSjS1vy5TN6/2RIY+wRtU4bQpEFBPky+WgbKzNG6e9/u2QsZ4MKoI7yBQ0aZM540lmnlHJyD/CaHR28YIniVbCu4ZSiyViyU/Iantvqsa9/MYhNxvn2vUxKnVC+hhkwQ/me6hG9WU0ZvYBYret7Mq0nJjqS3VhYEcYZThE5E3j6UQ9Sj3LqODu2fAYRXrCUSrEKR+ecJWBvWJka4PBnNDMReI0ElnTUQ7SLYHpc7nYQvK2OOQfI85hvB24A0TpNe0ldCUv4ld7mEMhcWsOWDChjUFB6CQ2IHlBokg4QGCG0/R1DYTeCutGMo3GiDmEsYqoe3k9wAX/w3Z9yO5ayS2GOLi6FUWgGYzstAz3T4S+jsoLd0lcrvdRjtKdvFfrsTAp6J60TamR73Wi0NFg0LSHb/vx+3u8s5CJ8AaWU5gT5OxDtc0iGevJ4C7DpinKSU4FDHb5KJIzs1CGFbFddLwcNAQosVNKnFcD835b2EqMeWKJPbCzW0xIccB+c5jrRlpE3nzzHE+HMbYDD4nQWv3z1hs8SfK6GKKsC7+ROBXDU5o1wlExI7VFzgTNR6ulnORsiFyYNrNRW083fp9/OgfjnjeNExv8/FiKqM1qCSXmOUy8cj5Q2tUkFpw9u2lB3R73cXuw6YLEh9gRUGAJlfJHFozlsAotHZFPtVbaLPFhkqekPY5S2CLwi9J+ch9KNKs5LcasgRBCCaflIa6u/ry5dzCM0S/eKY4SPJcXFkjeSsNEwhhbTZedhFBPymVVoRvq8MEsZxgO4oU9mfkZTuMZ4zkZo0XsKeDsH0qfvwo/MUW567ww9juo7+gaccD4qGnLeiWTJkTjQfi0INZhFGk+c5vqccZ6MqgINs16RnmJo3KmsTWm9TSlTJYM5RCNJm0zLtNJlOrUECLS/reXSIHOl6DOS/dPXILEO8ZLhpJo2XNPQ/oZ0JAHqgOpjRI8L38LPi/tNUi/IK6CHuOxtoatri6K8qTxXDNc88fpLodyW/Oo6yvWwJbw+o4f407zbTsEQfn/zGuI8SLQJoP/0i8DL8gXD9XpUTRVqCIwY04b+QaqST0OrwqXP9Jw+5TEwx1oPY+FHJydTHBLeG478zR3uQHPNyaq+tp84xmiM6yXb+ktnqrWAHVeG0hygYUM2HN/jf3zrDeymapFhxkJEkQPJuXpZ+FFqQjw1D8msMeQ/gqxlTaqSLCqKmxHzj410rwUMTWWzIaKW7+PNzj+EVrTp4QabKt+DD/3J/LhoQI0eK1uEr4s0fxLKKbm0HXfqx333MGpYBnryaAiuLOqkDccNt8a1+CYmb0JSY2jKElVStppYlPtOXrm4EgvtHVOqaC/uwN43He0h4Go2Iy4eG+IQeomUlsFTjIT9v8qygaWgDGpRPmX7xrbRg34ip3JeBq+SKsS1TSuLzNeI/OYxrj2ezluEs89zGDpyGqghtPmHk+HShDIyHdRGpknPv03kJrfepuTctcp+qFW1Ija1VDAKPmdcV3fvVDX4ZoP8CM2a3K7M0TxCU/vlHUV3kKRw4Yi2pTOHlSKryIsQg1xPpRGx7cTk38BW2VC6KuVD+ZR49xFCKzk40/CP/Pyx5chWTSKnyxw0mZETIBpAAAQ8UlEQVQqFdhzlbUrMznXr80X1nHMB/Zn43H86xqnm7fnzTQE8ijyrYUJAO+WmeswN94QeWUSaHRn96Rd3fDfumWEo8yESlP/js1CxnoyqAjuiKJ8X8S3z+w1QusMG6d6duzjSIfmyfhNOUYRHnc7oWUafuIlwgKGClk6YeJzfZBPG3ijx0Znb4DsYF9n/3+WaJexX71OqMDNJBHJTori1d1vKtP/4LIpb7UaRvY28VFKlhV5SjEtf5dT2OPl5j+8HDiyKaBAI+tq3vg1XQqmTWBCO51EtbSey/BFN4IZihAlxG8O7ghRgqp1YB+siLwwg1LkB4E2rV7tX9ww/RwNhfzn4Hel2QMf9ST+caBWaowygy59L8qGbIKY+lb8y7POw2rgaDicwCDRFTTM4XvEBzuKkFC//xZLgojd+1OmrslbbpgK6vdFHAKAC4MYlpdznDFFEF8JA5j2dXZeU4RQRuYQpWCvexVor+F85Vej4OrAnq7gynkAfO4pbieI+v0gYz0ZVARbUgv/KJOMf861p6jH79eDzDMW7OCrDAWhqtqUzGzRGvFfuRrOtj/KPEMRyfR04nnT1lRNv8vWV07zdGiQ0/RLfk09qpVczpmbqoBbPnm8JQiwy2Woz6mfSiP75qKUHB9xN0U7lF0A0tlcD7+3ILqMZ88luFqQ9ppGDfSaodSgRORhCHlQfBeW9hplwUv/VlmwJ8JvOrAghi1BlBZU3eszsnszcFxUubOcQeX+CQL7KF+OD2rc5ejz0P522oUBtyA5v+BSTv17atMazb7XZmBELLcngxMJ1BwWn8/BXlQDKwHvyDet6BsswbK8iKWG2FG/LKVK62ptjeo5E354SXmFlydsElcV7P6Yax76K71lBUWUun+O6so2O6BhN+yViDgb6VFD4GPHGeRsVKt1c5Cxngwqgi2hKLYWrxUm82CK6k4T5PXrC0oaF1FjkvUef+EqM18VEpvU6UGQUalSd220Y2fQYsYpclosF/XAiXBKu4rAdvMdyMErvobbLnRLVxG29L4mndNhJhkxrgvPngq1MGZO3Qp2lxWi0mXhmofXCZrh7puw25Yj89rVr7GuVtwX5UMLdEii6s0L+sx24CFHdkvAs9LBMx/U4ZMejMIaWUMHopNLp0IcRxRrYasvlYhPDPWuffKQXw7NqFoSwEKZGZ/Bn6sLVL0l/AD6ORbJMX68t0BpvK3JBkHXfhu1/bUARyWvpxpAtJfPAmdEkzvBeaeiAjQ04UOkfXZAMzDmNac1NLjbRN5Rj8ad9OAO8gwjcHM6zlnOermv/YKuXS/ArwDuXdwJgnjIWE8GFcGWUBS7QwvAk0Lu+xgN1GWSQ5CTXZbbDZfNgZM+AuoaKqh+AWykdU/O8YTJrnp1s9ukc2FZxdxSsJ+UgDP4c1X0abZwZglizcGma+R1fv437SjF/BXglMz1HBrTC93QoEWGTEFUQKLM/IdWlDU9iJYyTepQkjJten2bg0LRWuxTa3PQ6CtBduGtSLdXJPT9IaMoGVQEW0JRutFSrU/yAhvXgV+FnBTGY/K9cgbAr9cR7wE1hE9KvMlBlhhrkNiTBm8XtSJ07DH2Jn07ojlip4Avn768lzhhXuSoghnJCc5gfb+ekqwCJ4JtyOadaM/+ygR9+uELmNq2D2FTx3wmYgk5QQ2AlvDTYQ4TRbmEmiwav7vZqPv1sCWI8kl+yid5Xj5pjo+NHe1hLKQoQLWyGFvvrK2abjGKl9AluGVS3H/G/x7QAKXJcK+NHrPos94H5Be7YO5ZnkXTH/JQJ0JmM3DKxOdaOBY0HTviHqzuNy0t3QLVxrXxGBaFlN2s2rs5JDaoUY6ab2xOIubM6Ga8oW0rBFnIWE8GFcKWUBSAH/M0APfxHN4s2IOypEspJGuOWqTlRLe4TbpiNdRz3cmkK/gLUHWVnbVOmP0ZuQ+5y4OnMUvmWxuSWI2N49fr48Blsa7yFnF2gDinxwJLgdgvrGT/WYbCN7buXx5NkSiEu4scl5U5y2GK4tB0ZS78wtSbM5DzWAOEFnBuNz3ZyOVq3v+cws3BliGKz47/MU9zn5SCbEEJ6UwCJc9uqkxNlAOWWegrfAyY8TGeKZTlZf6w1j8Zjkvpqmri47P9ElmE0PI3ru0jyZ4H8PGo3osM0AnLBWm3TRGfozMX2hrL+wJnJGJ7PcvzHi6tfdAcnpCkI9pnMk2sm3l/cp5DJpJumDNyvaC/jZCpmx9J4PsnM9aTwb2ELaMoHu7jR3jn3zRKSCc5Q6iLmOwO8ajN3GL+PZEjSKL7Urg/rXU7upv5cECS3eN+B98iznM/FYTN6jCak5wIFRrLr6DHqrxlfnwT5VVthPIZo5G1uZoBY7avFopiKVkenwQGxwyD9OwoTepDbV3WgLyvEFXC6mze2uyGVzBzwrSVGm0VJfGw6UzBvxm+KX/nOSge3DwwEsIGzNnFkd4BqhvsJHib00vGnP8YUSlPgX4xrJUgCmeIj7b393dTL2rt8jfQYtyzqIpZRHmGN7HjTjiZEmQ5zGh4ZYMcDc8/w2B4saeizEUPzahT6bzmCdmU1k4g543/9jDLFuLSPF7rsZW+88TluO8cMtaTQUWw5azHQUH+zocokHHzPzfKmgqRWPK5imoyhoAn1hBXIK677+4d5Jy0Z/R31HNOBN5jHOWgaBc2wn25HZW429AY3yJq3zGb9XIVFBOf8GtpmjJA57HeyBhoxWnPbo+DP7ambZyorvuGBTN03s/yDM9EySl+Pb76Pr/bPNwl1uPhDyC4/Ifjg61D8E0XMevxbKVArMsUAJfobWyRgEOLEzwb7n3WsCGv3ViV1fpuXr2Bpl/aOvoraEBVDnKCTOUUmkxCYTigmnNobWrLWkFfuNZhOCkFjq2Cq8mnMaMMHuIwemtvNie5BuTbekTJWE8GFcFdYj0euvEkeA/oEa8NNhhRDdtFxo1HI7aBtJu2pxJWRJzgGcARBP+7OeIq6Wr90Hv21RJYzypaEJB6TPKvMawnUsseFyOrzGFKRxYJ3y0oBSiEa9blYOdptSXf7ucsg0G7akYp8LyZYQt3g5J4uMusB1QDmsImVfpymGc5ySHRjKx00Uy8gB6d8qjhysv7y6kGNhdQpOpFJZ4ZlDGsL2Xq2xeB8kvyYdHUSukE9u+TcalfaQ8wGdjCNIq6pXU9OC3ljKj1JzhJnPnoZnfOxPge4zmeFWv3M5zmuGhp1ua6CiZIvQ/4V9wtyFhPBhXBPaAovyR/J1AakEfTCIrB1mLTvOrRuPkS1gJClHQFLp3C2x92J3GQ0UjQhqo5LexpHN37eczpLG8mGr/rBVlw1SKFqjcnaRhLERgK5TYIByv55wIM0Y+yHlMAJlCUajY6EPI0TwdLy3rh3YOltENbbGBbD3dZRgGtut7mylqBlBt1cJpTkSnJ1mfzSzln2juJM+rAlcu0Gk0cg+JfXl94eY+hcs4EklYKDtm8g3IXGgpRQ5A5Cqb/IY6iLEbVfKtVxaNXdnROVPVjnEQ3jWVZChtF9/jr69fibkHGejKoCO4B6/HwD4m9MM5ecpLBIHCuj+98RtzpBzkVsQrr4/Ewbdr++gj9EAKqXPYxwHOcCOzrm8DCm/JhlmBwS9sSDWKqAZqcMHuEycg7bWfk5zHAs+gxaJPmLptz4W0eNlm7mmeFPa73gvv2CU6GwobOfnR3WY6He8B6PBzHosJJkehhw/NNhdw6lNiDPZRewZPkdnSpreZ0mkEGQu5/CS/dPM05Tpug65BjZMoH9ORSilKHZM6My8pLRdPvMZ4zI5tZ9wsPHj27zfemMBDdkUajOUnWSlsviEhAqnsBGevJoCK4hxTlV3jOdOcpwxIqWFrWY4365gTg99UABoJ2M88ZY4/wZaxWiUVK72Ee4ywL3r+zBnUSLDVJOz6PpI/hqF9PRZx/yZr3rC/HBiB5sGLptJmRp5cXg+Gw5T33+xHM8wIngK2Lh60E7qGMAj8SRBkmfmkbGdZO2fRMmjkqi2ONZS3hW1+IGNyiOzQ8x0BUslNjR2wc/ip9Yvyzr3ecIxwRfwzEiOvzdPLA08HHNLPurmn5azUZP+JVgtmwfDUuWSohDYdzenprM3DM+LL0OVsbSvA3QcZ6MqgI7iHr0fjNbnZEdUWs1+cU/pDHSdQisicSeP3+9AnwzvTt75jHk/JjJkHdPc8yOa87rTIRAqrmKco9RxlmOAQx7wxnF1t4mjPEQqs12/vxWPbhZ3oRUsmUnCY+gb1NZ+Gf4FJF/FpsfVBSJXBPEcXDM/yUYdO1NZbFC6u2WUUZS+AdiznGGc4Ia7KOwmo05RMm4Ia8nNr2dXd5bWQ6MAzXn0pGJ0II5Hql2Fub583Yu0P7CMPviUYZwhx4edN80QrNuTTcq7lI05wTNlhk6wKmbwcy1pNBRXBPhdmNoMiOiKhqsM5hlHa0EIuuDmyAkqck1lVvYTCqVfuYeV4JWxLJZyp2A6MbVn2xFKWIUpQpc88evEHtEENhPCOBKr0M73p3BtDmD8hciqirN8ntQTWte2VgWw8fCOuxsN52qi+5QPxyHNjqBB5sVMZQpC3VG9mih1i/itNSPUwFJ98MXJdKl1Vo8eUIUUoowtn4tBJe6xmNEF5kpOum7HLbbooi59iQh1ViF+IHhSAeMtaTQUXwgbMegDNC2Kw46Owep99z70kGgrHOCq5ng7ZkbRlxWuUh8SS73JyCPO/shsa8EZpdCTFwFCUEgzfhfTanGTNjnEFtJzax1YwjlfowK/q8Q4kuv/Xp2HLn4x8wNYFtgigenmVHFE69Pj4f4lIWfjEHzcGP8d3rCbj7pTtd1CHWQYZCxFzZrERTAvM+GNweZ9dQh48kO8lglDqqBr23UU1qDtLleKJJEx5R+5nY0Pm3iroQj20DRMlYTwYVwbaiKAAvCBuKjewKaqBXcCeCee2jtO5u+2uvMe3B06tDnOJFH7g0i3qSW03M7C4M6/k054QGra+W4FmYO3zKG/emeW/gkmpF0M1zxphnR78dKImHD1zrWQ+2/poF+7qV5XhSbwuY2pway3bWMzLHhiKdp4RWgNoFdO02Xxbk7+HIf7QeiQFOc5aBIDM1s15Wig0BLTzN96XdzhsSEPPANkISyFhPBhXCtqMo3jx9nh2R096e1zcYUhRsTovL2TvHQEjLKGGrD9gDbfWJBSAnoQXlGqKjYg+LfcNFynmTVyk6esUa8/3THevxtHGJ2JMMsTmtgD22crtREg/bDlE8DPDToDbbiI5n6GfjqBT3+vLr7tf8IVW1TzMQ1c73Lrbv2GJ/rfa4AVs01BbEiZnKUAhA2Imi0DTrvVnuu4K0S2jgwvaFjPVkUBFsW4oC683Wbh+fZJBTUU01sL6gPDZUWeG00SxuAYMhhMDUi8yNc6ht9D3PWe9NslRkNCTV28y/buITBtendFSj6e0fDth26nElcCREyvl0zh7ekBBCKxGsjznzr3LKXOvDHxEDLgfII86XUJYxaZ5UQvWut8PBDeRsaQ4bJGCzqP33G5ci3c6QsZ4MKoJtzXreD4YDS/LHs45HPlxbwcC2jVE9iJqOytjUeM9ibLFfH8UG8flh1ZB7b7I55hQ0d+23K5jV9oYPJaK8F4qhfOl9wA9lWrYG0RRw2TDZFnPamt5VhBBQPU0c5mCj4myQdLdp2/iZzZ8xvB0hYz0ZVAR/RyhKDAPvZ7QSKlLPjkATHIOwpn7vCvjPd2NoH1r4UGo9Gdx7yFhPBhVBhigZVAQZomRQEWSIkkFFkCFKBhVBhigZVAQZomRQEfx/2w1sAXKf8vQAAAAASUVORK5CYII=" y="-433.689104"/>
- </g>
- <g id="LineCollection_57">
- <path clip-path="url(#p8ac8868ce7)" d="M 121.643883 435.583287
- L 123.456662 435.583287
- L 123.819218 435.945843
- L 127.444778 435.945843
- L 127.807334 436.308399
- L 128.169889 436.308399
- L 128.532445 436.670955
- L 128.895001 436.670955
- L 129.620113 437.396067
- L 129.982669 437.396067
- L 130.345225 437.758623
- L 130.707781 437.758623
- L 131.976727 439.027569
- L 131.976727 439.390125
- L 133.064394 440.477792
- L 133.064394 440.840348
- L 133.42695 441.202904
- L 133.42695 441.56546
- L 133.789506 441.928016
- L 133.789506 442.290572
- L 134.152062 442.653128
- L 134.152062 443.015684
- L 134.514618 443.37824
- L 134.514618 443.740796
- L 134.877174 444.103352
- L 134.877174 444.465908
- L 135.23973 444.828464
- L 135.23973 445.19102
- L 135.602286 445.553575
- L 135.602286 446.278687
- L 135.964842 446.641243
- L 135.964842 447.366355
- L 136.327398 447.728911
- L 136.327398 449.541691
- L 136.689954 449.904247
- L 136.689954 450.629358
- L 137.05251 450.991914
- L 137.05251 452.804694
- L 137.415066 453.16725
- L 137.415066 456.792809
- L 137.05251 457.155365
- L 137.05251 458.243033
- L 136.689954 458.605589
- L 136.689954 459.330701
- L 136.327398 459.693257
- L 136.327398 460.418368
- L 135.964842 460.780924
- L 135.964842 461.14348
- L 135.602286 461.506036
- L 135.602286 461.868592
- L 135.23973 462.231148
- L 135.23973 462.593704
- L 134.877174 462.95626
- L 134.877174 463.318816
- L 133.789506 464.406484
- L 133.789506 464.76904
- L 132.339283 466.219263
- L 132.339283 466.581819
- L 130.707781 468.213321
- L 130.345225 468.213321
- L 129.620113 468.938433
- L 129.257557 468.938433
- L 128.532445 469.663545
- L 128.169889 469.663545
- L 127.807334 470.026101
- L 127.082222 470.026101
- L 126.719666 470.388657
- L 125.269442 470.388657
- L 124.906886 470.026101
- L 122.368995 470.026101
- L 122.006439 470.388657
- L 120.918771 470.388657
- L 120.556215 470.026101
- L 119.468547 470.026101
- L 119.105991 469.663545
- L 118.743435 469.663545
- L 118.380879 469.300989
- L 118.018323 469.300989
- L 117.655768 468.938433
- L 117.293212 468.938433
- L 116.205544 467.850765
- L 115.842988 467.850765
- L 114.030208 466.037985
- L 113.667652 466.037985
- L 113.486374 465.856707
- L 113.486374 465.494151
- L 112.761262 464.76904
- L 112.761262 464.406484
- L 112.036151 463.681372
- L 112.036151 463.318816
- L 111.311039 462.593704
- L 111.311039 462.231148
- L 110.948483 461.868592
- L 110.948483 461.506036
- L 110.585927 461.14348
- L 110.585927 458.968145
- L 110.223371 458.605589
- L 110.223371 457.155365
- L 109.860815 456.792809
- L 109.860815 455.342586
- L 110.223371 454.98003
- L 110.223371 450.629358
- L 110.585927 450.266803
- L 110.585927 449.179135
- L 110.948483 448.816579
- L 110.948483 446.641243
- L 111.311039 446.278687
- L 111.311039 445.916131
- L 111.673595 445.553575
- L 111.673595 445.19102
- L 112.036151 444.828464
- L 112.036151 444.465908
- L 112.398707 444.103352
- L 112.398707 443.740796
- L 112.761262 443.37824
- L 112.761262 443.015684
- L 113.123818 442.653128
- L 113.123818 441.928016
- L 113.486374 441.56546
- L 113.486374 441.202904
- L 114.574042 440.115237
- L 114.574042 439.752681
- L 115.66171 438.665013
- L 115.66171 438.302457
- L 116.5681 437.396067
- L 116.930656 437.396067
- L 117.293212 437.033511
- L 117.655768 437.033511
- L 118.018323 436.670955
- L 118.380879 436.670955
- L 118.743435 436.308399
- L 119.468547 436.308399
- L 119.831103 435.945843
- L 121.281327 435.945843
- L 121.643883 435.583287
- L 121.643883 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(#p16fe336f92)" d="M 150.218051 443.251076
- L 150.985321 439.225482
- L 151.75259 446.079478
- L 152.51986 442.369514
- L 153.28713 440.312648
- L 154.054399 447.081162
- L 154.821669 441.628872
- L 155.588938 439.222958
- L 156.356208 445.33673
- L 157.123477 439.888917
- L 157.890747 449.566105
- L 158.658016 442.23536
- L 159.425286 441.559702
- L 160.192555 443.795336
- L 160.959825 438.821223
- L 161.727094 447.177679
- L 162.494364 439.407071
- L 163.261633 443.034829
- L 164.028903 444.23873
- L 164.796172 438.813015
- L 165.563442 446.638663
- L 166.330711 440.148268
- L 167.097981 446.318668
- L 167.86525 439.966883
- L 168.63252 440.378217
- L 169.39979 443.566057
- L 170.167059 439.455087
- L 170.934329 446.834887
- L 171.701598 443.394064
- L 172.468868 440.481371
- L 173.236137 449.309794
- L 174.003407 442.13152
- L 174.770676 440.436371
- L 175.537946 445.666939
- L 176.305215 442.037129
- L 177.072485 442.917555
- L 177.839754 443.435035
- L 178.607024 438.951184
- L 179.374293 446.855393
- L 180.141563 439.927069
- L 180.908832 446.105929
- L 181.676102 440.339253
- L 182.443371 440.006966
- L 183.210641 443.802196
- L 183.97791 440.267502
- L 184.74518 445.570202
- L 185.512449 442.075542
- L 186.279719 437.351107
- L 187.046989 443.928556
- L 187.814258 439.069137
- L 188.581528 447.033277
- L 189.348797 440.729354
- L 190.116067 438.657203
- L 190.883336 445.916079
- L 191.650606 438.818412
- L 192.417875 441.019522
- L 193.185145 441.901989
- L 193.952414 438.358761
- L 194.719684 444.568452
- L 195.486953 439.022492
- L 196.254223 446.670165
- L 197.021492 438.833751
- L 197.788762 445.065548
- L 198.556031 440.739643
- L 199.323301 438.76999
- L 200.09057 444.440372
- L 200.85784 439.386192
- L 201.625109 446.168571
- L 202.392379 440.936304
- L 203.159649 439.789266
- L 203.926918 442.357546
- L 204.694188 437.595029
- L 205.461457 444.95678
- L 206.228727 439.543526
- L 206.995996 442.044177
- L 207.763266 442.987569
- L 208.530535 437.846794
- L 209.297805 444.649614
- L 210.065074 439.733756
- L 210.832344 444.783097
- L 211.599613 439.121547
- L 212.366883 436.808122
- L 213.134152 443.459626
- L 213.901422 439.733382
- L 214.668691 444.671003
- L 215.435961 441.564173
- L 216.20323 439.795036
- L 216.9705 441.939822
- L 217.737769 437.121002
- L 218.505039 443.29138
- L 219.272309 438.500172
- L 220.039578 440.812362
- L 220.806848 441.067781
- L 221.574117 439.847709
- L 222.341387 445.814872
- L 223.108656 440.00208
- L 223.875926 435.67162
- L 224.643195 444.426109
- L 225.410465 439.047804
- L 226.177734 445.794471
- L 226.945004 441.171984
- L 227.712273 437.784945
- L 228.479543 446.176329
- L 229.246812 440.241443
- L 230.014082 440.841428
- L 230.781351 443.391947
- L 231.548621 437.118274
- L 232.31589 446.545998
- L 233.08316 439.591287
- L 233.850429 437.291129
- L 234.617699 443.086275
- L 235.384968 438.018262
- L 236.152238 444.947162
- L 237.686777 437.834274
- L 238.454047 445.840979
- L 239.221316 438.357369
- L 239.988586 442.171302
- L 240.755855 440.199825
- L 241.523125 435.790404
- L 242.290394 444.696979
- L 243.057664 438.746162
- L 243.824933 445.40844
- L 244.592203 441.552859
- L 245.359472 435.860145
- L 246.126742 443.564557
- L 246.894011 438.212378
- L 247.661281 439.416152
- L 248.42855 442.226322
- L 249.19582 435.439988
- L 249.963089 443.142424
- L 250.730359 438.721782
- L 251.497628 439.795754
- L 252.264898 441.186381
- L 253.032168 437.109355
- L 253.799437 445.466572
- L 254.566707 438.163483
- L 255.333976 444.648511
- L 256.101246 439.530275
- L 256.868515 440.965419
- L 257.635785 440.474983
- L 258.403054 437.3741
- L 259.170324 442.228794
- L 259.937593 434.803039
- L 260.704863 443.592752
- L 261.472132 438.329363
- L 262.239402 443.160704
- L 263.006671 437.301127
- L 263.773941 442.652715
- L 264.54121 439.35969
- L 265.30848 435.296373
- L 266.075749 442.214688
- L 266.843019 438.573193
- L 267.610288 443.028641
- L 268.377558 438.061175
- L 269.144827 439.139198
- L 269.912097 440.855087
- L 270.679367 434.466292
- L 271.446636 444.759127
- L 272.213906 435.977686
- L 272.981175 445.052965
- L 273.748445 441.145163
- L 274.515714 439.84049
- L 275.282984 439.904184
- L 276.050253 438.886602
- L 276.817523 442.544157
- L 277.584792 436.549683
- L 278.352062 445.170524
- L 279.886601 437.722176
- L 280.65387 444.616409
- L 281.42114 440.873794
- L 281.42114 440.873794
- " 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(#pf1c9057c31)" d="M 150.218051 468.444751
- L 151.770644 470.891598
- L 153.323236 472.445969
- L 154.875829 472.646744
- L 156.428421 472.198793
- L 157.981014 472.605894
- L 159.533606 472.625035
- L 161.086199 472.580827
- L 162.638791 472.543666
- L 164.191383 472.549474
- L 165.743976 472.661955
- L 167.296568 472.619367
- L 168.849161 472.617777
- L 170.401753 472.494406
- L 171.954346 472.558172
- L 173.506938 472.446158
- L 175.059531 472.569568
- L 176.612123 472.48168
- L 178.164715 472.503923
- L 179.717308 472.591701
- L 181.2699 472.574145
- L 182.822493 471.691532
- L 184.375085 472.28095
- L 185.927678 472.554387
- L 187.48027 472.370039
- L 189.032863 472.569625
- L 190.585455 472.569842
- L 192.138047 472.589843
- L 193.69064 472.585374
- L 195.243232 472.206889
- L 196.795825 471.866507
- L 198.348417 472.519873
- L 199.90101 472.589445
- L 201.453602 472.580531
- L 203.006195 472.016198
- L 204.558787 472.072048
- L 206.11138 472.477122
- L 207.663972 472.00839
- L 209.216564 472.456938
- L 210.769157 472.644767
- L 212.321749 472.539006
- L 213.874342 472.340768
- L 215.426934 472.347358
- L 216.979527 472.644278
- L 218.532119 472.240258
- L 220.084712 472.641682
- L 221.637304 472.348892
- L 223.189896 472.58107
- L 224.742489 472.575896
- L 226.295081 472.627084
- L 227.847674 472.559314
- L 229.400266 472.49182
- L 230.952859 472.196434
- L 232.505451 471.397678
- L 234.058044 472.436608
- L 235.610636 472.475605
- L 237.163228 472.654
- L 238.715821 472.624378
- L 240.268413 472.465466
- L 241.821006 471.670685
- L 243.373598 472.637467
- L 244.926191 472.444704
- L 246.478783 472.657845
- L 248.031376 471.792743
- L 249.583968 471.920249
- L 251.13656 472.183655
- L 252.689153 463.864188
- L 254.241745 472.130615
- L 255.794338 458.934853
- L 257.34693 469.793008
- L 258.899523 472.551872
- L 260.452115 463.594419
- L 262.004708 471.736346
- L 263.5573 471.011207
- L 265.109892 471.170681
- L 266.662485 470.07461
- L 268.215077 472.25133
- L 269.76767 472.317594
- L 271.320262 472.644247
- L 272.872855 472.311153
- L 274.425447 472.566737
- L 275.97804 472.630167
- L 277.530632 472.560969
- L 279.083224 472.321317
- L 280.635817 471.87344
- L 282.188409 471.633199
- " style="fill:none;stroke:#ff0000;stroke-linecap:round;"/>
- </g>
- </g>
- <g id="axes_96">
- <g clip-path="url(#p5e192ad91f)">
- <image height="27.6" id="image27f67ebf06" 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(#p5e192ad91f)" d="M 320.155938 442.481829
- L 321.366676 442.481829
- L 321.66936 442.784513
- L 321.972044 442.784513
- L 322.274728 443.087197
- L 323.182781 443.087197
- L 323.485466 443.389882
- L 324.393519 443.389882
- L 324.696203 443.692566
- L 324.998887 443.692566
- L 325.301572 443.99525
- L 325.604256 443.99525
- L 325.90694 444.297934
- L 326.209624 444.297934
- L 326.512309 444.600619
- L 327.117677 444.600619
- L 327.420362 444.903303
- L 327.723046 444.903303
- L 328.631099 445.811356
- L 328.933783 445.811356
- L 331.203916 448.081488
- L 331.203916 448.384173
- L 331.809284 448.989541
- L 331.809284 449.292226
- L 332.414653 449.897594
- L 332.414653 450.200278
- L 333.020021 450.805647
- L 333.020021 451.411016
- L 333.322706 451.7137
- L 333.322706 452.016384
- L 333.62539 452.319069
- L 333.62539 452.621753
- L 333.928074 452.924437
- L 333.928074 453.529806
- L 334.230759 453.83249
- L 334.230759 454.740543
- L 333.928074 455.043227
- L 333.928074 455.648596
- L 331.809284 457.767386
- L 331.809284 458.07007
- L 331.355258 458.524097
- L 331.052573 458.524097
- L 330.447205 459.129466
- L 328.933783 459.129466
- L 328.631099 459.43215
- L 328.328415 459.43215
- L 328.02573 459.734834
- L 326.814993 459.734834
- L 326.663651 459.886176
- L 326.663651 460.188861
- L 326.360967 460.491545
- L 326.360967 461.096914
- L 326.058282 461.399598
- L 326.058282 461.702282
- L 324.393519 463.367046
- L 322.577413 463.367046
- L 322.274728 463.66973
- L 320.761307 463.66973
- L 320.458623 463.367046
- L 319.853254 463.367046
- L 319.55057 463.064362
- L 319.247885 463.367046
- L 318.945201 463.064362
- L 314.707621 463.064362
- L 314.404936 463.367046
- L 312.588831 463.367046
- L 312.286146 463.064362
- L 309.561988 463.064362
- L 309.259303 462.761677
- L 307.140513 462.761677
- L 306.989171 462.610335
- L 307.291855 462.307651
- L 307.291855 460.794229
- L 306.989171 460.491545
- L 306.989171 459.886176
- L 306.383802 459.280808
- L 306.383802 458.978123
- L 306.081118 458.675439
- L 306.081118 458.372755
- L 305.778434 458.07007
- L 305.778434 457.767386
- L 305.475749 457.464702
- L 305.475749 457.162018
- L 305.173065 456.859333
- L 305.173065 454.740543
- L 305.475749 454.437859
- L 305.475749 453.83249
- L 305.778434 453.529806
- L 305.778434 453.227122
- L 306.081118 452.924437
- L 306.081118 452.621753
- L 306.686487 452.016384
- L 306.686487 451.7137
- L 306.989171 451.411016
- L 306.989171 450.805647
- L 307.291855 450.502963
- L 307.291855 450.200278
- L 307.59454 449.897594
- L 307.59454 449.59491
- L 307.897224 449.292226
- L 307.897224 448.989541
- L 308.199908 448.686857
- L 308.199908 448.384173
- L 308.502592 448.081488
- L 308.502592 447.778804
- L 310.772725 445.508672
- L 311.075409 445.508672
- L 311.680778 444.903303
- L 311.983462 444.903303
- L 312.286146 444.600619
- L 312.588831 444.600619
- L 312.891515 444.297934
- L 313.194199 444.297934
- L 313.496884 443.99525
- L 313.799568 443.99525
- L 314.404936 443.389882
- L 314.707621 443.389882
- L 315.010305 443.087197
- L 319.247885 443.087197
- L 319.55057 442.784513
- L 319.853254 442.784513
- L 320.155938 442.481829
- L 320.155938 442.481829
- " style="fill:none;stroke:#000000;stroke-width:0.5;"/>
- </g>
- <g id="text_153">
- <!-- C20 [noise]: Tot. var. expl. 2% -->
- <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-32"/>
- <use x="1427.263672" xlink:href="#DejaVuSans-25"/>
- </g>
- </g>
- </g>
- <g id="axes_97">
- <g clip-path="url(#p100d38110e)">
- <image height="33.12" id="image7976394365" 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(#p100d38110e)" d="M 359.967678 440.296514
- L 361.780457 440.296514
- L 362.143013 440.65907
- L 362.505569 440.65907
- L 362.868125 441.021626
- L 366.85624 441.021626
- L 367.581352 441.746738
- L 367.943908 441.746738
- L 368.306464 442.109294
- L 368.66902 442.109294
- L 369.031576 442.47185
- L 369.756688 442.47185
- L 371.206911 443.922074
- L 371.569467 443.922074
- L 372.294579 444.647186
- L 372.657135 444.647186
- L 373.926081 445.916131
- L 373.926081 446.278687
- L 374.651193 447.003799
- L 374.651193 447.366355
- L 375.013749 447.728911
- L 375.013749 448.091467
- L 375.376305 448.454023
- L 375.376305 449.179135
- L 375.738861 449.541691
- L 375.738861 450.266803
- L 376.101417 450.629358
- L 376.101417 452.804694
- L 376.463972 453.16725
- L 376.463972 456.067697
- L 376.101417 456.430253
- L 376.101417 456.792809
- L 375.738861 457.155365
- L 375.738861 457.517921
- L 375.376305 457.880477
- L 375.376305 458.243033
- L 374.288637 459.330701
- L 374.288637 459.693257
- L 373.563525 460.418368
- L 373.563525 461.506036
- L 373.200969 461.868592
- L 373.200969 462.231148
- L 372.838413 462.593704
- L 372.838413 464.406484
- L 372.294579 464.950318
- L 371.569467 464.950318
- L 371.206911 465.312874
- L 367.943908 465.312874
- L 367.581352 464.950318
- L 360.330234 464.950318
- L 359.967678 465.312874
- L 359.605122 464.950318
- L 358.88001 465.675429
- L 358.154898 465.675429
- L 357.792342 465.312874
- L 357.06723 465.312874
- L 356.704674 464.950318
- L 355.617007 464.950318
- L 355.254451 465.312874
- L 353.441671 465.312874
- L 352.716559 464.587762
- L 352.354003 464.587762
- L 352.172725 464.406484
- L 352.172725 462.593704
- L 351.085057 461.506036
- L 351.085057 461.14348
- L 350.722502 460.780924
- L 350.722502 460.418368
- L 350.359946 460.055813
- L 350.359946 459.693257
- L 349.99739 459.330701
- L 349.99739 458.968145
- L 349.634834 458.605589
- L 349.634834 458.243033
- L 348.909722 457.517921
- L 348.909722 456.430253
- L 349.272278 456.067697
- L 349.272278 450.266803
- L 349.634834 449.904247
- L 349.634834 448.091467
- L 349.99739 447.728911
- L 349.99739 447.366355
- L 352.716559 444.647186
- L 353.079115 444.647186
- L 353.441671 444.28463
- L 353.804227 444.28463
- L 355.254451 442.834406
- L 355.617007 442.834406
- L 356.342118 442.109294
- L 356.704674 442.109294
- L 357.429786 441.384182
- L 358.154898 441.384182
- L 358.517454 441.021626
- L 358.88001 441.021626
- L 359.242566 440.65907
- L 359.605122 440.65907
- L 359.967678 440.296514
- L 359.967678 440.296514
- " style="fill:none;stroke:#000000;stroke-width:0.5;"/>
- </g>
- </g>
- <g id="axes_98">
- <g clip-path="url(#p0db8330197)">
- <image height="39.6" id="image2f0183a584" 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(#p0db8330197)" d="M 403.950473 435.583287
- L 405.763253 435.583287
- L 406.125809 435.945843
- L 409.751368 435.945843
- L 410.113924 436.308399
- L 410.47648 436.308399
- L 410.839036 436.670955
- L 411.201592 436.670955
- L 411.926704 437.396067
- L 412.28926 437.396067
- L 412.651816 437.758623
- L 413.014372 437.758623
- L 414.283317 439.027569
- L 414.283317 439.390125
- L 415.370985 440.477792
- L 415.370985 440.840348
- L 415.733541 441.202904
- L 415.733541 441.56546
- L 416.096097 441.928016
- L 416.096097 442.290572
- L 416.458653 442.653128
- L 416.458653 443.015684
- L 416.821209 443.37824
- L 416.821209 443.740796
- L 417.183765 444.103352
- L 417.183765 444.465908
- L 417.546321 444.828464
- L 417.546321 445.19102
- L 417.908877 445.553575
- L 417.908877 446.278687
- L 418.271433 446.641243
- L 418.271433 447.366355
- L 418.633988 447.728911
- L 418.633988 449.541691
- L 418.996544 449.904247
- L 418.996544 450.629358
- L 419.3591 450.991914
- L 419.3591 452.804694
- L 419.721656 453.16725
- L 419.721656 456.792809
- L 419.3591 457.155365
- L 419.3591 458.243033
- L 418.996544 458.605589
- L 418.996544 459.330701
- L 418.633988 459.693257
- L 418.633988 460.418368
- L 418.271433 460.780924
- L 418.271433 461.14348
- L 417.908877 461.506036
- L 417.908877 461.868592
- L 417.546321 462.231148
- L 417.546321 462.593704
- L 417.183765 462.95626
- L 417.183765 463.318816
- L 416.096097 464.406484
- L 416.096097 464.76904
- L 414.645873 466.219263
- L 414.645873 466.581819
- L 413.014372 468.213321
- L 412.651816 468.213321
- L 411.926704 468.938433
- L 411.564148 468.938433
- L 410.839036 469.663545
- L 410.47648 469.663545
- L 410.113924 470.026101
- L 409.388812 470.026101
- L 409.026256 470.388657
- L 407.576033 470.388657
- L 407.213477 470.026101
- L 404.675585 470.026101
- L 404.313029 470.388657
- L 403.225362 470.388657
- L 402.862806 470.026101
- L 401.775138 470.026101
- L 401.412582 469.663545
- L 401.050026 469.663545
- L 400.68747 469.300989
- L 400.324914 469.300989
- L 399.962358 468.938433
- L 399.599802 468.938433
- L 398.512134 467.850765
- L 398.149579 467.850765
- L 396.336799 466.037985
- L 395.974243 466.037985
- L 395.792965 465.856707
- L 395.792965 465.494151
- L 395.067853 464.76904
- L 395.067853 464.406484
- L 394.342741 463.681372
- L 394.342741 463.318816
- L 393.617629 462.593704
- L 393.617629 462.231148
- L 393.255073 461.868592
- L 393.255073 461.506036
- L 392.892518 461.14348
- L 392.892518 458.968145
- L 392.529962 458.605589
- L 392.529962 457.155365
- L 392.167406 456.792809
- L 392.167406 455.342586
- L 392.529962 454.98003
- L 392.529962 450.629358
- L 392.892518 450.266803
- L 392.892518 449.179135
- L 393.255073 448.816579
- L 393.255073 446.641243
- L 393.617629 446.278687
- L 393.617629 445.916131
- L 393.980185 445.553575
- L 393.980185 445.19102
- L 394.342741 444.828464
- L 394.342741 444.465908
- L 394.705297 444.103352
- L 394.705297 443.740796
- L 395.067853 443.37824
- L 395.067853 443.015684
- L 395.430409 442.653128
- L 395.430409 441.928016
- L 395.792965 441.56546
- L 395.792965 441.202904
- L 396.880633 440.115237
- L 396.880633 439.752681
- L 397.968301 438.665013
- L 397.968301 438.302457
- L 398.87469 437.396067
- L 399.237246 437.396067
- L 399.599802 437.033511
- L 399.962358 437.033511
- L 400.324914 436.670955
- L 400.68747 436.670955
- L 401.050026 436.308399
- L 401.775138 436.308399
- L 402.137694 435.945843
- L 403.587917 435.945843
- L 403.950473 435.583287
- L 403.950473 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(#p5820e690cb)" d="M 432.524642 436.601983
- L 433.291912 440.426916
- L 434.059181 439.275973
- L 434.826451 441.215638
- L 435.59372 442.752523
- L 436.36099 442.767087
- L 437.128259 448.783814
- L 437.895529 439.479752
- L 438.662798 442.564377
- L 439.430068 443.316503
- L 440.197337 442.064285
- L 440.964607 445.635608
- L 441.731876 437.098612
- L 442.499146 440.785355
- L 443.266415 443.897274
- L 444.033685 437.98478
- L 444.800954 447.795852
- L 445.568224 434.655174
- L 446.335493 440.576964
- L 447.102763 439.545347
- L 447.870033 440.194778
- L 448.637302 445.476789
- L 449.404572 436.987861
- L 450.171841 448.114843
- L 450.939111 434.992562
- L 451.70638 444.721291
- L 452.47365 445.227013
- L 453.240919 437.232614
- L 454.008189 443.149599
- L 454.775458 444.170985
- L 455.542728 441.676792
- L 456.309997 444.116051
- L 457.077267 443.545706
- L 457.844536 441.233714
- L 458.611806 448.06883
- L 459.379075 436.655182
- L 460.146345 441.836031
- L 460.913614 438.115296
- L 461.680884 443.44271
- L 462.448153 446.167015
- L 463.215423 436.836976
- L 463.982693 443.491571
- L 464.749962 437.821968
- L 465.517232 441.087559
- L 466.284501 445.016715
- L 467.051771 435.566275
- L 467.81904 439.674889
- L 468.58631 441.541632
- L 469.353579 440.483019
- L 470.120849 446.367207
- L 470.888118 436.889146
- L 471.655388 448.172491
- L 472.422657 439.176524
- L 473.189927 442.30203
- L 473.957196 448.648578
- L 474.724466 436.579638
- L 475.491735 443.159994
- L 476.259005 438.883997
- L 477.793544 444.080407
- L 478.560813 439.58873
- L 479.328083 449.566105
- L 480.095352 435.35003
- L 480.862622 442.620516
- L 481.629892 436.609367
- L 482.397161 442.376638
- L 483.164431 444.571941
- L 483.9317 442.084842
- L 484.69897 442.799945
- L 485.466239 440.617325
- L 486.233509 439.700296
- L 487.000778 443.544153
- L 487.768048 438.938431
- L 488.535317 447.57057
- L 489.302587 435.839815
- L 490.837126 442.124396
- L 491.604395 440.722013
- L 492.371665 445.334714
- L 493.138934 437.708558
- L 493.906204 441.884848
- L 494.673473 441.225828
- L 495.440743 437.947834
- L 496.208012 447.474889
- L 496.975282 438.268126
- L 497.742552 444.488485
- L 498.509821 440.10278
- L 499.277091 442.115002
- L 500.04436 440.575898
- L 500.81163 443.433481
- L 501.578899 445.537821
- L 502.346169 437.473892
- L 503.113438 439.72107
- L 503.880708 442.651994
- L 504.647977 437.679843
- L 505.415247 445.178604
- L 506.182516 438.877212
- L 506.949786 438.164435
- L 507.717055 448.054616
- L 508.484325 438.486149
- L 509.251594 442.472934
- L 510.018864 440.544137
- L 511.553403 447.573443
- L 512.320672 439.933153
- L 513.087942 438.437573
- L 513.855211 444.353626
- L 514.622481 438.122458
- L 515.389751 447.015821
- L 516.15702 436.76789
- L 516.92429 441.296344
- L 517.691559 442.974113
- L 518.458829 438.680094
- L 519.226098 441.130825
- L 519.993368 440.877581
- L 520.760637 439.155576
- L 521.527907 447.365917
- L 522.295176 436.264011
- L 523.062446 440.371355
- L 523.829715 439.883943
- L 524.596985 438.657732
- L 525.364254 445.298598
- L 526.131524 436.753318
- L 526.898793 440.943425
- L 527.666063 438.069527
- L 528.433332 439.493204
- L 529.200602 448.479595
- L 529.967871 437.542235
- L 530.735141 439.350939
- L 531.502411 442.857297
- L 532.26968 439.159742
- L 533.03695 445.311114
- L 533.804219 439.952057
- L 534.571489 439.188817
- L 535.338758 441.646862
- L 536.106028 441.027714
- L 536.873297 448.981364
- L 537.640567 437.880021
- L 538.407836 444.059009
- L 539.175106 436.497412
- L 539.942375 439.684998
- L 541.476914 436.523042
- L 542.244184 442.985731
- L 543.011453 437.084708
- L 543.778723 444.044543
- L 544.545992 440.403696
- L 545.313262 446.877039
- L 546.080531 434.466292
- L 546.847801 440.671562
- L 547.61507 440.217513
- L 548.38234 439.332577
- L 549.14961 444.335174
- L 549.916879 440.97414
- L 550.684149 444.276344
- L 551.451418 437.199693
- L 552.985957 443.861139
- L 553.753227 438.704802
- L 554.520496 449.378557
- L 555.287766 436.371381
- L 556.055035 442.034294
- L 556.822305 438.611429
- L 557.589574 443.530373
- L 558.356844 440.97933
- L 559.124113 440.060989
- L 559.891383 447.527366
- L 560.658652 437.099514
- L 561.425922 443.988718
- L 562.193191 441.185881
- L 562.960461 443.392849
- L 563.72773 444.456809
- L 563.72773 444.456809
- " 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(#p192f049c8e)" d="M 432.524642 472.184379
- L 434.077235 472.442289
- L 435.629827 472.591062
- L 437.182419 472.650193
- L 438.735012 472.324656
- L 440.287604 472.656531
- L 441.840197 471.617067
- L 443.392789 472.474916
- L 444.945382 472.481173
- L 446.497974 472.493248
- L 448.050567 472.086248
- L 449.603159 472.637215
- L 451.155751 472.601089
- L 452.708344 472.661955
- L 454.260936 472.314601
- L 455.813529 472.132557
- L 457.366121 472.608749
- L 458.918714 472.124391
- L 460.471306 472.51637
- L 462.023899 472.020237
- L 463.576491 472.395428
- L 465.129083 472.46521
- L 466.681676 472.590486
- L 468.234268 472.384135
- L 469.786861 472.374368
- L 471.339453 472.464187
- L 472.892046 472.619949
- L 474.444638 471.454484
- L 475.997231 472.615943
- L 477.549823 470.814383
- L 479.102415 471.644128
- L 480.655008 472.151572
- L 482.2076 472.40283
- L 483.760193 472.483243
- L 485.312785 472.186314
- L 486.865378 471.933139
- L 488.41797 471.687341
- L 489.970563 471.846039
- L 491.523155 472.405254
- L 493.075747 472.243999
- L 494.62834 472.303119
- L 496.180932 472.643126
- L 497.733525 471.891887
- L 499.286117 472.378894
- L 500.83871 472.654277
- L 502.391302 472.437114
- L 503.943895 472.601034
- L 505.496487 472.580665
- L 507.049079 472.337386
- L 508.601672 472.33698
- L 510.154264 472.510104
- L 511.706857 472.343432
- L 513.259449 472.479587
- L 514.812042 471.535503
- L 516.364634 472.334264
- L 517.917227 472.59529
- L 519.469819 471.711051
- L 521.022412 472.55902
- L 522.575004 472.310744
- L 524.127596 472.334602
- L 525.680189 472.407577
- L 527.232781 472.477823
- L 528.785374 472.506145
- L 530.337966 472.299471
- L 531.890559 471.932642
- L 533.443151 472.379484
- L 534.995744 465.35664
- L 536.548336 472.56962
- L 538.100928 458.934853
- L 539.653521 469.476746
- L 541.206113 472.221363
- L 542.758706 463.151468
- L 544.311298 470.488263
- L 545.863891 471.865471
- L 547.416483 471.175777
- L 548.969076 470.829269
- L 550.521668 470.501453
- L 552.07426 471.896614
- L 553.626853 471.845685
- L 555.179445 472.498603
- L 556.732038 471.644597
- L 558.28463 472.49546
- L 559.837223 472.487743
- L 561.389815 470.744395
- L 562.942408 472.209856
- L 564.495 472.373298
- " style="fill:none;stroke:#ff0000;stroke-linecap:round;"/>
- </g>
- </g>
- <g id="axes_101">
- <g clip-path="url(#pbb0502259f)">
- <image height="27.6" id="imageadd4b26155" 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(#pbb0502259f)" d="M 37.849348 490.04624
- L 39.060085 490.04624
- L 39.362769 490.348924
- L 39.665454 490.348924
- L 39.968138 490.651608
- L 40.876191 490.651608
- L 41.178875 490.954293
- L 42.086928 490.954293
- L 42.389612 491.256977
- L 42.692297 491.256977
- L 42.994981 491.559661
- L 43.297665 491.559661
- L 43.600349 491.862346
- L 43.903034 491.862346
- L 44.205718 492.16503
- L 44.811087 492.16503
- L 45.113771 492.467714
- L 45.416455 492.467714
- L 46.324508 493.375767
- L 46.627193 493.375767
- L 48.897325 495.6459
- L 48.897325 495.948584
- L 49.502693 496.553952
- L 49.502693 496.856637
- L 50.108062 497.462005
- L 50.108062 497.76469
- L 50.713431 498.370058
- L 50.713431 498.975427
- L 51.016115 499.278111
- L 51.016115 499.580796
- L 51.318799 499.88348
- L 51.318799 500.186164
- L 51.621484 500.488848
- L 51.621484 501.094217
- L 51.924168 501.396901
- L 51.924168 502.304954
- L 51.621484 502.607639
- L 51.621484 503.213007
- L 49.502693 505.331797
- L 49.502693 505.634482
- L 49.048667 506.088508
- L 48.745983 506.088508
- L 48.140614 506.693877
- L 46.627193 506.693877
- L 46.324508 506.996561
- L 46.021824 506.996561
- L 45.71914 507.299245
- L 44.508402 507.299245
- L 44.35706 507.450588
- L 44.35706 507.753272
- L 44.054376 508.055956
- L 44.054376 508.661325
- L 43.751692 508.964009
- L 43.751692 509.266693
- L 42.086928 510.931457
- L 40.270822 510.931457
- L 39.968138 511.234141
- L 38.454716 511.234141
- L 38.152032 510.931457
- L 37.546663 510.931457
- L 37.243979 510.628773
- L 36.941295 510.931457
- L 36.63861 510.628773
- L 32.40103 510.628773
- L 32.098346 510.931457
- L 30.28224 510.931457
- L 29.979556 510.628773
- L 27.255397 510.628773
- L 26.952713 510.326088
- L 24.833922 510.326088
- L 24.68258 510.174746
- L 24.985265 509.872062
- L 24.985265 508.35864
- L 24.68258 508.055956
- L 24.68258 507.450588
- L 24.077212 506.845219
- L 24.077212 506.542535
- L 23.774527 506.23985
- L 23.774527 505.937166
- L 23.471843 505.634482
- L 23.471843 505.331797
- L 23.169159 505.029113
- L 23.169159 504.726429
- L 22.866474 504.423744
- L 22.866474 502.304954
- L 23.169159 502.00227
- L 23.169159 501.396901
- L 23.471843 501.094217
- L 23.471843 500.791533
- L 23.774527 500.488848
- L 23.774527 500.186164
- L 24.379896 499.580796
- L 24.379896 499.278111
- L 24.68258 498.975427
- L 24.68258 498.370058
- L 24.985265 498.067374
- L 24.985265 497.76469
- L 25.287949 497.462005
- L 25.287949 497.159321
- L 25.590633 496.856637
- L 25.590633 496.553952
- L 25.893318 496.251268
- L 25.893318 495.948584
- L 26.196002 495.6459
- L 26.196002 495.343215
- L 28.466134 493.073083
- L 28.768818 493.073083
- L 29.374187 492.467714
- L 29.676871 492.467714
- L 29.979556 492.16503
- L 30.28224 492.16503
- L 30.584924 491.862346
- L 30.887609 491.862346
- L 31.190293 491.559661
- L 31.492977 491.559661
- L 32.098346 490.954293
- L 32.40103 490.954293
- L 32.703714 490.651608
- L 36.941295 490.651608
- L 37.243979 490.348924
- L 37.546663 490.348924
- L 37.849348 490.04624
- L 37.849348 490.04624
- " style="fill:none;stroke:#000000;stroke-width:0.5;"/>
- </g>
- <g id="text_161">
- <!-- C21 [noise]: Tot. var. expl. 2% -->
- <g style="fill:#ff0000;" 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-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_102">
- <g clip-path="url(#pe26212d446)">
- <image height="33.12" id="imaged9da06cd9a" 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(#pe26212d446)" d="M 77.661087 487.860926
- L 79.473867 487.860926
- L 79.836423 488.223482
- L 80.198979 488.223482
- L 80.561534 488.586038
- L 84.54965 488.586038
- L 85.274762 489.311149
- L 85.637317 489.311149
- L 85.999873 489.673705
- L 86.362429 489.673705
- L 86.724985 490.036261
- L 87.450097 490.036261
- L 88.900321 491.486485
- L 89.262877 491.486485
- L 89.987989 492.211597
- L 90.350545 492.211597
- L 91.61949 493.480543
- L 91.61949 493.843099
- L 92.344602 494.56821
- L 92.344602 494.930766
- L 92.707158 495.293322
- L 92.707158 495.655878
- L 93.069714 496.018434
- L 93.069714 496.743546
- L 93.43227 497.106102
- L 93.43227 497.831214
- L 93.794826 498.19377
- L 93.794826 500.369105
- L 94.157382 500.731661
- L 94.157382 503.632109
- L 93.794826 503.994665
- L 93.794826 504.35722
- L 93.43227 504.719776
- L 93.43227 505.082332
- L 93.069714 505.444888
- L 93.069714 505.807444
- L 91.982046 506.895112
- L 91.982046 507.257668
- L 91.256934 507.98278
- L 91.256934 509.070447
- L 90.894378 509.433003
- L 90.894378 509.795559
- L 90.531823 510.158115
- L 90.531823 511.970895
- L 89.987989 512.514729
- L 89.262877 512.514729
- L 88.900321 512.877285
- L 85.637317 512.877285
- L 85.274762 512.514729
- L 78.023643 512.514729
- L 77.661087 512.877285
- L 77.298531 512.514729
- L 76.573419 513.239841
- L 75.848307 513.239841
- L 75.485751 512.877285
- L 74.76064 512.877285
- L 74.398084 512.514729
- L 73.310416 512.514729
- L 72.94786 512.877285
- L 71.13508 512.877285
- L 70.409968 512.152173
- L 70.047413 512.152173
- L 69.866135 511.970895
- L 69.866135 510.158115
- L 68.778467 509.070447
- L 68.778467 508.707892
- L 68.415911 508.345336
- L 68.415911 507.98278
- L 68.053355 507.620224
- L 68.053355 507.257668
- L 67.690799 506.895112
- L 67.690799 506.532556
- L 67.328243 506.17
- L 67.328243 505.807444
- L 66.603131 505.082332
- L 66.603131 503.994665
- L 66.965687 503.632109
- L 66.965687 497.831214
- L 67.328243 497.468658
- L 67.328243 495.655878
- L 67.690799 495.293322
- L 67.690799 494.930766
- L 70.409968 492.211597
- L 70.772524 492.211597
- L 71.13508 491.849041
- L 71.497636 491.849041
- L 72.94786 490.398817
- L 73.310416 490.398817
- L 74.035528 489.673705
- L 74.398084 489.673705
- L 75.123196 488.948593
- L 75.848307 488.948593
- L 76.210863 488.586038
- L 76.573419 488.586038
- L 76.935975 488.223482
- L 77.298531 488.223482
- L 77.661087 487.860926
- L 77.661087 487.860926
- " style="fill:none;stroke:#000000;stroke-width:0.5;"/>
- </g>
- </g>
- <g id="axes_103">
- <g clip-path="url(#p7abe5613b3)">
- <image height="39.6" id="imagec4aedb8b33" 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(#p7abe5613b3)" d="M 121.643883 483.147699
- L 123.456662 483.147699
- L 123.819218 483.510255
- L 127.444778 483.510255
- L 127.807334 483.87281
- L 128.169889 483.87281
- L 128.532445 484.235366
- L 128.895001 484.235366
- L 129.620113 484.960478
- L 129.982669 484.960478
- L 130.345225 485.323034
- L 130.707781 485.323034
- L 131.976727 486.59198
- L 131.976727 486.954536
- L 133.064394 488.042204
- L 133.064394 488.40476
- L 133.42695 488.767316
- L 133.42695 489.129871
- L 133.789506 489.492427
- L 133.789506 489.854983
- L 134.152062 490.217539
- L 134.152062 490.580095
- L 134.514618 490.942651
- L 134.514618 491.305207
- L 134.877174 491.667763
- L 134.877174 492.030319
- L 135.23973 492.392875
- L 135.23973 492.755431
- L 135.602286 493.117987
- L 135.602286 493.843099
- L 135.964842 494.205654
- L 135.964842 494.930766
- L 136.327398 495.293322
- L 136.327398 497.106102
- L 136.689954 497.468658
- L 136.689954 498.19377
- L 137.05251 498.556326
- L 137.05251 500.369105
- L 137.415066 500.731661
- L 137.415066 504.35722
- L 137.05251 504.719776
- L 137.05251 505.807444
- L 136.689954 506.17
- L 136.689954 506.895112
- L 136.327398 507.257668
- L 136.327398 507.98278
- L 135.964842 508.345336
- L 135.964842 508.707892
- L 135.602286 509.070447
- L 135.602286 509.433003
- L 135.23973 509.795559
- L 135.23973 510.158115
- L 134.877174 510.520671
- L 134.877174 510.883227
- L 133.789506 511.970895
- L 133.789506 512.333451
- L 132.339283 513.783675
- L 132.339283 514.14623
- L 130.707781 515.777732
- L 130.345225 515.777732
- L 129.620113 516.502844
- L 129.257557 516.502844
- L 128.532445 517.227956
- L 128.169889 517.227956
- L 127.807334 517.590512
- L 127.082222 517.590512
- L 126.719666 517.953068
- L 125.269442 517.953068
- L 124.906886 517.590512
- L 122.368995 517.590512
- L 122.006439 517.953068
- L 120.918771 517.953068
- L 120.556215 517.590512
- L 119.468547 517.590512
- L 119.105991 517.227956
- L 118.743435 517.227956
- L 118.380879 516.8654
- L 118.018323 516.8654
- L 117.655768 516.502844
- L 117.293212 516.502844
- L 116.205544 515.415176
- L 115.842988 515.415176
- L 114.030208 513.602397
- L 113.667652 513.602397
- L 113.486374 513.421119
- L 113.486374 513.058563
- L 112.761262 512.333451
- L 112.761262 511.970895
- L 112.036151 511.245783
- L 112.036151 510.883227
- L 111.311039 510.158115
- L 111.311039 509.795559
- L 110.948483 509.433003
- L 110.948483 509.070447
- L 110.585927 508.707892
- L 110.585927 506.532556
- L 110.223371 506.17
- L 110.223371 504.719776
- L 109.860815 504.35722
- L 109.860815 502.906997
- L 110.223371 502.544441
- L 110.223371 498.19377
- L 110.585927 497.831214
- L 110.585927 496.743546
- L 110.948483 496.38099
- L 110.948483 494.205654
- L 111.311039 493.843099
- L 111.311039 493.480543
- L 111.673595 493.117987
- L 111.673595 492.755431
- L 112.036151 492.392875
- L 112.036151 492.030319
- L 112.398707 491.667763
- L 112.398707 491.305207
- L 112.761262 490.942651
- L 112.761262 490.580095
- L 113.123818 490.217539
- L 113.123818 489.492427
- L 113.486374 489.129871
- L 113.486374 488.767316
- L 114.574042 487.679648
- L 114.574042 487.317092
- L 115.66171 486.229424
- L 115.66171 485.866868
- L 116.5681 484.960478
- L 116.930656 484.960478
- L 117.293212 484.597922
- L 117.655768 484.597922
- L 118.018323 484.235366
- L 118.380879 484.235366
- L 118.743435 483.87281
- L 119.468547 483.87281
- L 119.831103 483.510255
- L 121.281327 483.510255
- L 121.643883 483.147699
- L 121.643883 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:#ff0000;" 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:#ff0000;" 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:#ff0000;" 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(#p844f7516d7)" d="M 150.218051 485.258366
- L 150.985321 495.01664
- L 151.75259 490.24672
- L 152.51986 494.871279
- L 153.28713 494.3846
- L 154.054399 487.713079
- L 154.821669 496.357607
- L 155.588938 494.263303
- L 156.356208 489.792592
- L 157.123477 495.349779
- L 157.890747 488.419356
- L 158.658016 494.026127
- L 159.425286 491.060586
- L 160.192555 485.216209
- L 160.959825 491.086775
- L 161.727094 484.750321
- L 162.494364 493.08831
- L 163.261633 491.280128
- L 164.028903 491.091402
- L 164.796172 492.549801
- L 165.563442 484.874803
- L 166.330711 493.732073
- L 167.097981 488.060637
- L 167.86525 492.174131
- L 168.63252 492.115973
- L 169.39979 485.174665
- L 170.167059 493.898077
- L 170.934329 489.014174
- L 171.701598 489.792601
- L 172.468868 493.18258
- L 173.236137 490.394491
- L 174.003407 495.561811
- L 174.770676 493.966577
- L 175.537946 485.341704
- L 176.305215 495.775588
- L 177.072485 491.301183
- L 177.839754 489.79881
- L 178.607024 492.992009
- L 179.374293 486.006191
- L 180.141563 493.56704
- L 180.908832 490.427339
- L 181.676102 490.056536
- L 182.443371 492.430898
- L 183.210641 483.995509
- L 183.97791 494.88576
- L 184.74518 490.054265
- L 185.512449 493.419724
- L 186.279719 491.354653
- L 187.046989 485.454723
- L 187.814258 493.000161
- L 188.581528 487.796519
- L 189.348797 492.945553
- L 190.116067 492.570095
- L 190.883336 485.239526
- L 191.650606 494.783165
- L 192.417875 491.827587
- L 193.185145 489.714315
- L 193.952414 492.23084
- L 194.719684 486.127206
- L 195.486953 492.387112
- L 196.254223 485.537958
- L 197.021492 492.783987
- L 197.788762 488.404132
- L 199.323301 490.845713
- L 200.09057 482.875074
- L 200.85784 493.504605
- L 201.625109 486.152283
- L 202.392379 494.820707
- L 203.926918 485.598393
- L 204.694188 490.566696
- L 205.461457 483.134709
- L 206.228727 494.673549
- L 206.995996 490.766552
- L 207.763266 491.248711
- L 208.530535 492.327295
- L 209.297805 487.975905
- L 210.065074 494.696174
- L 210.832344 488.986842
- L 211.599613 492.190744
- L 212.366883 490.187437
- L 213.134152 483.99369
- L 213.901422 497.130516
- L 214.668691 490.870324
- L 215.435961 495.588011
- L 216.20323 492.849281
- L 216.9705 486.091065
- L 217.737769 492.61048
- L 218.505039 483.747539
- L 219.272309 495.451085
- L 220.039578 491.278431
- L 220.806848 488.016258
- L 221.574117 494.313088
- L 222.341387 487.247322
- L 223.108656 495.175576
- L 223.875926 491.325874
- L 224.643195 484.851113
- L 225.410465 493.05696
- L 226.177734 491.285385
- L 226.945004 490.801528
- L 227.712273 492.283426
- L 228.479543 484.836417
- L 229.246812 496.120433
- L 230.014082 492.849338
- L 230.781351 490.178433
- L 231.548621 491.945028
- L 232.31589 487.865445
- L 233.08316 493.650867
- L 233.850429 491.779678
- L 234.617699 485.57272
- L 235.384968 493.860424
- L 236.152238 489.06957
- L 236.919508 494.300943
- L 237.686777 490.654772
- L 238.454047 483.72572
- L 239.221316 495.492977
- L 239.988586 490.237567
- L 240.755855 493.536062
- L 241.523125 491.116433
- L 242.290394 484.851779
- L 243.057664 493.066572
- L 243.824933 488.695784
- L 244.592203 494.880738
- L 245.359472 491.331537
- L 246.126742 483.99647
- L 246.894011 496.401552
- L 247.661281 491.825575
- L 248.42855 489.231622
- L 249.19582 491.573278
- L 249.963089 483.827895
- L 250.730359 494.85989
- L 251.497628 491.55081
- L 252.264898 489.990154
- L 253.032168 491.224361
- L 253.799437 483.477364
- L 254.566707 494.657373
- L 255.333976 489.724915
- L 256.101246 495.500034
- L 256.868515 490.319875
- L 257.635785 493.606866
- L 258.403054 489.011086
- L 259.170324 489.601276
- L 259.937593 489.551056
- L 260.704863 482.030703
- L 261.472132 494.724221
- L 262.239402 486.206377
- L 263.006671 493.224547
- L 263.773941 488.398725
- L 264.54121 492.726368
- L 265.30848 490.36
- L 266.075749 485.049571
- L 266.843019 495.335553
- L 267.610288 489.165421
- L 268.377558 494.028856
- L 269.144827 491.430395
- L 269.912097 490.099151
- L 270.679367 491.446489
- L 271.446636 483.81259
- L 272.213906 494.37771
- L 272.981175 488.941523
- L 273.748445 495.421781
- L 274.515714 489.785013
- L 275.282984 488.280448
- L 276.050253 490.624656
- L 276.817523 484.643616
- L 277.584792 493.400232
- L 278.352062 487.144305
- L 279.119331 494.180063
- L 279.886601 490.520106
- L 280.65387 485.562535
- L 281.42114 494.610791
- L 281.42114 494.610791
- " style="fill:none;stroke:#ff0000;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:#ff0000;" 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:#ff0000;" 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:#ff0000;" 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:#ff0000;" 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(#p94c6d68b8d)" d="M 150.218051 520.192515
- L 151.770644 519.606372
- L 153.323236 520.177952
- L 154.875829 519.803238
- L 156.428421 520.045625
- L 157.981014 520.12076
- L 159.533606 519.023737
- L 161.086199 519.854642
- L 162.638791 520.004473
- L 164.191383 520.060409
- L 165.743976 520.226367
- L 167.296568 520.077701
- L 168.849161 519.795961
- L 170.401753 519.888749
- L 171.954346 520.184691
- L 173.506938 519.719208
- L 175.059531 520.120891
- L 176.612123 519.965509
- L 178.164715 519.974593
- L 179.717308 520.057007
- L 181.2699 520.167644
- L 182.822493 519.55417
- L 184.375085 519.880851
- L 185.927678 518.551339
- L 187.48027 519.325422
- L 189.032863 520.191301
- L 190.585455 520.043737
- L 192.138047 519.983528
- L 193.69064 520.138074
- L 195.243232 519.504272
- L 196.795825 518.799034
- L 198.348417 519.468886
- L 199.90101 520.026505
- L 201.453602 520.065414
- L 203.006195 519.643577
- L 204.558787 517.688723
- L 206.11138 519.489352
- L 207.663972 518.996149
- L 209.216564 519.95915
- L 210.769157 520.167306
- L 212.321749 520.148522
- L 213.874342 519.95832
- L 215.426934 519.906297
- L 216.979527 520.173319
- L 218.532119 519.875588
- L 220.084712 520.072487
- L 221.637304 519.967951
- L 223.189896 520.052218
- L 224.742489 520.130273
- L 226.295081 520.168493
- L 227.847674 520.148757
- L 229.400266 520.043001
- L 230.952859 519.673889
- L 232.505451 520.094958
- L 234.058044 520.117762
- L 235.610636 520.179168
- L 237.163228 520.22477
- L 238.715821 520.176818
- L 240.268413 520.044713
- L 241.821006 519.683669
- L 243.373598 520.056277
- L 244.926191 519.4401
- L 246.478783 520.15458
- L 248.031376 520.060774
- L 249.583968 519.570056
- L 251.13656 519.546826
- L 252.689153 509.506708
- L 254.241745 518.37995
- L 255.794338 506.499264
- L 257.34693 515.468817
- L 258.899523 519.803402
- L 260.452115 506.995033
- L 262.004708 519.677335
- L 263.5573 517.858867
- L 265.109892 517.934934
- L 266.662485 517.91283
- L 268.215077 520.184179
- L 269.76767 519.646051
- L 271.320262 519.189794
- L 272.872855 520.171072
- L 274.425447 520.184856
- L 275.97804 520.112931
- L 277.530632 520.040442
- L 279.083224 520.045134
- L 280.635817 520.189797
- L 282.188409 520.066897
- " style="fill:none;stroke:#ff0000;stroke-linecap:round;"/>
- </g>
- </g>
- <g id="axes_106">
- <g clip-path="url(#p9410993406)">
- <image height="27.6" id="imageef84001bb5" 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(#p9410993406)" d="M 320.155938 490.04624
- L 321.366676 490.04624
- L 321.66936 490.348924
- L 321.972044 490.348924
- L 322.274728 490.651608
- L 323.182781 490.651608
- L 323.485466 490.954293
- L 324.393519 490.954293
- L 324.696203 491.256977
- L 324.998887 491.256977
- L 325.301572 491.559661
- L 325.604256 491.559661
- L 325.90694 491.862346
- L 326.209624 491.862346
- L 326.512309 492.16503
- L 327.117677 492.16503
- L 327.420362 492.467714
- L 327.723046 492.467714
- L 328.631099 493.375767
- L 328.933783 493.375767
- L 331.203916 495.6459
- L 331.203916 495.948584
- L 331.809284 496.553952
- L 331.809284 496.856637
- L 332.414653 497.462005
- L 332.414653 497.76469
- L 333.020021 498.370058
- L 333.020021 498.975427
- L 333.322706 499.278111
- L 333.322706 499.580796
- L 333.62539 499.88348
- L 333.62539 500.186164
- L 333.928074 500.488848
- L 333.928074 501.094217
- L 334.230759 501.396901
- L 334.230759 502.304954
- L 333.928074 502.607639
- L 333.928074 503.213007
- L 331.809284 505.331797
- L 331.809284 505.634482
- L 331.355258 506.088508
- L 331.052573 506.088508
- L 330.447205 506.693877
- L 328.933783 506.693877
- L 328.631099 506.996561
- L 328.328415 506.996561
- L 328.02573 507.299245
- L 326.814993 507.299245
- L 326.663651 507.450588
- L 326.663651 507.753272
- L 326.360967 508.055956
- L 326.360967 508.661325
- L 326.058282 508.964009
- L 326.058282 509.266693
- L 324.393519 510.931457
- L 322.577413 510.931457
- L 322.274728 511.234141
- L 320.761307 511.234141
- L 320.458623 510.931457
- L 319.853254 510.931457
- L 319.55057 510.628773
- L 319.247885 510.931457
- L 318.945201 510.628773
- L 314.707621 510.628773
- L 314.404936 510.931457
- L 312.588831 510.931457
- L 312.286146 510.628773
- L 309.561988 510.628773
- L 309.259303 510.326088
- L 307.140513 510.326088
- L 306.989171 510.174746
- L 307.291855 509.872062
- L 307.291855 508.35864
- L 306.989171 508.055956
- L 306.989171 507.450588
- L 306.383802 506.845219
- L 306.383802 506.542535
- L 306.081118 506.23985
- L 306.081118 505.937166
- L 305.778434 505.634482
- L 305.778434 505.331797
- L 305.475749 505.029113
- L 305.475749 504.726429
- L 305.173065 504.423744
- L 305.173065 502.304954
- L 305.475749 502.00227
- L 305.475749 501.396901
- L 305.778434 501.094217
- L 305.778434 500.791533
- L 306.081118 500.488848
- L 306.081118 500.186164
- L 306.686487 499.580796
- L 306.686487 499.278111
- L 306.989171 498.975427
- L 306.989171 498.370058
- L 307.291855 498.067374
- L 307.291855 497.76469
- L 307.59454 497.462005
- L 307.59454 497.159321
- L 307.897224 496.856637
- L 307.897224 496.553952
- L 308.199908 496.251268
- L 308.199908 495.948584
- L 308.502592 495.6459
- L 308.502592 495.343215
- L 310.772725 493.073083
- L 311.075409 493.073083
- L 311.680778 492.467714
- L 311.983462 492.467714
- L 312.286146 492.16503
- L 312.588831 492.16503
- L 312.891515 491.862346
- L 313.194199 491.862346
- L 313.496884 491.559661
- L 313.799568 491.559661
- L 314.404936 490.954293
- L 314.707621 490.954293
- L 315.010305 490.651608
- L 319.247885 490.651608
- L 319.55057 490.348924
- L 319.853254 490.348924
- L 320.155938 490.04624
- L 320.155938 490.04624
- " style="fill:none;stroke:#000000;stroke-width:0.5;"/>
- </g>
- <g id="text_169">
- <!-- C22 [noise]: Tot. var. expl. 2% -->
- <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-32"/>
- <use x="1427.263672" xlink:href="#DejaVuSans-25"/>
- </g>
- </g>
- </g>
- <g id="axes_107">
- <g clip-path="url(#p940da92436)">
- <image height="33.12" id="image6523bafbaf" 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(#p940da92436)" d="M 359.967678 487.860926
- L 361.780457 487.860926
- L 362.143013 488.223482
- L 362.505569 488.223482
- L 362.868125 488.586038
- L 366.85624 488.586038
- L 367.581352 489.311149
- L 367.943908 489.311149
- L 368.306464 489.673705
- L 368.66902 489.673705
- L 369.031576 490.036261
- L 369.756688 490.036261
- L 371.206911 491.486485
- L 371.569467 491.486485
- L 372.294579 492.211597
- L 372.657135 492.211597
- L 373.926081 493.480543
- L 373.926081 493.843099
- L 374.651193 494.56821
- L 374.651193 494.930766
- L 375.013749 495.293322
- L 375.013749 495.655878
- L 375.376305 496.018434
- L 375.376305 496.743546
- L 375.738861 497.106102
- L 375.738861 497.831214
- L 376.101417 498.19377
- L 376.101417 500.369105
- L 376.463972 500.731661
- L 376.463972 503.632109
- L 376.101417 503.994665
- L 376.101417 504.35722
- L 375.738861 504.719776
- L 375.738861 505.082332
- L 375.376305 505.444888
- L 375.376305 505.807444
- L 374.288637 506.895112
- L 374.288637 507.257668
- L 373.563525 507.98278
- L 373.563525 509.070447
- L 373.200969 509.433003
- L 373.200969 509.795559
- L 372.838413 510.158115
- L 372.838413 511.970895
- L 372.294579 512.514729
- L 371.569467 512.514729
- L 371.206911 512.877285
- L 367.943908 512.877285
- L 367.581352 512.514729
- L 360.330234 512.514729
- L 359.967678 512.877285
- L 359.605122 512.514729
- L 358.88001 513.239841
- L 358.154898 513.239841
- L 357.792342 512.877285
- L 357.06723 512.877285
- L 356.704674 512.514729
- L 355.617007 512.514729
- L 355.254451 512.877285
- L 353.441671 512.877285
- L 352.716559 512.152173
- L 352.354003 512.152173
- L 352.172725 511.970895
- L 352.172725 510.158115
- L 351.085057 509.070447
- L 351.085057 508.707892
- L 350.722502 508.345336
- L 350.722502 507.98278
- L 350.359946 507.620224
- L 350.359946 507.257668
- L 349.99739 506.895112
- L 349.99739 506.532556
- L 349.634834 506.17
- L 349.634834 505.807444
- L 348.909722 505.082332
- L 348.909722 503.994665
- L 349.272278 503.632109
- L 349.272278 497.831214
- L 349.634834 497.468658
- L 349.634834 495.655878
- L 349.99739 495.293322
- L 349.99739 494.930766
- L 352.716559 492.211597
- L 353.079115 492.211597
- L 353.441671 491.849041
- L 353.804227 491.849041
- L 355.254451 490.398817
- L 355.617007 490.398817
- L 356.342118 489.673705
- L 356.704674 489.673705
- L 357.429786 488.948593
- L 358.154898 488.948593
- L 358.517454 488.586038
- L 358.88001 488.586038
- L 359.242566 488.223482
- L 359.605122 488.223482
- L 359.967678 487.860926
- L 359.967678 487.860926
- " style="fill:none;stroke:#000000;stroke-width:0.5;"/>
- </g>
- </g>
- <g id="axes_108">
- <g clip-path="url(#p172cdc3d2c)">
- <image height="39.6" id="imageb28f1c7c6c" 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(#p172cdc3d2c)" d="M 403.950473 483.147699
- L 405.763253 483.147699
- L 406.125809 483.510255
- L 409.751368 483.510255
- L 410.113924 483.87281
- L 410.47648 483.87281
- L 410.839036 484.235366
- L 411.201592 484.235366
- L 411.926704 484.960478
- L 412.28926 484.960478
- L 412.651816 485.323034
- L 413.014372 485.323034
- L 414.283317 486.59198
- L 414.283317 486.954536
- L 415.370985 488.042204
- L 415.370985 488.40476
- L 415.733541 488.767316
- L 415.733541 489.129871
- L 416.096097 489.492427
- L 416.096097 489.854983
- L 416.458653 490.217539
- L 416.458653 490.580095
- L 416.821209 490.942651
- L 416.821209 491.305207
- L 417.183765 491.667763
- L 417.183765 492.030319
- L 417.546321 492.392875
- L 417.546321 492.755431
- L 417.908877 493.117987
- L 417.908877 493.843099
- L 418.271433 494.205654
- L 418.271433 494.930766
- L 418.633988 495.293322
- L 418.633988 497.106102
- L 418.996544 497.468658
- L 418.996544 498.19377
- L 419.3591 498.556326
- L 419.3591 500.369105
- L 419.721656 500.731661
- L 419.721656 504.35722
- L 419.3591 504.719776
- L 419.3591 505.807444
- L 418.996544 506.17
- L 418.996544 506.895112
- L 418.633988 507.257668
- L 418.633988 507.98278
- L 418.271433 508.345336
- L 418.271433 508.707892
- L 417.908877 509.070447
- L 417.908877 509.433003
- L 417.546321 509.795559
- L 417.546321 510.158115
- L 417.183765 510.520671
- L 417.183765 510.883227
- L 416.096097 511.970895
- L 416.096097 512.333451
- L 414.645873 513.783675
- L 414.645873 514.14623
- L 413.014372 515.777732
- L 412.651816 515.777732
- L 411.926704 516.502844
- L 411.564148 516.502844
- L 410.839036 517.227956
- L 410.47648 517.227956
- L 410.113924 517.590512
- L 409.388812 517.590512
- L 409.026256 517.953068
- L 407.576033 517.953068
- L 407.213477 517.590512
- L 404.675585 517.590512
- L 404.313029 517.953068
- L 403.225362 517.953068
- L 402.862806 517.590512
- L 401.775138 517.590512
- L 401.412582 517.227956
- L 401.050026 517.227956
- L 400.68747 516.8654
- L 400.324914 516.8654
- L 399.962358 516.502844
- L 399.599802 516.502844
- L 398.512134 515.415176
- L 398.149579 515.415176
- L 396.336799 513.602397
- L 395.974243 513.602397
- L 395.792965 513.421119
- L 395.792965 513.058563
- L 395.067853 512.333451
- L 395.067853 511.970895
- L 394.342741 511.245783
- L 394.342741 510.883227
- L 393.617629 510.158115
- L 393.617629 509.795559
- L 393.255073 509.433003
- L 393.255073 509.070447
- L 392.892518 508.707892
- L 392.892518 506.532556
- L 392.529962 506.17
- L 392.529962 504.719776
- L 392.167406 504.35722
- L 392.167406 502.906997
- L 392.529962 502.544441
- L 392.529962 498.19377
- L 392.892518 497.831214
- L 392.892518 496.743546
- L 393.255073 496.38099
- L 393.255073 494.205654
- L 393.617629 493.843099
- L 393.617629 493.480543
- L 393.980185 493.117987
- L 393.980185 492.755431
- L 394.342741 492.392875
- L 394.342741 492.030319
- L 394.705297 491.667763
- L 394.705297 491.305207
- L 395.067853 490.942651
- L 395.067853 490.580095
- L 395.430409 490.217539
- L 395.430409 489.492427
- L 395.792965 489.129871
- L 395.792965 488.767316
- L 396.880633 487.679648
- L 396.880633 487.317092
- L 397.968301 486.229424
- L 397.968301 485.866868
- L 398.87469 484.960478
- L 399.237246 484.960478
- L 399.599802 484.597922
- L 399.962358 484.597922
- L 400.324914 484.235366
- L 400.68747 484.235366
- L 401.050026 483.87281
- L 401.775138 483.87281
- L 402.137694 483.510255
- L 403.587917 483.510255
- L 403.950473 483.147699
- L 403.950473 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(#p7b987bc9c2)" d="M 432.524642 490.793507
- L 433.291912 489.931824
- L 434.059181 494.691695
- L 434.826451 490.477657
- L 435.59372 493.63722
- L 437.128259 490.885882
- L 437.895529 496.782389
- L 438.662798 490.59674
- L 439.430068 489.536942
- L 440.197337 492.896919
- L 440.964607 489.646012
- L 441.731876 495.398498
- L 442.499146 491.021405
- L 443.266415 490.684781
- L 444.033685 491.445782
- L 444.800954 490.961093
- L 445.568224 493.973991
- L 446.335493 488.375202
- L 447.102763 487.076359
- L 447.870033 491.896428
- L 448.637302 488.014426
- L 449.404572 495.543204
- L 450.171841 489.510689
- L 450.939111 496.515944
- L 451.70638 491.738325
- L 452.47365 491.836139
- L 453.240919 497.130516
- L 454.008189 492.53504
- L 454.775458 493.499469
- L 455.542728 494.694157
- L 456.309997 491.988423
- L 457.077267 493.00434
- L 457.844536 493.333476
- L 458.611806 489.979133
- L 459.379075 494.711723
- L 460.146345 489.066006
- L 460.913614 489.610611
- L 461.680884 492.204874
- L 462.448153 490.540276
- L 463.215423 494.501234
- L 463.982693 490.423699
- L 464.749962 494.265889
- L 465.517232 491.679566
- L 466.284501 489.990366
- L 467.051771 493.557257
- L 467.81904 487.935285
- L 468.58631 492.824295
- L 469.353579 492.450308
- L 470.120849 490.484309
- L 470.888118 495.410106
- L 471.655388 491.591012
- L 472.422657 493.568174
- L 473.189927 491.314621
- L 473.957196 489.822336
- L 474.724466 495.707587
- L 475.491735 489.909354
- L 476.259005 490.972575
- L 477.026274 490.592944
- L 477.793544 489.188539
- L 478.560813 492.39279
- L 479.328083 490.663649
- L 480.095352 495.57162
- L 480.862622 489.193775
- L 481.629892 494.15593
- L 482.397161 490.169415
- L 483.164431 490.248234
- L 483.9317 492.216992
- L 484.69897 490.761129
- L 485.466239 495.056861
- L 486.233509 489.708372
- L 487.000778 490.408366
- L 487.768048 492.07194
- L 488.535317 489.048558
- L 489.302587 493.230613
- L 490.069856 487.589914
- L 490.837126 489.199354
- L 491.604395 488.725396
- L 492.371665 485.579245
- L 493.138934 495.065221
- L 493.906204 487.742871
- L 494.673473 495.108758
- L 495.440743 490.13447
- L 496.208012 490.052027
- L 496.975282 493.900918
- L 497.742552 488.829849
- L 498.509821 494.963746
- L 499.277091 489.179505
- L 500.81163 491.812961
- L 501.578899 489.291197
- L 502.346169 495.581654
- L 503.113438 488.072089
- L 503.880708 488.787689
- L 504.647977 491.161048
- L 505.415247 488.166411
- L 506.182516 491.373162
- L 506.949786 489.066695
- L 507.717055 488.013807
- L 508.484325 490.694711
- L 509.251594 486.954162
- L 510.018864 490.262905
- L 510.786133 492.623966
- L 511.553403 489.093612
- L 512.320672 491.383395
- L 513.087942 486.808744
- L 513.855211 489.529108
- L 514.622481 493.79609
- L 515.389751 489.570334
- L 516.15702 493.985173
- L 516.92429 490.028711
- L 517.691559 489.230299
- L 518.458829 491.678153
- L 519.226098 487.780478
- L 519.993368 490.584507
- L 520.760637 489.422652
- L 521.527907 484.742722
- L 522.295176 490.105671
- L 523.062446 485.889188
- L 523.829715 489.30774
- L 524.596985 487.703005
- L 525.364254 487.573867
- L 526.131524 488.586162
- L 526.898793 486.269242
- L 527.666063 489.632253
- L 529.200602 486.283825
- L 529.967871 490.595573
- L 530.735141 483.865615
- L 531.502411 486.286379
- L 532.26968 487.183226
- L 533.03695 485.25703
- L 533.804219 489.911866
- L 534.571489 485.954594
- L 535.338758 487.724663
- L 536.106028 488.073373
- L 536.873297 484.874528
- L 537.640567 489.127446
- L 538.407836 484.485082
- L 539.175106 489.667506
- L 539.942375 484.050687
- L 540.709645 490.47566
- L 541.476914 485.053444
- L 542.244184 487.543358
- L 543.011453 486.267776
- L 543.778723 484.590767
- L 544.545992 486.256953
- L 545.313262 485.34412
- L 546.080531 490.728557
- L 546.847801 484.28462
- L 547.61507 489.74342
- L 548.38234 484.896482
- L 549.14961 485.998604
- L 549.916879 487.38428
- L 550.684149 483.803548
- L 551.451418 490.752323
- L 552.218688 485.829063
- L 552.985957 484.351462
- L 553.753227 488.358098
- L 554.520496 484.258658
- L 555.287766 490.388533
- L 556.055035 484.951205
- L 556.822305 491.444462
- L 557.589574 482.030703
- L 558.356844 489.494879
- L 559.891383 483.507106
- L 560.658652 489.416622
- L 561.425922 487.151834
- L 562.193191 490.299082
- L 562.960461 487.091621
- L 563.72773 485.257388
- L 563.72773 485.257388
- " 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(#p006cbde0e6)" d="M 432.524642 506.499264
- L 434.077235 517.586045
- L 435.629827 520.084211
- L 437.182419 520.034018
- L 438.735012 520.032435
- L 440.287604 519.738808
- L 441.840197 519.791549
- L 443.392789 519.434138
- L 444.945382 519.62181
- L 446.497974 520.209089
- L 448.050567 520.226367
- L 449.603159 520.16217
- L 451.155751 519.923685
- L 452.708344 520.062041
- L 454.260936 520.163759
- L 455.813529 520.198452
- L 457.366121 520.089473
- L 458.918714 519.940872
- L 460.471306 520.139609
- L 462.023899 520.140067
- L 463.576491 520.221325
- L 465.129083 520.163304
- L 466.681676 520.172127
- L 468.234268 520.158522
- L 469.786861 520.221127
- L 471.339453 519.833573
- L 472.892046 520.205617
- L 474.444638 520.220113
- L 475.997231 520.005989
- L 477.549823 519.702005
- L 479.102415 520.023381
- L 480.655008 520.161274
- L 482.2076 520.041607
- L 483.760193 520.15801
- L 485.312785 520.092484
- L 486.865378 520.070636
- L 488.41797 520.151128
- L 489.970563 520.212872
- L 491.523155 520.18691
- L 493.075747 520.170011
- L 494.62834 520.179455
- L 496.180932 520.176505
- L 497.733525 520.155823
- L 499.286117 520.153774
- L 500.83871 520.197838
- L 502.391302 520.144394
- L 503.943895 520.221259
- L 505.496487 520.218109
- L 507.049079 520.194801
- L 508.601672 519.947008
- L 510.154264 520.157658
- L 511.706857 520.207109
- L 513.259449 520.19384
- L 514.812042 520.206251
- L 516.364634 520.153741
- L 517.917227 520.160597
- L 519.469819 520.225654
- L 521.022412 520.172831
- L 522.575004 519.881756
- L 524.127596 519.82627
- L 525.680189 520.225007
- L 527.232781 520.189103
- L 528.785374 520.168668
- L 530.337966 520.154192
- L 531.890559 520.1785
- L 533.443151 520.209833
- L 534.995744 517.670319
- L 536.548336 519.629376
- L 538.100928 517.317487
- L 539.653521 518.6948
- L 541.206113 520.153356
- L 542.758706 516.293517
- L 544.311298 520.154867
- L 545.863891 519.537436
- L 547.416483 519.275539
- L 548.969076 519.908967
- L 550.521668 520.199673
- L 552.07426 519.783872
- L 553.626853 520.220555
- L 555.179445 520.102856
- L 556.732038 519.92049
- L 558.28463 520.045007
- L 559.837223 520.121373
- L 561.389815 520.05457
- L 562.942408 519.836584
- L 564.495 520.148588
- " style="fill:none;stroke:#ff0000;stroke-linecap:round;"/>
- </g>
- </g>
- <g id="axes_111">
- <g clip-path="url(#pc209eee849)">
- <image height="27.6" id="image2ac35d0f26" 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(#pc209eee849)" d="M 37.849348 537.610651
- L 39.060085 537.610651
- L 39.362769 537.913335
- L 39.665454 537.913335
- L 39.968138 538.21602
- L 40.876191 538.21602
- L 41.178875 538.518704
- L 42.086928 538.518704
- L 42.389612 538.821388
- L 42.692297 538.821388
- L 42.994981 539.124073
- L 43.297665 539.124073
- L 43.600349 539.426757
- L 43.903034 539.426757
- L 44.205718 539.729441
- L 44.811087 539.729441
- L 45.113771 540.032126
- L 45.416455 540.032126
- L 46.324508 540.940178
- L 46.627193 540.940178
- L 48.897325 543.210311
- L 48.897325 543.512995
- L 49.502693 544.118364
- L 49.502693 544.421048
- L 50.108062 545.026417
- L 50.108062 545.329101
- L 50.713431 545.93447
- L 50.713431 546.539838
- L 51.016115 546.842522
- L 51.016115 547.145207
- L 51.318799 547.447891
- L 51.318799 547.750575
- L 51.621484 548.05326
- L 51.621484 548.658628
- L 51.924168 548.961313
- L 51.924168 549.869366
- L 51.621484 550.17205
- L 51.621484 550.777418
- L 49.502693 552.896209
- L 49.502693 553.198893
- L 49.048667 553.652919
- L 48.745983 553.652919
- L 48.140614 554.258288
- L 46.627193 554.258288
- L 46.324508 554.560972
- L 46.021824 554.560972
- L 45.71914 554.863657
- L 44.508402 554.863657
- L 44.35706 555.014999
- L 44.35706 555.317683
- L 44.054376 555.620367
- L 44.054376 556.225736
- L 43.751692 556.52842
- L 43.751692 556.831105
- L 42.086928 558.495868
- L 40.270822 558.495868
- L 39.968138 558.798553
- L 38.454716 558.798553
- L 38.152032 558.495868
- L 37.546663 558.495868
- L 37.243979 558.193184
- L 36.941295 558.495868
- L 36.63861 558.193184
- L 32.40103 558.193184
- L 32.098346 558.495868
- L 30.28224 558.495868
- L 29.979556 558.193184
- L 27.255397 558.193184
- L 26.952713 557.8905
- L 24.833922 557.8905
- L 24.68258 557.739158
- L 24.985265 557.436473
- L 24.985265 555.923052
- L 24.68258 555.620367
- L 24.68258 555.014999
- L 24.077212 554.40963
- L 24.077212 554.106946
- L 23.774527 553.804262
- L 23.774527 553.501577
- L 23.471843 553.198893
- L 23.471843 552.896209
- L 23.169159 552.593524
- L 23.169159 552.29084
- L 22.866474 551.988156
- L 22.866474 549.869366
- L 23.169159 549.566681
- L 23.169159 548.961313
- L 23.471843 548.658628
- L 23.471843 548.355944
- L 23.774527 548.05326
- L 23.774527 547.750575
- L 24.379896 547.145207
- L 24.379896 546.842522
- L 24.68258 546.539838
- L 24.68258 545.93447
- L 24.985265 545.631785
- L 24.985265 545.329101
- L 25.287949 545.026417
- L 25.287949 544.723732
- L 25.590633 544.421048
- L 25.590633 544.118364
- L 25.893318 543.815679
- L 25.893318 543.512995
- L 26.196002 543.210311
- L 26.196002 542.907626
- L 28.466134 540.637494
- L 28.768818 540.637494
- L 29.374187 540.032126
- L 29.676871 540.032126
- L 29.979556 539.729441
- L 30.28224 539.729441
- L 30.584924 539.426757
- L 30.887609 539.426757
- L 31.190293 539.124073
- L 31.492977 539.124073
- L 32.098346 538.518704
- L 32.40103 538.518704
- L 32.703714 538.21602
- L 36.941295 538.21602
- L 37.243979 537.913335
- L 37.546663 537.913335
- L 37.849348 537.610651
- L 37.849348 537.610651
- " 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(#pe747a6fe47)">
- <image height="33.12" id="imagefed384959f" transform="scale(1 -1)translate(0 -33.12)" width="33.12" x="63.702684" xlink:href="data:image/png;base64,
- iVBORw0KGgoAAAANSUhEUgAAAIoAAACKCAYAAAB1h9JkAAAABHNCSVQICAgIfAhkiAAAIABJREFUeJztnX9s3dd12D9X9KPKR4J8tvMkjTREChYtl45NBhbVWHHKZpDcWEHlLpATOEXsYXUGdAUcrGmaDlj3R7CtQ7ZuWAcshRcXjYIkaKqtUbPEa6w2VRrLqaVOoi0zlqhCpCG+iHqW/CiQT+V7lu7++J57z7m0nD5SlGRn3wMIvO+r+73f+73fc8/vc67zvunJIYd/ANbc7Ank8O6AHFFyaAlyRMmhJcgRJYeWIEeUHFqCHFFyaAlyRMmhJcgRJYeWIEeUHFqCHFFyaAlyRMmhJcgRJYeWIEeUHFqCHFFyaAlyRMmhJcgRJYeWIEeUHFqCW272BFYL/qe8yhTwM3Lt13nzZk3npw5yipJDS3DzKMpHC9nfGWB71lz7Xzx/KP/9K3wV+PhVb/2YTPtv5Pdrp2Hjpqw9Jv8ymAIGpP154N+swsRXDu5YNm8/cgT4c7n6NLBB2ltYy14AGs8DQ9nVw7fC1ptMHd1NCa4+VoDvSHsS6JTJDHrYnLW7PwJz/Fy4ARoNAHa3e771vFw+In9rKHb0g592+qymeW6P/B0A1n0KgKd4mv/2olxvh0dHsuY3+C2e4QsA/L48AjK2dvIN+VEBX3D6nAW5XjXPLAOD0n5W/jYAeQ6boacr+wQXXwEOy/U6MCHtR3Q4v8OBe1l+3c2Ngpz15NAS3ECKcj/8y5f054D83QqMmwn1ynR6wXfKbl0g7sr1t3rO/Q/pfEj+9gG7pT0I/pDcVwFKxPHicw6R7XTA/ZqHA3K9qP3v+mWd00kP7JcfTfCHZfwqKcUKMGye2wkOeSd5pi+6yFa4tR03s5hdn3K4aek7hVLMMZk/4B9dawZ/BPjvV5nA6sONk1FOv6TvVyXScldTPPU4fDP7CK7PZyQaoGn6NYFRuS6LRx/KVmrAnLSnyZAlQGBPQ+DKMl6FDEEATgEPZM2TbxBZIjMo+ygDIl4xaZ7V0P5uzuNRZPKj0h6WvkWgax0AW5jF98nkvwz+81nfS4vQ8c9lvEmP75cxXgT6zsl7B/3u+kPOenJoCW6s1hN21ASZsAb4U053aAUl5d8xbGiQjDoEWDD3QraTZQxXfBtOagRM12/YzQFUUh0EXpD2KTPfJhlVASin7JF2ud5AqVcNXNXMY4YU+okUapsD5i/G+y5nXIg5oCMIs706nv/lHsaEjPUAf3aDtKEbhyib2mGv8JISygYOoLLDFCq77AZfF0SYIKrQgMoLQUapki0+ooUEFrcVRbBmRsIBfM3pGFWiBuIGfZQdfMNlGnXos9X0CXOE2P++bTDOQ9mPmed0bsNE5I9IXALvhN34i8rixqBNEHqD3TQLxI3l3pij/dasfeN0npz15NAi3DiKcq4BX5f2w6jwWSUTCoHLx3VH+arLKEzoE3bXj8yYgSptRW0OVZSigAqqdfDPCoU6jLKJpo7tiy4VVAOlC/YRhMoFllRXjealc8C6E9n1vvtg7CUdR+bj54w2Fp5fNeOXiJoRVXB1w77kPfwRp0L+TqD9amrX6sONQ5TPwcuyjvf2oOS7n7gIx4DqmaxdOpMqLOF7l7YoHtz9BWkMmo51IuJRRz98EfiytDuJrIRBcCX5IA+AL8vHLJg+1SXzDUhZETYGsAsQZYR1Z3XC47xVhV4w85ogk4fCM8PL7SRbELJr8TmHUHnrFPBpbgjkrCeHluAGUBSR1J5V4f/eOZR8dhI1hzngoLkcNuUQap/auIa3mMQdXslPHbWvbAVfkZ1Y06kwDG6PUJH9qC0EUjP/b0p7Ssd0TX1WpD6Am/I6/hRKdZqoTSVoV2WU3TSJgjjT6LosgB+T+04Bv2PuHZB2kcwdAjByfVnQ9UWUc4VIYl+eNaJDA/04p4gLWCaznUF2W/je24Hu9fKjF1xBPnJY+GdRchywC7IPavxI/rfFmDfkYZ/0mTP39KLsZgjF2iFwFfPMYCwseWUhFuZQxD2oxj3/2FV8UBaxjdmApnkn6zuqEf1hlFHEus6Qs54cWoLrQ1G+bbaZsJV734dSgFHUzrBAJMP3dsGx+axt3D9UgcKsDDcLfptQhh2yy/vQXVYh7kDfdGqcO+zU1zLgcGPG/xI0DcAd8XECfp9QgAEzmQJKRQ6hdppB4Lel3a9zoA6+R8YJRj5QNjWEUpQmV9f0GqgdqRfYI+1T5jn8V66nZHt9EOUZ+bsbXchedHEW0Bc0ssPfzasCUELXrw50CO27fIWIfL7dOOcs6wnkOzwPmUeYi+3/gulTQNlQ2YwDSuInzTWj2nP8Ekx2ZO3/YMbfjKrx4eVqqIxSA56TdgVFwhLKvoooMhfQcIUp8/zyb8K264coOevJoSVYfYryiwXdiafQ3XIE3a27SI1isrsKZLY4gAf4MazNIr/8gIvaSFsJ1XrCrpxAqUePGduwFIroLp82YxRIDGrxnu1ocNFWVLBtR3e9ZQ8n2uH45ay9t03J4ZgRZktCASfRNfoSSjmsHSWoeWG+oX/vkuunzPVtXDdYfUSZRBf7GHERLl2BjtBnkDTkQMjnxvdB/9HX5T8qhBBBt8e42as6ZpQdJtGPN2Keb7WrMurAWzAq67D2d6Mev9mopA1z75BpT5t2kB2OtemzBnVMX3fwZ3I9aFQyh/huIe6mQIrcdjNZ7Ur8VGfPqDbfYZ2m1wFy1pNDS7B6FOVfC8pvR7WbcbgkJvkm0BF2Xw8qhBWJwp5reiPF3w47spbvUY2FMqoSTZprYfdNkAqHgVQPEKmCq6j9w9edhjwsmN1fE3uLPCd6so2n2lW9WhH7UCPQsDG5T6KsLVCFfhKK6ha8zjEY6g6SssEpmePvO74ioQigChBF4E/kAY+uvvFt9RAlCBeHUH5e029aAz4cQvvqKFlvR9XZIYf7Ax/7+HFjoArqdAVlA9YgFVjcn2p0wEFg5HTWfvw0vD98sF3ge53OJRjQxj1+ykSmBZmijPpdxtEPXjbvWgEWL2XtBztUVbZyTGCZJVSdt2sxg6rHh0gsyX4hm8u3FlXLfgzoeNCMI+vhzt2CX7e6cSo568mhJVgditIoaBzrQXQHdcKAGNAaEEnp//mBUul7u1Ah05qzbRxsCZXubUDPY/K3AG6vaBa3OcoXdLgp6TIAXJK0DD/n1Fi3ldTvFNhmBU2dGDbPxzy/hLKQ05eJ0uxCB65d5rPLpSkYkFEL8WT7aRPaMIYK1sNewx8KLrocmqhZ5sNrSV0WpSV/VxFWB1Ha23F/JJHkGHZRhA23SbsM5yXM4BkUBx6Zh19ar/1jTs6c6dQk9WkE1VYWxJW88vPN8AlBiBEU7zZ0wcuCtEMnwP+qkTkGZJyi11gTY+FlEEXmCVTmGEbZw2AbLGzQ/uEDVs18Ax+uoPLVhBm7hEbqtbvY/9LRdCqBazFogs73k8Tk9Hw6+7RzqxQqmbOeHFqCa6Qo/wIA99yiahR1rzkoZZf4NG7/3aw5NpvGM8dt34lKag2UnW1Fx9lKTKmIkWNVlxjQNoh2tcFqQ1+Hew+Z++a0f9SABl30TLd/ABohEKmpz/TjLtpRfMHBU/LeeA1pqILrNN7m8H6BFFiDWztKLY+hWlSJSCHqwMZAmU2Oj/Vkx3cB2A8Xxdbi/uIWvLt2qpJTlBxagmvMFLwfgB7GufhXcqkXtVzWiDzfH3CZuZqM5wZ5sPsO1LpZhbPfy5ploO0j6I+wA01Ue1STp8y1QVIrZmibuBcq6O4eRYOSql7nPonmR8+hBovHiUlqVEgDkIxDz02JMDvilEoE9fgQ6oycQallr86FknmnKirk9vrEzB+omJvyaRyucSj+p/+bNT9zDfLKNbCe+4GzAMzRA9slN6W9G+4aAGCYccZPmlhP+dgdd0BHED5L6AI3VSZtW48KeS+g0lyBNJJM7ouI9CwaMbbdjD2BIsduUtYT7i2Z51jzfB01v38d3GHZWyNGeJ9EBdhBHcc1PX7ICOjh/62pPqRzVBUJfMkg2BRR+PVDJkSiX+9lRvtQMWvw4iU+E7PcA+YvH3LWk0NLsGyK8rrc8p6vvZTGbgSSualEqHk0fk71f6ZJLZqWQgQhsxPaJIcqYTE2FNBkBV5VkLOxLgtGqCySOPPiLh/MLLKhT2QrYQ6kucRu0pB462i0gvMoajvpRJPNrC0mULc+Y8KvEKmkG/Was2zTO5qm1EZF58iXgKN/Jz+qMBvIZA/u+e8C4D/QD4Q+y4NlI8p72JI1vmMmWUY/6rnXsnQFSHX7HpTc9qIf04ayDZHGrIb+T5Ga6226AqQeaxu4XCc1nxs25AbV9e+3m+Dn4GaYQgOkCgZ5Rol2F49hDzbI10Sh+YpT31PN/L9oaa5s5KInUblrAnUbWCRsokhjww8mIMGmMNDaDcqSPnCWlULOenJoCZYvzP7RyezvAGq7WIrlQ8aMand62HFWKl+6E210usmaiwKsNZuHwKLDpJpQoDhNdBcXUWHSONCYQFloH0rRSqjDz2Tz+R0aREXFzHHIzGuBSI1cwWdm/NAfMrYjPgzfq+6EdV0we1r6PoeGPNbQ2JuCmfsOdC6fAfZ+UOdusij9ERnzFeCeXfIfyxNsl48oT8jfz6Eks4Dy6iq6wKOkNUasD6KHt4LVaGog5cyS7P9k0QJYlXzKjFGQNFFEVglk2vpH9pGyhOCEaqCGMJv2OU3GIiB7z/AeNhgrzEP6BL9PLPbTp+zMTXj1ZFeAL+q8/vKKGU/CNcrmkRvRZ/pTTrU0y+ZLqIjQCzDLSiBnPTm0BMunKE5o/PaCkntrE7AR5lV0Z00Td7Ib85qwfQwdpx1lQ7ayUSepMSlQhkAJDqJCs7V/2F1uym7RZ7L8aqjNo+41cOkHl2FTG0Am7Ib6K71ehcxh0rjdsLsHnbI5m2Am827vA3fSpItYAVq0pR9eUcXJ2g9tdslGY4hjqxlnnFQzexiFNyR5/tYp3kqa3x5WbnAbQz9Yw9QpO0L6UcPiNZ0WlzmAspJHuGqRHIYl4g2pVRIW3lpA6+ZvQBrLw/u1r684rQ7QMGpzHfiqBBxxFlURxuF0hrVuzmcyAGQIET4I6EawJB4NNOJhkwQvm6BxUt/fN52y6ibKws1rWkc6mH1pMMiVPP4BF98vbooHTNtthJnXZL6DuulbgJz15NASrJyi3Hof3JoFkqzlu/BNuW5UeN9jdvGUsUcsSdhyPcbgFJD8WZTcD/ksZQMyyhF2yICOEdlaxesOHQS/18XnRwq0gGpMY8AhyQ+Y7IDFoA0Yze3CeajfnrWHUT/NhHZhmDQFJAjUZZTShGsVkvzlmGEwqNeHT1zV1UMBuL9L3y/mYU8qVfedTmNs6l6pW9ffQ9/Py80/ZDmwckQ5/RJsuuut183iuR71XbiKx08YRAmySA9p/ZBgpa2TRmwFlmRDEUK5LKuCBq0B8AedygeGpNME/5yxzAbfyQSkhdvCly3qe21G2U0DRVYT6OSGVZNxEz4ilt8q18omKHsaHXta37njIfigLeRjcpUim58AfkOuD6Eby1Z3OKTGRTZD9z/Nmo8Ae5fhJMxZTw4twcopyu8BY5nxbcOjMB18IY0l9goR/PwxF7H88iK0hd3yBCqI2rqtFhqk9TDCbjTlvaKg/IApwXUQhd4l5cjlOa7pNfzwSZdUcwwk25W1CCDjJMWG+d6r+rL1jVlz0KR6jICfNM9FhPPAS/YRhXlX8UqtysDj+n5RGzv6xxBPDKgTnUZnRmG9sMfZS9Al7HTe+HY+dicXxRA3vYllwcoRZYrIPqZfcWnIWmjXSR2HAm1NUqvrDjNmQJRelAu0m/4NYtK+mzFalNznZ1xc7Evz0BEiw5bEerhRuffLwHezVFDHNNwhfXahGlPVpQnuQR5q9zromm519G0mcYDGapAhLaXiVLk6hd7Xj7LIGmltsqjhFFH5yVoOi8Yf1KH952vExTPG0O/XgXtoGXLWk0NLcG0xs6ZgbhTqBkn8ODGO1Nax6ESz7aa9CrDGM0vNZNv1optoDt3poeyF9AcS6tPRh1Klx0iE5shWOr25eRrOyJae2hB9MP6gSbnoRbW6EacspkA09Pk5E14xYthiEHYLJq74cZfIzJHSGAMlnSi1OPJLSRiFrVEbXQEH0ai9AZ/aegILX2Yy4coRZRSdcKep5lxD3fYzps8Qmjo6aKT+SbRtLYpjRvWzLzWKvnhIBR1wSehfjO4CVVkHzH32+sNAj/D2iQ8q6R9CF3U7Wvr0FNqn08S1WOv019AQiDLq47GGxaAeD2iqiS8b2cWm5mI0syf0ml9wqgENk869afqEenXHiGuz7ioK60+CnPXk0BKsnKI8QhKlFtnEHGnNjiBUmaQov99pVNcL6M5Z0D4UUNZmy2HZuNYQa7pgdmXR6f/36X02HpWaJpr5Q2qcYhfKYmw02hOkgdE2GS2M3/DxHl9yStU6ScqsA2llx63EkuW8gWqMfTaPA/ymoOLdTSSN80QqsrEd3GlZ0xKRSvtBF/1abkAj9f5doEQtwsoRZQENaShJCiSiIQQ+O4PGZRS1UoHf7+KHcjOaOpkEHdvcF2uUq5PIMRFEDXc9Hr/TsL4Ax3Q8X3IqFx0gqtnu016dhbZCYwN1rJmYGTdh+P8Q0bDmFlQGYTNpLE3oG+Y+AQ0TYR/rvb3YSDVAQab1/A3nTpq1kLV+rYgaIidQeehJj/8FeUETGuqXGZGfs54cWoKVU5Rp44E9QEy6du0+2gV8yann9Bha87WkWXV+RLPzkvwc60/vIfW1B/ZgQ0QDZe4knqIBaEzuYfSEis3m4CUb5HPIlNHa6dJwiSAojpm5FM0cKmYOPagvaYfOIboNvkjMPHQln5S3iCzLBJS7oodvyw9bnLCBuizmL8Jt3VnbCtZV9JgXW0rjUZYFK0YUt5THWdYQLI3tugi+5PTUrSVhkTHCvd9rQDNqxHPDPvWKLa03UkMXuGgsoVUiS7p8AtqCMe0ISvqN6ukXjG+ogWpG1ol5xPTf4aJm5Mo+Y7uQsTzDWiIrDuEJFTRU0YZ8Gj+OH3Iq87ygcperqiWZrwHz/1l+jMMFWdQLn4BfuTe792GnJVFPkZYHWwbkrCeHlmDlrGc36h7vN0LS541NYw/ankBLfPeRsiE5zNFPOCXxRa4eUFxHd/qE6RtI6gBKcWyJCkhTHmzQtQ0AD33mSMh/vD4Jl49mzbbDxBotvmiEeBtcZTW5UM+lU1mcpVy+5GIqqpv0maEP0iLLJX1OtubhZSfRCQzCZEZROEDMD3LDPtPsVgArRhQ/4XSOTVRaL6IOtBIqT9j8YaNe+rJLjjWJH3wzWrXAGvds1H54zmHih/cTThGpk+hHahvQPoyT1gyzsSNlc6/NJRY5yu9yma8q9A8VFwoklSOja79mksrCWkDCAmJ9uEl0LewRdoeywyiRZdj4Xrn+FPAbn8va8wPEhV37SU0eG0fzkHY4fq59icjQIuSsJ4eWYOWsp53UIBZ25R6UZZTRdMpRFEwogav5LOMfMpYUPLNDxr5ihFXfZ0IBrIawoPdFoXIITdEseWVDD5uQg3G0UgBetZV+lN0cJgqWrtdnJczDe1yN3VjWVtHY36gVjaKCrSnJ7mrmnRc01bS+6OJS94XxESPn/zL3Bjbfg2pHTV0D1nXHyIXlwsoRxZzzayPZ2WGug6ZOlswizBhyWzJ+Ius1P0gaPRace9NGq7HZ+zZF1RaaCc63BYfbp+q8e8z4SKxDsWHuDePPoaEQVZSF2Kg5SBHbqs020FneOb5PFdwhE5geWN8wsSrmq6S2x+SQABuOOUUcJ7LKQSMivHiRX98WMHSE5UDOenJoCVZOUbb9PHR+P2tPmet1lLXUiKZv33Tp8bMhVKDP+H3GSSobRB9JP7or+tFdFPpOk2b7WbtExYQKhBTNK38Iz/6zrP0kSi1GUPY0iQq8JdRd0Y76gayb3x4KZUzoFNHApCDszph3WyAtPHQVn1YB5bIdD5l3/RKaw1Qw87Vpsv0oBRwCti2PkgS4hniUv4ApeStbHahsJmYi2dyCqXF2GCXbw6b/6YtEIrtYhIJYGnu0jzumYYm+zzgiwwIPoW71cXH6QbboVy7r9MN8GyZmpm5iR6ZInZvBj1JFv9ou0piR0H+Q9PiZIdMnjGFCYOJcjDHRho7euYaoWruSx385m+/5ebg9IKQNQC+ZORoDaHJI5zIhZz05tATXFuEWSLytDlAkEfLchOzQ/cYoV3fKnqZQSW1tNwwYf0UQ2vYBV6S2R9eGNI0y/A2aw5jP4mYho0IhDGDQBH2feEJZYqdLvdBBgLXGNivYXnkVLsigE3emJ3NZf1TwNltWHHb8OElCoq398uYFmfsaEvYR7TJVcI/IOlacugKML4siOq8FVHC2ysIyYXUKEtdILJ1JMHGIDDt+nkBLHT/Cr/nZ7PoRjRJzZeO2P3EZXVlbBQcNXQjOP6t67zORcTbQu4LKIr1tqZU2hA0UfPqxA8uwSWcXzME/iz+E7wk2v3ejRs3bCDs7nj25K7CDCeBCltL6OsUYGdF/5U38aPZ5XNEr66vpfC+fgLawaWzo5CgkZdvCHO5aZvyjgZz15NASXBtFCbvMuL7dnNcTyyeXdlYbtruSBc5Mcwsbp+Ti/HlUdD+GSl/boUviWstoNQFrerd2FGv8C3aRPtKcmUAtTORdcuq5FQ5tlcXCRqhK/s6V14j03rAv36khCq7u03LmMl44xePSBeUYBaC/S6lhNNR9+xKJZC35O1PA5lChcg5lMQ+j7LcX+OxGrhWuDVHuEnli/8W0pGf4aKcvad/bOuDCiOmUfcE+wM3/SK5bRjtA5BVbOpRtWEujrWowIG1j4PKHjLEJtLr2sE9DLgNu2izSMhohV0bTYWvGWFfZmJYblXFcychDNsxAwM+4eI4RwO0h/GGANAYnWrDbSfR/aW7mzdSEEGr6zrm4QdyveXyou3cNkLOeHFqCa6IoPxCUf7BkApRn0PZ4B1z5Vta+UCZVL7J7b1nvYTakPQ4Q2c0dbXBGIrNmOjRPZvYSaTVhMrYUBNoivPmNbPe/tuRpoRa+f9jkAx2E86ez5ps42sJBSXtQ7e0gvCong/Sj3mC3w6dGRGsbCWxmgjSvBjg7qwSt+zYitUwokQ3gXt8Gs0EFPAiLgSeOQu/dWXM7mstT9Hp6WtdDZMXbrg1yipJDS3BNFOXBEMn9qXaYybaA37kW12cOvfvTIDXa7KdO4papAevvzNoldKsdvUwUAJrdMPuX8h8mnD5s0fmtMPn+rF2BtrVZs76Y5oUl4Zqy+y+fTuOfRn6QtdvQKV48ocTi7vWoJ7vkcH0mSS1QoGOo3FMFFjOL8Pdnb4n/HVale7cJYoI04KlhrwVB5wDqEygr9Z4gTR6LNpOVmeyXwiqdKfi30CsRVfONWAeE3cSILY6WSaOhRWq06ahV04VJ4udZLKGqjrWEGb9+YFOM4xZFOL7j7rR4jw2okkVtq8EHbVafqSgdPlR3CR6omNRRAV9waenTwBH+42U0vmKYORk0fOoasFGQ2X3dxAOPmderofuhjKa6Mky0NL73dkWmUVTg74T/vSnM8t+zGpCznhxaglWiKHeDE4yfa+iumNPqi+4OD2cCka8Rt8LpWvYPgAHYEmp8lEjT80IicIm0qD5kuyxIlcZDWAd34U1p3gLCVjoOk8bJirndlVRt9lUXPc+MA7OBYnVCM6sW6eaMJbfXTDeRRGvZUTPA/UIh7i+CO/Nj+f9XoSoCaZXkuLeoqvdDUhtji7DqQXN5J/idWWTU48zZuoOrAqt4krrQ3WpBP8IDpCW1ou3Alo5cINLM2+7XNe7akKVMApk/PTDdMdTCF2izLYPQhDWSqoCLRwR8EWM1X4SSzGXPGfh4kF2eJHHz+1OC5FVPEt09IWcHVlGj41aUDX2sAw58NExeU1uCb2ocIHiyi2l25Jlge6rAomBKbQOxU1dHIqIEEcTvHAafIfNe91Xg46wm5Kwnh5ZgFSmKwEgTZmRb2viHXcCUaCZHCyhV2AzbPvzWcfqAhuzcFx9GqUeFxGQKwAK8LyPfvuo4L9TitQtJZY5I1Q+TVlzsPZ61/YTTEhVVovw8fcUlhZCaUnr8vtkfw6w8Yebe6IjzTU1Sd5UlVtow7XKbXOvW1zh6FnVzmHjJK+dhrXFh2NifEF7Jq+BC+t/qUhPgWo+K+wfgXEGNTZ1o/OznvR5N0qkFYFyn0QCqqJowCZw5Lz8OoJ9faPmW9ys5HkGDqyeIitOl41rSzXr2bUDcTmBD0BZM8NEPTySFEJL41a28nv1Ye3u6MY4H1mLC+YK/KqR4hgWI/Pkgik2j8OA/1m5hkjYQajt8UljPXn4P+Hv5j8+x2pCznhxagutLUQC+LbtpHN2KvejGsUlPJVQDmTPm8ePWe1ojbt1t5kBqGxJoSHw8XaNdy25YEw3lJYWSA4+xGYYD6C4+CGcv6Ex+Nh4B0kl6vEVwM5ThfcJmAss4fonUphQk6GlUmt+J/5BIBgXgD7KmG/DcJdMdA57mGTPJEMW0+rD6MspS+IiszlwhDYC262Q1B1tLxKYixAXshS2CIHZdbKqEtWyFAJ4F9HuYeiu+4rRocp/m/vgxlwRXh9JYvuHYIOLVP7rwOtrJlkVowG0yxwdQzT4g30IHnB4w7yXYueZOTS/tNdUUTA6VP+IUH/v+rVmAJ7iekLOeHFqC6896LJyULW3rdxwirfkRtIVpI9g+h0m1uAwPCikPO856ByZR6rIdtV10ooneuKhcnD8K7yEYv6ZgvWhmw6Qm/ykdJ9aWr6NH27YDJ+zBjiFEsuOqNU8itZy33vAyfEiOful1yqp3m/59qKn+nvuAv+VGwI1FlASCDrIL5oWt/A7KnkZN7GsBPQ3MpnpcEO1hTbeJaTUpGZvalD010cXuNEn1R9BotHYT0GST17eSVlwMhrXDaGroAkzLMW9zwH1rTdxumFtA/AngxMtmHYK6XyIrf0XiAAADw0lEQVSykKc3aHXNSRTJhoFtK499XSnkrCeHluD6C7NvC2GrL8A+YUlWHjtkKk020TOIe01EepBObSmMWpumdpwuQme3Ps5UbYplxbajbMXmMC9eVhfCkTaNR11AS2zUTRWpCvS/16RRBMH5+GXoElYZWNmJi6g3fAoldabaYS9wj8z9np9BXRTPczPgJrKeq8A3C+khk7aGiYDr9PC78mM28GcbUW1LSA7DHRJYXAGuBBmirPXOamSWTwBKsEY+qqkywJVXiZj4oW6d42HgaGAhx0gPEJJOa7rfmk8zfxbFSFu1eTt8IXP4feqz8DQfk+tf42ZDznpyaAneWRQFMrM/pMdeWXM+4L4oU/5uoCh7TQcb3jViBjlMWtBl0LSt8yRcH2TOcOaeO+SZvZi69MCFr8gPc2QZVZS1DhH51lqhbiZwihJaRfMTDnZKn1deg3tuvND6dnATZZS3gXWyOOvuJPouyudEFQTYoqzoyP3Z3wsVVABooogyiWpXM6S5nUGftmfF7IA14lwcdKlKLBqIe8u+ClHd46gO3+CqVtJgKBtGg59N9UfKwIsSEn4TNJufBDnryaEleOexnqvB8wW1VwwDv5AZNdzzEsS9H03nOP0qSi2mSIuGhF26mbR+WLbVfdd9enkPKXcKdV7xaX2WoyEpJKpiAoGiDMTzk/lX2Z+7PgUneCj70XjO1O7/a+D9S9/+HQHvDkQB+Kjw/2FUVbXlrYKauo8UN+KHfAb9wkNkJRWBbbfHb+o7nXIhKyM9iYpAoyZg/ADKbWyS46+iSGY54R55TtdvAevl4qd/4mu/UyBnPTm0BO8eimLhTwrpb1uHfhewTljTyUXNmngGOPHX8qMI/0QE4c+Yw5nMQZAsoBTlEZJav9yTRZI9xTeiqPySMYfcNwLjUgNjN3sjgQthRbPLPNninQDvTkQJEEIu96EOwh3AtlBQv6GBzftRpAGl+JuJ4oU/YorqFNHwAOto3IOqsAwQP//8i2nCelc4YmuYd4LB7FohZz05tATvbopyNXiloD4Su+M5i5sRO0oBPrkua37lmySUxpeEDdmc+gqpNmTtaqFt7XYf6AZ+UX68+6kJ/DQiSgJ/DHwha/qXktNToyYygaretnznZ99ZBq+bDTnryaEl+CmnKBY+Cg2p1bIfDUsYBdqDe+DGRIu9G+H/I0TJ4VogZz05tAQ5ouTQEuSIkkNLkCNKDi1Bjig5tAQ5ouTQEuSIkkNLkCNKDi1Bjig5tAQ5ouTQEuSIkkNLkCNKDi1Bjig5tAT/D6kBqnG/6ybJAAAAAElFTkSuQmCC" y="-532.034923"/>
- </g>
- <g id="LineCollection_68">
- <path clip-path="url(#pe747a6fe47)" d="M 77.661087 535.425337
- L 79.473867 535.425337
- L 79.836423 535.787893
- L 80.198979 535.787893
- L 80.561534 536.150449
- L 84.54965 536.150449
- L 85.274762 536.875561
- L 85.637317 536.875561
- L 85.999873 537.238117
- L 86.362429 537.238117
- L 86.724985 537.600672
- L 87.450097 537.600672
- L 88.900321 539.050896
- L 89.262877 539.050896
- L 89.987989 539.776008
- L 90.350545 539.776008
- L 91.61949 541.044954
- L 91.61949 541.40751
- L 92.344602 542.132622
- L 92.344602 542.495178
- L 92.707158 542.857733
- L 92.707158 543.220289
- L 93.069714 543.582845
- L 93.069714 544.307957
- L 93.43227 544.670513
- L 93.43227 545.395625
- L 93.794826 545.758181
- L 93.794826 547.933516
- L 94.157382 548.296072
- L 94.157382 551.19652
- L 93.794826 551.559076
- L 93.794826 551.921632
- L 93.43227 552.284188
- L 93.43227 552.646744
- L 93.069714 553.009299
- L 93.069714 553.371855
- L 91.982046 554.459523
- L 91.982046 554.822079
- L 91.256934 555.547191
- L 91.256934 556.634859
- L 90.894378 556.997415
- L 90.894378 557.359971
- L 90.531823 557.722526
- L 90.531823 559.535306
- L 89.987989 560.07914
- L 89.262877 560.07914
- L 88.900321 560.441696
- L 85.637317 560.441696
- L 85.274762 560.07914
- L 78.023643 560.07914
- L 77.661087 560.441696
- L 77.298531 560.07914
- L 76.573419 560.804252
- L 75.848307 560.804252
- L 75.485751 560.441696
- L 74.76064 560.441696
- L 74.398084 560.07914
- L 73.310416 560.07914
- L 72.94786 560.441696
- L 71.13508 560.441696
- L 70.409968 559.716584
- L 70.047413 559.716584
- L 69.866135 559.535306
- L 69.866135 557.722526
- L 68.778467 556.634859
- L 68.778467 556.272303
- L 68.415911 555.909747
- L 68.415911 555.547191
- L 68.053355 555.184635
- L 68.053355 554.822079
- L 67.690799 554.459523
- L 67.690799 554.096967
- L 67.328243 553.734411
- L 67.328243 553.371855
- L 66.603131 552.646744
- L 66.603131 551.559076
- L 66.965687 551.19652
- L 66.965687 545.395625
- L 67.328243 545.033069
- L 67.328243 543.220289
- L 67.690799 542.857733
- L 67.690799 542.495178
- L 70.409968 539.776008
- L 70.772524 539.776008
- L 71.13508 539.413452
- L 71.497636 539.413452
- L 72.94786 537.963228
- L 73.310416 537.963228
- L 74.035528 537.238117
- L 74.398084 537.238117
- L 75.123196 536.513005
- L 75.848307 536.513005
- L 76.210863 536.150449
- L 76.573419 536.150449
- L 76.935975 535.787893
- L 77.298531 535.787893
- L 77.661087 535.425337
- L 77.661087 535.425337
- " style="fill:none;stroke:#000000;stroke-width:0.5;"/>
- </g>
- </g>
- <g id="axes_113">
- <g clip-path="url(#pfc20673147)">
- <image height="39.6" id="image79d6770da7" 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(#pfc20673147)" d="M 121.643883 530.71211
- L 123.456662 530.71211
- L 123.819218 531.074666
- L 127.444778 531.074666
- L 127.807334 531.437222
- L 128.169889 531.437222
- L 128.532445 531.799778
- L 128.895001 531.799778
- L 129.620113 532.524889
- L 129.982669 532.524889
- L 130.345225 532.887445
- L 130.707781 532.887445
- L 131.976727 534.156391
- L 131.976727 534.518947
- L 133.064394 535.606615
- L 133.064394 535.969171
- L 133.42695 536.331727
- L 133.42695 536.694283
- L 133.789506 537.056839
- L 133.789506 537.419395
- L 134.152062 537.78195
- L 134.152062 538.144506
- L 134.514618 538.507062
- L 134.514618 538.869618
- L 134.877174 539.232174
- L 134.877174 539.59473
- L 135.23973 539.957286
- L 135.23973 540.319842
- L 135.602286 540.682398
- L 135.602286 541.40751
- L 135.964842 541.770066
- L 135.964842 542.495178
- L 136.327398 542.857733
- L 136.327398 544.670513
- L 136.689954 545.033069
- L 136.689954 545.758181
- L 137.05251 546.120737
- L 137.05251 547.933516
- L 137.415066 548.296072
- L 137.415066 551.921632
- L 137.05251 552.284188
- L 137.05251 553.371855
- L 136.689954 553.734411
- L 136.689954 554.459523
- L 136.327398 554.822079
- L 136.327398 555.547191
- L 135.964842 555.909747
- L 135.964842 556.272303
- L 135.602286 556.634859
- L 135.602286 556.997415
- L 135.23973 557.359971
- L 135.23973 557.722526
- L 134.877174 558.085082
- L 134.877174 558.447638
- L 133.789506 559.535306
- L 133.789506 559.897862
- L 132.339283 561.348086
- L 132.339283 561.710642
- L 130.707781 563.342143
- L 130.345225 563.342143
- L 129.620113 564.067255
- L 129.257557 564.067255
- L 128.532445 564.792367
- L 128.169889 564.792367
- L 127.807334 565.154923
- L 127.082222 565.154923
- L 126.719666 565.517479
- L 125.269442 565.517479
- L 124.906886 565.154923
- L 122.368995 565.154923
- L 122.006439 565.517479
- L 120.918771 565.517479
- L 120.556215 565.154923
- L 119.468547 565.154923
- L 119.105991 564.792367
- L 118.743435 564.792367
- L 118.380879 564.429811
- L 118.018323 564.429811
- L 117.655768 564.067255
- L 117.293212 564.067255
- L 116.205544 562.979587
- L 115.842988 562.979587
- L 114.030208 561.166808
- L 113.667652 561.166808
- L 113.486374 560.98553
- L 113.486374 560.622974
- L 112.761262 559.897862
- L 112.761262 559.535306
- L 112.036151 558.810194
- L 112.036151 558.447638
- L 111.311039 557.722526
- L 111.311039 557.359971
- L 110.948483 556.997415
- L 110.948483 556.634859
- L 110.585927 556.272303
- L 110.585927 554.096967
- L 110.223371 553.734411
- L 110.223371 552.284188
- L 109.860815 551.921632
- L 109.860815 550.471408
- L 110.223371 550.108852
- L 110.223371 545.758181
- L 110.585927 545.395625
- L 110.585927 544.307957
- L 110.948483 543.945401
- L 110.948483 541.770066
- L 111.311039 541.40751
- L 111.311039 541.044954
- L 111.673595 540.682398
- L 111.673595 540.319842
- L 112.036151 539.957286
- L 112.036151 539.59473
- L 112.398707 539.232174
- L 112.398707 538.869618
- L 112.761262 538.507062
- L 112.761262 538.144506
- L 113.123818 537.78195
- L 113.123818 537.056839
- L 113.486374 536.694283
- L 113.486374 536.331727
- L 114.574042 535.244059
- L 114.574042 534.881503
- L 115.66171 533.793835
- L 115.66171 533.431279
- L 116.5681 532.524889
- L 116.930656 532.524889
- L 117.293212 532.162334
- L 117.655768 532.162334
- L 118.018323 531.799778
- L 118.380879 531.799778
- L 118.743435 531.437222
- L 119.468547 531.437222
- L 119.831103 531.074666
- L 121.281327 531.074666
- L 121.643883 530.71211
- L 121.643883 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(#p9229b3b569)" d="M 150.218051 530.343681
- L 150.985321 540.053827
- L 151.75259 534.964585
- L 152.51986 536.445093
- L 153.28713 534.369673
- L 154.054399 533.038941
- L 154.821669 531.182597
- L 155.588938 532.547541
- L 156.356208 534.52635
- L 157.123477 530.0054
- L 157.890747 536.390879
- L 158.658016 529.857647
- L 159.425286 536.79786
- L 160.192555 531.854962
- L 160.959825 534.942457
- L 161.727094 533.291176
- L 162.494364 531.260054
- L 163.261633 533.009805
- L 164.028903 532.856721
- L 164.796172 529.595114
- L 165.563442 533.014794
- L 166.330711 531.65589
- L 167.097981 533.704335
- L 167.86525 533.597938
- L 168.63252 532.009547
- L 170.167059 535.354503
- L 170.934329 542.134252
- L 171.701598 537.558591
- L 172.468868 540.181526
- L 173.236137 534.611927
- L 174.003407 535.119636
- L 174.770676 531.015464
- L 175.537946 531.033248
- L 176.305215 533.955764
- L 177.072485 532.50932
- L 177.839754 535.448925
- L 178.607024 530.89213
- L 179.374293 534.956389
- L 180.141563 532.791217
- L 180.908832 535.209612
- L 181.676102 532.584599
- L 182.443371 532.447231
- L 183.210641 531.172125
- L 183.97791 536.242513
- L 184.74518 530.2483
- L 185.512449 534.460658
- L 186.279719 531.896786
- L 187.046989 534.67779
- L 187.814258 531.319611
- L 188.581528 535.006419
- L 189.348797 533.483898
- L 190.116067 532.871317
- L 190.883336 533.36553
- L 191.650606 533.17777
- L 192.417875 533.342729
- L 193.185145 535.329958
- L 193.952414 530.522832
- L 194.719684 536.088471
- L 195.486953 533.275675
- L 197.021492 535.101357
- L 197.788762 535.971267
- L 198.556031 531.144032
- L 199.323301 535.311906
- L 200.09057 531.967744
- L 200.85784 536.471464
- L 201.625109 533.41486
- L 202.392379 534.931072
- L 203.159649 535.936705
- L 203.926918 535.01971
- L 204.694188 536.168508
- L 205.461457 533.133748
- L 206.228727 535.354946
- L 206.995996 532.669493
- L 207.763266 536.093164
- L 208.530535 533.515075
- L 209.297805 532.512434
- L 210.065074 540.983032
- L 210.832344 536.644937
- L 211.599613 537.002921
- L 212.366883 535.574193
- L 213.134152 533.25649
- L 213.901422 538.376311
- L 214.668691 535.185858
- L 215.435961 537.171048
- L 216.20323 538.501812
- L 216.9705 539.001267
- L 217.737769 538.291019
- L 218.505039 535.701647
- L 219.272309 537.981444
- L 220.039578 535.64281
- L 220.806848 536.924299
- L 221.574117 539.438939
- L 222.341387 536.264857
- L 223.108656 536.637173
- L 223.875926 535.671503
- L 224.643195 536.921796
- L 225.410465 544.522564
- L 226.177734 538.319616
- L 226.945004 533.652694
- L 227.712273 538.889735
- L 228.479543 533.45613
- L 229.246812 536.620411
- L 230.014082 535.756387
- L 230.781351 537.908985
- L 231.548621 538.770029
- L 232.31589 537.794838
- L 233.08316 538.448338
- L 233.850429 534.246874
- L 234.617699 537.686421
- L 235.384968 537.010162
- L 236.152238 539.32218
- L 236.919508 536.779988
- L 237.686777 541.337638
- L 238.454047 537.326256
- L 239.221316 541.059896
- L 239.988586 538.167023
- L 240.755855 536.939138
- L 241.523125 536.200887
- L 242.290394 538.956651
- L 243.057664 536.548046
- L 243.824933 538.707927
- L 244.592203 538.167392
- L 245.359472 537.766974
- L 246.126742 536.71531
- L 248.42855 540.370706
- L 249.19582 542.026513
- L 249.963089 539.757344
- L 250.730359 541.507282
- L 251.497628 540.147701
- L 252.264898 539.409029
- L 253.032168 543.442549
- L 253.799437 541.083936
- L 254.566707 542.734982
- L 255.333976 542.289388
- L 256.101246 539.149286
- L 256.868515 539.305091
- L 257.635785 538.347696
- L 258.403054 540.507496
- L 259.170324 538.362145
- L 259.937593 542.23254
- L 260.704863 537.992401
- L 261.472132 540.734303
- L 262.239402 539.215468
- L 263.006671 539.069861
- L 263.773941 539.549736
- L 265.30848 539.395856
- L 266.075749 538.553083
- L 266.843019 539.686296
- L 267.610288 541.760691
- L 268.377558 538.97119
- L 269.144827 540.716672
- L 269.912097 541.239406
- L 270.679367 542.344538
- L 271.446636 540.91541
- L 272.213906 540.673271
- L 272.981175 542.758882
- L 273.748445 541.474641
- L 274.515714 543.62866
- L 275.282984 541.067506
- L 276.050253 543.87176
- L 276.817523 540.958345
- L 277.584792 541.95678
- L 278.352062 540.916075
- L 279.119331 541.626508
- L 279.886601 542.843234
- L 280.65387 540.721307
- L 281.42114 544.694927
- L 281.42114 544.694927
- " 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(#p16708ffda7)" d="M 150.218051 554.063675
- L 151.770644 566.179847
- L 153.323236 566.921486
- L 154.875829 566.833059
- L 156.428421 566.340121
- L 157.981014 567.192638
- L 159.533606 567.717291
- L 161.086199 567.714747
- L 162.638791 567.758548
- L 164.191383 567.304537
- L 165.743976 567.691533
- L 167.296568 567.454406
- L 168.849161 567.61707
- L 170.401753 567.724267
- L 171.954346 567.751277
- L 173.506938 567.72823
- L 175.059531 567.613421
- L 176.612123 567.561385
- L 178.164715 567.727925
- L 179.717308 567.663925
- L 181.2699 567.694231
- L 182.822493 567.588495
- L 184.375085 567.781233
- L 185.927678 567.500783
- L 187.48027 567.756507
- L 189.032863 567.786108
- L 190.585455 567.481091
- L 192.138047 567.781234
- L 193.69064 567.636991
- L 195.243232 567.78175
- L 196.795825 567.789605
- L 198.348417 567.71897
- L 199.90101 567.760779
- L 201.453602 567.763334
- L 203.006195 567.772242
- L 204.558787 567.623433
- L 206.11138 567.729701
- L 207.663972 567.65668
- L 209.216564 567.758705
- L 210.769157 567.785407
- L 212.321749 567.683717
- L 213.874342 567.778647
- L 215.426934 567.7179
- L 216.979527 567.716612
- L 218.532119 567.767152
- L 220.084712 567.779845
- L 221.637304 567.707745
- L 223.189896 567.76384
- L 224.742489 567.744832
- L 226.295081 567.781619
- L 227.847674 567.776516
- L 229.400266 567.722662
- L 230.952859 567.738169
- L 232.505451 567.744411
- L 234.058044 567.758483
- L 235.610636 567.790778
- L 237.163228 567.566873
- L 238.715821 567.751288
- L 240.268413 567.747158
- L 241.821006 567.692955
- L 243.373598 567.557893
- L 244.926191 567.686951
- L 246.478783 567.75635
- L 248.031376 567.671103
- L 249.583968 567.785828
- L 251.13656 567.532172
- L 252.689153 567.766794
- L 254.241745 567.631988
- L 255.794338 567.610443
- L 257.34693 567.597062
- L 258.899523 567.593197
- L 260.452115 567.774574
- L 262.004708 567.739734
- L 263.5573 567.18136
- L 265.109892 567.745997
- L 266.662485 567.415376
- L 268.215077 567.789046
- L 269.76767 567.719993
- L 271.320262 566.95056
- L 272.872855 567.572182
- L 274.425447 567.412845
- L 275.97804 567.781099
- L 277.530632 567.579915
- L 279.083224 567.61325
- L 280.635817 567.602147
- L 282.188409 567.575627
- " style="fill:none;stroke:#ff0000;stroke-linecap:round;"/>
- </g>
- </g>
- <g id="axes_116">
- <g clip-path="url(#p1923964195)">
- <image height="27.6" id="image3b3d746cb3" 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(#p1923964195)" d="M 320.155938 537.610651
- L 321.366676 537.610651
- L 321.66936 537.913335
- L 321.972044 537.913335
- L 322.274728 538.21602
- L 323.182781 538.21602
- L 323.485466 538.518704
- L 324.393519 538.518704
- L 324.696203 538.821388
- L 324.998887 538.821388
- L 325.301572 539.124073
- L 325.604256 539.124073
- L 325.90694 539.426757
- L 326.209624 539.426757
- L 326.512309 539.729441
- L 327.117677 539.729441
- L 327.420362 540.032126
- L 327.723046 540.032126
- L 328.631099 540.940178
- L 328.933783 540.940178
- L 331.203916 543.210311
- L 331.203916 543.512995
- L 331.809284 544.118364
- L 331.809284 544.421048
- L 332.414653 545.026417
- L 332.414653 545.329101
- L 333.020021 545.93447
- L 333.020021 546.539838
- L 333.322706 546.842522
- L 333.322706 547.145207
- L 333.62539 547.447891
- L 333.62539 547.750575
- L 333.928074 548.05326
- L 333.928074 548.658628
- L 334.230759 548.961313
- L 334.230759 549.869366
- L 333.928074 550.17205
- L 333.928074 550.777418
- L 331.809284 552.896209
- L 331.809284 553.198893
- L 331.355258 553.652919
- L 331.052573 553.652919
- L 330.447205 554.258288
- L 328.933783 554.258288
- L 328.631099 554.560972
- L 328.328415 554.560972
- L 328.02573 554.863657
- L 326.814993 554.863657
- L 326.663651 555.014999
- L 326.663651 555.317683
- L 326.360967 555.620367
- L 326.360967 556.225736
- L 326.058282 556.52842
- L 326.058282 556.831105
- L 324.393519 558.495868
- L 322.577413 558.495868
- L 322.274728 558.798553
- L 320.761307 558.798553
- L 320.458623 558.495868
- L 319.853254 558.495868
- L 319.55057 558.193184
- L 319.247885 558.495868
- L 318.945201 558.193184
- L 314.707621 558.193184
- L 314.404936 558.495868
- L 312.588831 558.495868
- L 312.286146 558.193184
- L 309.561988 558.193184
- L 309.259303 557.8905
- L 307.140513 557.8905
- L 306.989171 557.739158
- L 307.291855 557.436473
- L 307.291855 555.923052
- L 306.989171 555.620367
- L 306.989171 555.014999
- L 306.383802 554.40963
- L 306.383802 554.106946
- L 306.081118 553.804262
- L 306.081118 553.501577
- L 305.778434 553.198893
- L 305.778434 552.896209
- L 305.475749 552.593524
- L 305.475749 552.29084
- L 305.173065 551.988156
- L 305.173065 549.869366
- L 305.475749 549.566681
- L 305.475749 548.961313
- L 305.778434 548.658628
- L 305.778434 548.355944
- L 306.081118 548.05326
- L 306.081118 547.750575
- L 306.686487 547.145207
- L 306.686487 546.842522
- L 306.989171 546.539838
- L 306.989171 545.93447
- L 307.291855 545.631785
- L 307.291855 545.329101
- L 307.59454 545.026417
- L 307.59454 544.723732
- L 307.897224 544.421048
- L 307.897224 544.118364
- L 308.199908 543.815679
- L 308.199908 543.512995
- L 308.502592 543.210311
- L 308.502592 542.907626
- L 310.772725 540.637494
- L 311.075409 540.637494
- L 311.680778 540.032126
- L 311.983462 540.032126
- L 312.286146 539.729441
- L 312.588831 539.729441
- L 312.891515 539.426757
- L 313.194199 539.426757
- L 313.496884 539.124073
- L 313.799568 539.124073
- L 314.404936 538.518704
- L 314.707621 538.518704
- L 315.010305 538.21602
- L 319.247885 538.21602
- L 319.55057 537.913335
- L 319.853254 537.913335
- L 320.155938 537.610651
- L 320.155938 537.610651
- " style="fill:none;stroke:#000000;stroke-width:0.5;"/>
- </g>
- <g id="text_185">
- <!-- C24 [noise]: Tot. var. expl. 1.7% -->
- <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-37"/>
- <use x="1522.673828" xlink:href="#DejaVuSans-25"/>
- </g>
- </g>
- </g>
- <g id="axes_117">
- <g clip-path="url(#p6dd0d690c3)">
- <image height="33.12" id="imagecab0b1af2c" 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(#p6dd0d690c3)" d="M 359.967678 535.425337
- L 361.780457 535.425337
- L 362.143013 535.787893
- L 362.505569 535.787893
- L 362.868125 536.150449
- L 366.85624 536.150449
- L 367.581352 536.875561
- L 367.943908 536.875561
- L 368.306464 537.238117
- L 368.66902 537.238117
- L 369.031576 537.600672
- L 369.756688 537.600672
- L 371.206911 539.050896
- L 371.569467 539.050896
- L 372.294579 539.776008
- L 372.657135 539.776008
- L 373.926081 541.044954
- L 373.926081 541.40751
- L 374.651193 542.132622
- L 374.651193 542.495178
- L 375.013749 542.857733
- L 375.013749 543.220289
- L 375.376305 543.582845
- L 375.376305 544.307957
- L 375.738861 544.670513
- L 375.738861 545.395625
- L 376.101417 545.758181
- L 376.101417 547.933516
- L 376.463972 548.296072
- L 376.463972 551.19652
- L 376.101417 551.559076
- L 376.101417 551.921632
- L 375.738861 552.284188
- L 375.738861 552.646744
- L 375.376305 553.009299
- L 375.376305 553.371855
- L 374.288637 554.459523
- L 374.288637 554.822079
- L 373.563525 555.547191
- L 373.563525 556.634859
- L 373.200969 556.997415
- L 373.200969 557.359971
- L 372.838413 557.722526
- L 372.838413 559.535306
- L 372.294579 560.07914
- L 371.569467 560.07914
- L 371.206911 560.441696
- L 367.943908 560.441696
- L 367.581352 560.07914
- L 360.330234 560.07914
- L 359.967678 560.441696
- L 359.605122 560.07914
- L 358.88001 560.804252
- L 358.154898 560.804252
- L 357.792342 560.441696
- L 357.06723 560.441696
- L 356.704674 560.07914
- L 355.617007 560.07914
- L 355.254451 560.441696
- L 353.441671 560.441696
- L 352.716559 559.716584
- L 352.354003 559.716584
- L 352.172725 559.535306
- L 352.172725 557.722526
- L 351.085057 556.634859
- L 351.085057 556.272303
- L 350.722502 555.909747
- L 350.722502 555.547191
- L 350.359946 555.184635
- L 350.359946 554.822079
- L 349.99739 554.459523
- L 349.99739 554.096967
- L 349.634834 553.734411
- L 349.634834 553.371855
- L 348.909722 552.646744
- L 348.909722 551.559076
- L 349.272278 551.19652
- L 349.272278 545.395625
- L 349.634834 545.033069
- L 349.634834 543.220289
- L 349.99739 542.857733
- L 349.99739 542.495178
- L 352.716559 539.776008
- L 353.079115 539.776008
- L 353.441671 539.413452
- L 353.804227 539.413452
- L 355.254451 537.963228
- L 355.617007 537.963228
- L 356.342118 537.238117
- L 356.704674 537.238117
- L 357.429786 536.513005
- L 358.154898 536.513005
- L 358.517454 536.150449
- L 358.88001 536.150449
- L 359.242566 535.787893
- L 359.605122 535.787893
- L 359.967678 535.425337
- L 359.967678 535.425337
- " style="fill:none;stroke:#000000;stroke-width:0.5;"/>
- </g>
- </g>
- <g id="axes_118">
- <g clip-path="url(#pbcfa1c2129)">
- <image height="39.6" id="image6a9945acfe" 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(#pbcfa1c2129)" d="M 403.950473 530.71211
- L 405.763253 530.71211
- L 406.125809 531.074666
- L 409.751368 531.074666
- L 410.113924 531.437222
- L 410.47648 531.437222
- L 410.839036 531.799778
- L 411.201592 531.799778
- L 411.926704 532.524889
- L 412.28926 532.524889
- L 412.651816 532.887445
- L 413.014372 532.887445
- L 414.283317 534.156391
- L 414.283317 534.518947
- L 415.370985 535.606615
- L 415.370985 535.969171
- L 415.733541 536.331727
- L 415.733541 536.694283
- L 416.096097 537.056839
- L 416.096097 537.419395
- L 416.458653 537.78195
- L 416.458653 538.144506
- L 416.821209 538.507062
- L 416.821209 538.869618
- L 417.183765 539.232174
- L 417.183765 539.59473
- L 417.546321 539.957286
- L 417.546321 540.319842
- L 417.908877 540.682398
- L 417.908877 541.40751
- L 418.271433 541.770066
- L 418.271433 542.495178
- L 418.633988 542.857733
- L 418.633988 544.670513
- L 418.996544 545.033069
- L 418.996544 545.758181
- L 419.3591 546.120737
- L 419.3591 547.933516
- L 419.721656 548.296072
- L 419.721656 551.921632
- L 419.3591 552.284188
- L 419.3591 553.371855
- L 418.996544 553.734411
- L 418.996544 554.459523
- L 418.633988 554.822079
- L 418.633988 555.547191
- L 418.271433 555.909747
- L 418.271433 556.272303
- L 417.908877 556.634859
- L 417.908877 556.997415
- L 417.546321 557.359971
- L 417.546321 557.722526
- L 417.183765 558.085082
- L 417.183765 558.447638
- L 416.096097 559.535306
- L 416.096097 559.897862
- L 414.645873 561.348086
- L 414.645873 561.710642
- L 413.014372 563.342143
- L 412.651816 563.342143
- L 411.926704 564.067255
- L 411.564148 564.067255
- L 410.839036 564.792367
- L 410.47648 564.792367
- L 410.113924 565.154923
- L 409.388812 565.154923
- L 409.026256 565.517479
- L 407.576033 565.517479
- L 407.213477 565.154923
- L 404.675585 565.154923
- L 404.313029 565.517479
- L 403.225362 565.517479
- L 402.862806 565.154923
- L 401.775138 565.154923
- L 401.412582 564.792367
- L 401.050026 564.792367
- L 400.68747 564.429811
- L 400.324914 564.429811
- L 399.962358 564.067255
- L 399.599802 564.067255
- L 398.512134 562.979587
- L 398.149579 562.979587
- L 396.336799 561.166808
- L 395.974243 561.166808
- L 395.792965 560.98553
- L 395.792965 560.622974
- L 395.067853 559.897862
- L 395.067853 559.535306
- L 394.342741 558.810194
- L 394.342741 558.447638
- L 393.617629 557.722526
- L 393.617629 557.359971
- L 393.255073 556.997415
- L 393.255073 556.634859
- L 392.892518 556.272303
- L 392.892518 554.096967
- L 392.529962 553.734411
- L 392.529962 552.284188
- L 392.167406 551.921632
- L 392.167406 550.471408
- L 392.529962 550.108852
- L 392.529962 545.758181
- L 392.892518 545.395625
- L 392.892518 544.307957
- L 393.255073 543.945401
- L 393.255073 541.770066
- L 393.617629 541.40751
- L 393.617629 541.044954
- L 393.980185 540.682398
- L 393.980185 540.319842
- L 394.342741 539.957286
- L 394.342741 539.59473
- L 394.705297 539.232174
- L 394.705297 538.869618
- L 395.067853 538.507062
- L 395.067853 538.144506
- L 395.430409 537.78195
- L 395.430409 537.056839
- L 395.792965 536.694283
- L 395.792965 536.331727
- L 396.880633 535.244059
- L 396.880633 534.881503
- L 397.968301 533.793835
- L 397.968301 533.431279
- L 398.87469 532.524889
- L 399.237246 532.524889
- L 399.599802 532.162334
- L 399.962358 532.162334
- L 400.324914 531.799778
- L 400.68747 531.799778
- L 401.050026 531.437222
- L 401.775138 531.437222
- L 402.137694 531.074666
- L 403.587917 531.074666
- L 403.950473 530.71211
- L 403.950473 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(#p3d8d46979a)" d="M 432.524642 538.362398
- L 433.291912 534.457387
- L 434.826451 543.597873
- L 435.59372 538.777782
- L 436.36099 543.026338
- L 437.128259 539.438562
- L 438.662798 544.694927
- L 439.430068 536.944062
- L 440.197337 540.999527
- L 440.964607 537.304092
- L 441.731876 535.584868
- L 442.499146 537.925217
- L 443.266415 532.879837
- L 444.033685 535.903086
- L 444.800954 533.309399
- L 445.568224 535.063673
- L 446.335493 538.69042
- L 447.102763 534.09756
- L 447.870033 539.155691
- L 448.637302 533.107378
- L 449.404572 535.374638
- L 450.171841 536.890933
- L 450.939111 535.459766
- L 451.70638 541.685772
- L 452.47365 535.779497
- L 453.240919 535.645073
- L 454.008189 540.703646
- L 454.775458 536.611599
- L 455.542728 540.347086
- L 456.309997 542.615332
- L 457.077267 539.176239
- L 457.844536 540.807234
- L 458.611806 536.223722
- L 459.379075 535.851178
- L 460.146345 539.94777
- L 460.913614 532.048464
- L 461.680884 538.813953
- L 462.448153 534.488301
- L 463.215423 535.53834
- L 463.982693 538.320233
- L 464.749962 533.455274
- L 465.517232 540.512686
- L 466.284501 533.52809
- L 467.051771 536.921023
- L 467.81904 541.38147
- L 468.58631 537.835441
- L 469.353579 542.242415
- L 470.120849 534.254856
- L 470.888118 538.437706
- L 471.655388 539.010285
- L 472.422657 537.838457
- L 473.189927 543.309022
- L 473.957196 534.988334
- L 474.724466 537.773661
- L 475.491735 541.80596
- L 476.259005 535.997394
- L 477.026274 542.701465
- L 477.793544 533.719781
- L 478.560813 539.329361
- L 479.328083 533.833042
- L 480.095352 533.919553
- L 480.862622 537.717125
- L 481.629892 533.806577
- L 482.397161 538.866449
- L 483.164431 534.763675
- L 483.9317 536.746643
- L 484.69897 536.004738
- L 485.466239 536.939691
- L 486.233509 539.870347
- L 487.000778 534.671309
- L 487.768048 537.449265
- L 488.535317 535.410297
- L 489.302587 536.699772
- L 490.069856 542.221936
- L 490.837126 533.533352
- L 491.604395 541.065923
- L 493.138934 535.492573
- L 493.906204 540.634431
- L 494.673473 534.722627
- L 495.440743 542.209877
- L 496.208012 537.890472
- L 496.975282 540.016769
- L 497.742552 543.521452
- L 498.509821 539.778736
- L 499.277091 541.954617
- L 500.04436 534.87681
- L 500.81163 539.338411
- L 501.578899 534.433784
- L 502.346169 536.451187
- L 503.113438 542.750343
- L 503.880708 534.358203
- L 504.647977 539.013615
- L 505.415247 541.032333
- L 506.182516 536.10279
- L 506.949786 543.409289
- L 507.717055 532.321285
- L 508.484325 537.027748
- L 509.251594 542.794428
- L 510.018864 537.634612
- L 510.786133 539.623352
- L 511.553403 538.998928
- L 512.320672 538.936638
- L 513.087942 541.920735
- L 513.855211 529.792589
- L 514.622481 534.969194
- L 515.389751 536.751447
- L 516.15702 535.184902
- L 516.92429 540.748692
- L 517.691559 531.751829
- L 518.458829 535.7049
- L 519.226098 538.03325
- L 519.993368 532.435257
- L 520.760637 537.160941
- L 521.527907 533.650836
- L 522.295176 533.84477
- L 523.062446 536.679763
- L 523.829715 532.351379
- L 524.596985 538.627552
- L 525.364254 529.595114
- L 526.131524 533.080009
- L 526.898793 535.03397
- L 527.666063 534.270957
- L 528.433332 538.139645
- L 529.200602 534.910056
- L 530.735141 540.702038
- L 531.502411 535.040697
- L 532.26968 535.864016
- L 533.03695 533.148109
- L 533.804219 534.880911
- L 534.571489 537.338315
- L 535.338758 530.980888
- L 536.106028 535.728611
- L 536.873297 531.669706
- L 537.640567 535.38206
- L 539.175106 531.320059
- L 539.942375 534.085153
- L 540.709645 530.28252
- L 541.476914 535.858982
- L 542.244184 530.332258
- L 543.011453 536.528177
- L 543.778723 531.299043
- L 544.545992 534.698094
- L 545.313262 529.963306
- L 546.080531 530.569469
- L 546.847801 535.608907
- L 547.61507 535.032187
- L 548.38234 539.596559
- L 549.14961 534.077321
- L 549.916879 537.72344
- L 550.684149 536.648976
- L 551.451418 537.095607
- L 552.218688 541.400514
- L 552.985957 533.298089
- L 553.753227 539.074232
- L 554.520496 534.731987
- L 555.287766 536.638733
- L 556.055035 537.592844
- L 556.822305 537.136805
- L 557.589574 538.432176
- L 558.356844 533.762321
- L 559.124113 538.623058
- L 559.891383 533.7649
- L 561.425922 536.711278
- L 562.193191 536.181267
- L 562.960461 540.318466
- L 563.72773 537.366157
- L 563.72773 537.366157
- " 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(#pf671463843)" d="M 432.524642 558.415088
- L 434.077235 559.460445
- L 435.629827 566.41776
- L 437.182419 565.05086
- L 438.735012 567.552499
- L 440.287604 567.607263
- L 441.840197 557.866744
- L 443.392789 565.788691
- L 444.945382 567.177912
- L 446.497974 567.776679
- L 448.050567 567.297997
- L 449.603159 567.440975
- L 451.155751 566.178277
- L 452.708344 566.827533
- L 454.260936 567.76643
- L 455.813529 567.597882
- L 457.366121 567.760845
- L 458.918714 567.064073
- L 460.471306 567.640045
- L 462.023899 566.067951
- L 463.576491 567.133834
- L 465.129083 567.304534
- L 466.681676 567.762913
- L 468.234268 567.660373
- L 469.786861 567.44743
- L 471.339453 566.934159
- L 472.892046 567.776145
- L 474.444638 567.513033
- L 475.997231 567.635798
- L 477.549823 566.890021
- L 479.102415 567.086172
- L 480.655008 567.371338
- L 482.2076 567.557762
- L 483.760193 567.480434
- L 485.312785 567.520299
- L 486.865378 566.887467
- L 488.41797 567.184154
- L 489.970563 567.014933
- L 491.523155 566.952795
- L 493.075747 567.768929
- L 494.62834 567.214962
- L 496.180932 567.403914
- L 497.733525 567.452308
- L 499.286117 567.491228
- L 500.83871 567.373329
- L 502.391302 567.628994
- L 503.943895 567.768475
- L 505.496487 567.431158
- L 507.049079 567.511357
- L 508.601672 567.758573
- L 510.154264 567.787929
- L 511.706857 567.756638
- L 513.259449 567.731214
- L 514.812042 567.483969
- L 516.364634 567.687563
- L 517.917227 567.672993
- L 519.469819 567.45985
- L 521.022412 567.762882
- L 522.575004 567.373859
- L 524.127596 567.620767
- L 525.680189 567.645959
- L 527.232781 566.42794
- L 528.785374 567.308372
- L 530.337966 567.376762
- L 531.890559 567.268164
- L 533.443151 567.658663
- L 534.995744 558.350761
- L 536.548336 567.282104
- L 538.100928 554.063675
- L 539.653521 563.283594
- L 541.206113 566.955608
- L 542.758706 559.150041
- L 544.311298 567.023302
- L 545.863891 567.242966
- L 547.416483 566.215964
- L 548.969076 566.799785
- L 550.521668 567.637025
- L 552.07426 566.909045
- L 553.626853 567.790778
- L 555.179445 567.216909
- L 556.732038 567.464007
- L 558.28463 567.724207
- L 559.837223 567.761734
- L 561.389815 567.369065
- L 562.942408 567.666073
- L 564.495 567.571549
- " style="fill:none;stroke:#ff0000;stroke-linecap:round;"/>
- </g>
- </g>
- <g id="axes_121">
- <g clip-path="url(#pcecddf217a)">
- <image height="27.6" id="imaged7110543c3" transform="scale(1 -1)translate(0 -27.6)" width="33.12" x="20.445" xlink:href="data:image/png;base64,
- iVBORw0KGgoAAAANSUhEUgAAAIoAAABzCAYAAABHGpq1AAAABHNCSVQICAgIfAhkiAAAIABJREFUeJztnW1sXOd153838lyNyQE5jHeGBBloxoglClRhCogtJo4Rdte2UtdbGVg3CrZGWaBGtNh6owXWgIqFAX0Q4A+rhT6UWBUoAy8QZr1FGAioWWwKywm2NLxOqHhR0UgEkXLRIVEJHHIbDQmSIS9r3/1wzrnPc0m/jCzqzbgHkIZz57489z7nOed/Xm8Qx5sxGWX0KfSFOz2AjO4Nyhglo6YoY5SMmqKMUTJqijJGyagpyhglo6YoY5SMmqKMUTJqijJGyagpyhglo6YoY5SMmqKMUTJqijJGyagpyhglo6bovjs9gHuLfhf4KnAEyOu2BrAEfPNODeq20D3CKH8B1IF1ZJLgfR4HZJoe4Z93+FoA/w44APFM+uegzjFOJWySB05zjhP6KP8M2GAAogsQHgLgKJNMArM7Os7bS5nqyagpCm53htvRjxBiYwxylAmmvG1FoF//HuEsMIvIj17dug6MAZ3Ahm6r8CqjjAAX3tRNl4AK8Kh8/U4PjHBcjzfK6xUB2vVzAHgCfhVBTjd1A4VDHGaSum7qBLqAH+r3aAZYlNPFuQCA3n0xXXrFyXtUquwgo7RCHEHQpt+LDDJLBafNRzgK0Y9gFdjUjZtAC9Cxh3ZmAXmgRWSqAMY5guCAy3B9QTauIUywCuzVHSswUIi58A/A3+i2a3p+26cf/nAfjHLMGxne3536qYzyZiTHA1ShvSdmHYgi2bQnFPZdvqr7LAKRPo6KMAqFkKNsUMSx4+l7jGF2VqLM5NzfRdxK7AjlM4pkcnO4h29UgsCGsga0Qxzqg9ZJYQmo6d9X9HvJnStojWXVr4LynFzvmu4HIqaehrgw5F28oQP25VgR4t+HH+Nmtx+CMJbzr8mmsEeHuKL7bMr9hQXYYLdsW4mgcIijTPJt3W0A+NI9xCw7C2ZbkQkE+EtkghqQzPQjiOHQAugDDojlmFkcY61BvBo4qdOiTNAO8V5lniLye4Tbr4Gs6G53ftBxXNK/I4RpfnseEgWyjkxdDRjUba/Lca04Jiu08TCwHkKjQzbtRzTbbEG+z+vQJuklkVJhBFzmDe+KDeAs9/H4PcIsGZjNqCnaYTB7AK6rOfmf8CSK0qPAfwZ6yhAp1rgKwc9EnMfdKi02IWjEolpAluyTQAiharEqME1FLrCyLDfzfiwSowfKKlEWrgLfB36i5+oGfhfCP4ANTniDWwfm6WUMgGl6EfnQxWGmATjPYRxwbiTH9TOdaMQ8UGdIz2f7TNFLnZkIJ3FX4dAhOAE8dw9IlR32o1RARTI9yjBF7+c+ZCIvLrhn2IB4MXDqB9knXgucKlLR3xuK9QAGOQeBaSh4+ymYTGCqYaFc+jNagWOF0wCMcAIoUmGY+WSwXUAXvUx4vD7l/XZZ73iDuRUSzLJchMPhKOc5y1leBOB11Ma6CuEB9zh8KH230w4zSp3k9j2QSat+9iEr25yZ6D5m+Ta8/Ve94yII3o1hL8yrpHgWcOBTTN2wByK1qOZMTiq49C0jSrK9ppuOIQyzDkR6XHswwfKKHm/jCNcRWVakVyXLXETCJOAk3gle5KJumwIWVuQ833a70outI9vzIHcrZRglo6ZohyXKZbiqFk47zl+yqj9f03+rOIlivxVxZnAJgih2lspF2cajsCyihMZBOMkwpzjGUUYB2KCXoHtazm3nBRECZrnsle9hh7NANoAJBphkkvqi4KSgESfjMikxwFLiFzKNWg5hvewu1aW/X8Zp0gZACG0FJzQHEfnxBO+T1s93J+0go3wZZiJ4R7++j0zwEs41sRcBk1dwE9mKMNWm/ob6U6ZwkODDfwJy8H6bqA6gflCg5hAjjHEUgEGm5XzGhEZ9JGowfFAmcx54T3mhHADUmKLTqUudu3IoJjAklwYcvuhCJj/vHVb3/rZ9CPENZvLAE5zjbZ5L9vutuxjU7iCjdEHrnPt6FZEIPchEgTy5EoIZfD+H+Taq+n0KYSrzj1x5ADb+Sc75M9l0oQ8uHrKYrTz+3UBbAMsRKQzUdsBp/wmGOMEoE8BlNbLk6P1yhoLIgZgK0M8xxlPr/TRHOMx4ypibixFJCbIAqhCHA3D1gnsWPUBPmcMJG8FZnmMdxzzT3HfXWkA7aB7/MUQ/cObfOzgpUfJ2M6DqWTgUgSoENR3KLLJ8DSReBCb0uy3rQYQBB+EptXo2gJ8D0a9Iq7QitKl6eBbnvj/KMABjidnbi0Hcfs6DXm7cggkzF2BfGeKFJFRRYYl5uyYIw1Q0zvOubtsEHkK4NfwGAIeZACRpwWg38PJdyigZmM2oKdoBiXJKPzuB0yTR3YtvusitSQZzr+dwEqUFUTkPQfATbyiPQXzNxXqCpVjiLkZVBNv0AF+TTfsKMBMjUs1UQVGvofjnUAEmGUDgpimVXqCLIUZTADQPTNIJF9Q52IMLE6hkC1pjUW8q1ZZX5O+lC4HgNHDmeT8QSI5KcH1SJE0Jvqu3WUEU4DOc0wPXgUF+yZfuOH65SYzyc+/vUQS2iUilhDyYRRzUX0RUQjcONHZDUIopF5A4EIjDreBBxwbEh9oJ+pccwG0hFRsCmFHPbVTE+T5axMJJ00UJ1LWKR5cgb5dhAg0WzvzAxZ9MdZZ0/EWNUYFoqiosrels5wDaHN5Cx9INBPtIvDeL+lsRptSqcorP3H4NzvE888CYTtUA8MwdYJqblCh/AureJnoLwqdIZnJhwTnXDJReBUJk6SjADYqx/N4P39BnvRsncMBc9b0c5jxvbonS+m79KIYwkM82PVeVdBRhlkFEmqxD4uet6H1U4fpbsmlR/+VIBE/QHROHAcEVz3TPQUyQxlwlBAx17PGu3IWIQH1erNNJnQFcGHJSx2rfX+YVIM85XkqyZwz8Ps85zNF4hufZL4/wlkWkb0KifB/4IfxIV+WzAHn4lYppkx5XSOeemCms0iA+0Ek/daYYIJ1M1MtRjbscY5YuRCzXVcS/FwERtIVuuvOBniFwSqWBrM98clZxyVvOC8Asx/SvokuJKEZuB5N+axpPuohTbWadmYQwEL0IdFhGjZz7OCMMJ76Cy9SpAM9yRkH1GwjeFQYBM92e4wzuLqcRST6BGe4DPM8S8CXeJpHo/Ck7SRmYzagp+uyq50JOzD9bIF/fA+RhQYOB13AON8suDL2/zbfy4B49ybRLZN4EwjJuSReBXo4zmsRnxqOA4J1YRIaXL8VBifn4R/rUhag23yc3CJzmJLIaG96REoCyzLvl64iKueId3AdxI0i7YYtItLv8h95VjV6Xj5UZuc+OfdhDHGCMXmA0iWpP6mi/isMt6/qvjj3Mw4xznp8iKtVUW4NzjO6YX+azMcr/yQkU2cRN+FNtcH3ZiWCzPEokFgcgM+TpffpQpvAxA6TD9OI0H2SaCePMq+8RXIrT57K/W9y2fUGaWdqB8xxFZrbm/WKOeQHRQ4wzCcwseLus4u5PHYZxT6f4VWyoazqOchkLAZ7UqPQ6MGpZbzORHFMFyt/Rg4ukrbFZ/T6IU8vG4r0cYwSQqZD7OgFe/BuqnFWr9MWbZJjPhlFs9fgr+YIyiZmEV3DpkGYe1/TvCJEuIIupuKCTq3inAhQs9xaMaSZoJ3lgLRC3BOkxtAA9ZSrUUzB1Fpg0UXZ92QkLkwxrOo6OPGauTAMzf4VYLH6KgqZpWr5LhTrrAeTVslrvcCxnwraqn6P0umTbVhLsNqATnkem2ey9IjDGEYYYS1UR5fGljjBJMTmDJZ938SovsFN0YxLlr/SJzSKSIIfnZtd/ltRcQ4DeY7iFa0FBb8WnPLe+vvD36UPSKAuhe9CruMQom8gesUzKAdQT2+EyrCw4ZrX0yZA0AxSB4Ft0KoBeuKDnt+RvvGNKsO+Au02ztmzoNuE2/AFgnApcn3PjUL7tLMQpZVdnkCMJIN1OS8hSacfJXwPmoqAd+SAe4KWbkCoZmM2oKbox1WP6+SrC0u/i8Mc14Bcwr1jqEtD/S3gA+M0vZZvhwNKvof8fZdv9NWSVlUg7PHxH1x+g6qgIOQUN5sRKqakqh4BJL87bS53pQgUKqruvR87XoZV87Uwm6iEx0It6T34As5sk7cCukAfeA6Lr8n1BVZVJGFDP0vU5eX7mCCzsYbfqcBOSjRD6mUgKRvI4JGWSoR+Bt3kcbLVxF3H+SHMLWOJmO/AG93H+M0qVG2CULzudvsj2fNhLwPuOl2yXBy452HJRt1/B0xYrmszmgqpcBTY3oKrOta4awpRrC455WsRZty+AaZy/QvLpZ1NpAEeYZdwQQ8c8QbHOngBJYdTBXn7QpRMAjlGr8HCCR+CvY5kQg5QNxLlXVIwyj0x8MXSqZyYST25cDWgPnaaP1BeUfF+FWodTHzbZ4M5VRRikvuU3U3c+lgFnZOb13yvc95kCj80zyq/m0vGZNWR1mIfyGnzwa7e7hUTmPkynvoY4pyf6vRt44AskWCCnzJMEnTdxq1sxUdAtHl0pm3AJuFP0A50c0ejvkv4b0LV2GZlYSyaygXUBU/TTr/vNPwj1qpWMWGZSlUowybx3xbkYWIVlPZd5if30AcNA7UGcbFsHYZIlUnm9AmAlv6ZfQayVhNhxBmirus3wSp6tduJ298AScFynffgGGKZ5RjFRgI5wjUTdALCZZoAGIhl867WVxGhIJDDAAwUsFVW+X4UHFrfsZCc2j253QFCMtaJQhPAkvVSYSgm6KvKQ1ShNZE8dEfVAklQEFaY4rBsnHXMWVd2F68xymGOc5/t2gWtyQ+XQzluhPZQVZUzxcGABxgEGmARk9S+3yrXbvMqCKTqTB2EM6YNUy7AbSVU6dvIqL28Dr3nvu1lGDZw0PMN9TQPcDMxm1BQ1L1H8DDQL9F0lUQW/+TC9uyWz+amwFuIx69dOS0gqXZESguD8GJHFjkyPPQp7AllhBuCClWnZb82dq/agrEbDH+s4a91W6flEipi2R45ouSBpmRq/iXMBBFMqE9xYyyHUTWZdjVhqD6gU4gQY9wOjDAE1JhPZ1kVnMAsh1BOPi43BxbyiCOZDN+YiJk3WMYV0hpcTKWFA2AKKZ3kpOVcDUmMvAq9yHy80IVWaZ5QabsY1i4sSiV/g/kXY/NDp0hrOZWFaw/fmm1YpgZOLdn5zbNn3qzh/iTFPDWbLh6lwnrqddU2cfsFinOCPJQKxWozBghDIQ7Qs5zXqAcKHGVS2e2sB8eiv4spf+2LKPaJeehWw5UMp7+J65MZeKNOLsziE5sWDaw+jZY56oZ0BlkgriC4GNFl8IZJ7X2iFSYVJ4qsdYZwhTvIy4GLhftK3lc6YZWRqqOGNq67f+7nvU3vMNM8omzhnkXUHsEJx4IO6ewYgANUOsbm1Up8izqre1YlM6lXv/Oo1/UCl1K5FvZ7lg4A8sUMTYrlYXom62ONLgVPEl0jnv2xG8m+RdIL3XmDwPd7Kecdd0msad3ebUC0yrVLoKOdJFb7hMFMKuFLU9Ekd66b8kgeO6DqfwmGS5H7W5Pksq7G0vArzBTmfH/0xMnxmaZ4+uO0infy9W4+dQPyZn0QZRsmoKWpeorTighcNXHsJpV0NoJ4uCtzESRNw+KQEtH3B29hA/CS26pcE85g1vr+kB6mVAIhEmIkkR+SKLLf4kcCZ0mahmbTwckqISGdGmcSxxCpIMtnoI2nCEweDyDrsxU9hG+C8XyFLEZemhH4/zhjDHIayuuejCJM5JhHm1K9S1JybsAOiVjG5LQn7YsHON5xc35BV3jtXg7SF49Nu7+/ix+yzlW7MM2uz3orIyZq3bS90e06zWeTZ+50wZnFpriVVKw/9Y5qZ7DKreHU0VZxTxcdJ70BcClyx1jXvBD6t4ph6Dafm/LrkohwXl7QAbG+clJo8pV7WQQ1LQlrcr3vf88h6ksCdgWQrbqqSRGhCwUITHMaUTSUcg9CxYD+AOu5GNblqiBFGGeIwo6laojxpc9gfj+1jCVs2TfM6sjzw/5QV/sXHYJUbCwp+WxV4CxL8s1RBkJW3CMvqmr+CzEU3Lk74uu7+GKneNAme8SFDC7DHis8HccDZrqcTmyRno/sYejZmMQ+rLZsaDgvZufp1/FvLSkrQHsbbCsAMBIIDiPa9C0n2O8UxnD1maN1nL3sC6W1DjKSSLU5zHIGrS8n+R5hilnSPqC5ghJM4f22e4wwznGTvSbeGQc4ne1jgchCSvT6uX8uNMcq/0SerNTt//2v3rE1i2wMz/1wD13HCigh/39vfwjWbuEe3iszbV0w99Xs/2mcL20zhxLuWw+lAjc+kUhTR37dGsH2rypKoF+M0SteUlXLBfXVZLM5D6k//MCeRyTafqg22V/c0PVjD97me4DQNYIRBnIHcAPbTyWSq6rAXGOcYfk6u/GIyUBKclkhHXmzsVjz/cYlOGZjNqCm6MYziO8RaoHEhjQm3us5LiOll2RUGZHtwi9RSPrzYWNLm5O8Vx3x5FpcttzUeYLECO1mNpIIQ5O+gGEumPLjCef9cQRuJDIijZLDBj2PRlxbPChHp9iwsqD1p0WIrT7Xuj75E+SGnWIgl287sgf3AKX6KhEp92QBHvTYcdWCACW315ch31TeQeRhkxJWbJL1EXFjQsInfY8akn19X/VF0Y4zyP1Qu/6sc9MNX3oUlncwWHZbvankI0dJ+n72DyDz6mqCKizOC0wQ+ZEiy5ey+zb/RThpzWP82K3jfK57V9oJo2OVYyyuCPVS8LpR1dqe6Wga1JelDN/YBCVt3donDwSoJ7AYWE+8Iy9bI0E+MArgGMyVYV+fdFDDPE4xwkTRbpfFPZ7LVV24VBnEIyD/uiDrrxhlia3awoSR7hN/UY17iNdKdW7bTZ0uF/LckdcUVBa8l0tJFS27Yi6vramE7hLC0W2vGZHT/blzzm5IeuOQdmNNtVe+gkhZmbeJyGzYh/no7QaQPrAFBTnIFrPZHVmcVggbttu4MYHXughZdg08hSdN93jisjYefpmY3uKWRUFhOR0GEfPkjduF5jR47xJPHldmvc5zhxLryz+X7eOWcG96v60xwhCHGGeWkd6RB4U+mz56F/7c5+C7MaVLSnt0wv+EkhXlep9jOQOaNB1n8g8CuXm+jOSO2tsvwT9SCS+zWiQii2Fk8NpEViItBIp7ay9Lea9oDeVCkU09ujzV6Eylh3cQx7Ncg7gugIHm5AHOWme/feFVaaZhm64IkJmxT0gCGOYHoSgWgC+/J9XoM6h/EIfmabvOT0OUKxzlNETjFcfwqw61BBBlF1btL8wX/OU5XfzRlYDajpuizVwo+AgzCHgV6H2ykccUuZcHqh06d+1LaW/Ds+qJ+SeIxOG8dOODp1zFHOMljOSoPBWLObnoF7lYNoCt+CZUuQRkf1tW174kZl3O+xPI+K4WYWTqd6vgob+EmEDqFso5k05OkIYFIiDdcJ27UFPepW9TjfmBSXxYhCmaWtFFu8qYGXv8VvNwWJ9d8BWVQ9pOlCdwMoxQ0aUCvsesX8H9X3NzuR9zwDZzD9Bc4J1wq8d4m3bSBgUUT5w2EcTZJt/RqJVX2wBLEm0G63hm9qB1n3FpcgA7/IRY5z0l2W3cG89HYMcjtzpUgCOsOUC1u2XdN/i20kziL5lqgs2OcOoc5pucfYQCiBdeQ2a5jxorSchEuDAIH/ebJRo3k/+nkPnyqkraPrGjM0rcG0hf7BLq5bgb/bRP+gy7nBvB3bn5+8yHc3wnFuoMeH1H3LZhxBbpX4H7jnq0eOEh1XkyuZybz6pZtPpkFovsEkUxM3BdAq1YmhgYo80QXT7mBXcP13LdzaUF9AsJMgrR4+0C6j1wrLAD9Hec9GdCAcE96nqyGyO7BOjX1Qb9GmIuILeNyaBwcFvP4uG5N20yu0AOMoX7KEzzRZIbbzbfmelo/V+ErXkH6bzZkW9cXoai5tEUEPvlWo3XBKAGDCozvLyEA0kCkSZqWjzjY6oSMrnn7gjzoVgjWYrfdYgaJpTIn1tCq16XAGHWTdLDK0hM0UJjo227vu1/0hnwvd6CF+HbReYiXCcsQ2T2ZtPOl4SPA19yacb5dywaWt5M4r0hagpxRn8xLnMTc+MYoNZqnDMxm1BTdvER5Rtm/NZdaCfdblPYa9KlEMSyqeUmAc9It4VbNV68h2Mfv0OhnQEE6uGQi3jev/WwpXFQ4lT1lGdEUCUp1lz4BTs1YdaOd16SRX1rQ53rEJZ7ZgrufaSqwolWCtjEMYRU2woD2DnUGtuL8RUixfdU7p9FWL62L6UhrDYBh9cW8lKiiBuIjd7n6L/BHNEs71xXyt9tgcdll5Vsbrl9Al07a03WZ05/gJDxsd0ItT0PbBM7aMBziR7Ry+s/LiQEcZjCwaW5+f2K70aIxu3JF6nyq3n5FXKGYqb5B7/pbI9BKfsnEtE3o9bl0OB1gX54g3HDv94GkduUbGnBsJ3lLUUIGV/uZTpjHj0MbKjnCGFVgmDO6xc+H+3QH21bawfah/xOe/NfOr/yX+umZOG2rUFxJL0g/emz0DlD937Dfws05XCqk3yYL3KrH2244AZxkMEpNrOjzw4y7OhsLQhmYquKwEiR5MKkKq6JYJwCXQ313zxrsLostslH0vG/GYNb5oYGTjkpvtW/Zt0Xe/wOWEDUt7dfNkmuX3nRF0i62BvCKl1w9hbCJGeg38nKpDKNk1BTtoET5pvQs65amxH+tUvXJf3Clu7u+IEjbsgxBs930b1tAlr/SostjcAOe/Du4/1+SLo/b2sq8wXaJAuk3jlnOycoytErD4DdtZS/ikmb+Ro95DGfhVHBFYb7fxBtDHtUkq+5NM5RD2Idk6vtZeH4kHJxE89W3pqBWtXvCFINUmEgqE+14E0ImUcz+8TNdzBMzfktLSpugt5nl8X4BjTlkkO/jnmnlQ4FTlhgPaU+tPW9LaTWfgyaiy0GGW9pxubG+mjFnzUO6zbo8+eDXylIthdLyNn0VZd5c389haskPaysDWilpF5AvAAXfUFVM0AEwl5w/DgYISqkqIXk49sAMTxX92FSRIlLr06Ur8FkMi7iK5GOMpnLqzAc7feuL1D+dHuef4evyxH5nd8TSRrpJUQ15/o+SLuGxZDO/gcwsroRgL7Drcf3DmMICf36U1nwqNdIgyA9LJ3U1pIFpOyKtjINb9XzWF9fIvIU+OC6mg9hVrJetscoAyXubO3zoWSMOOvEdYUFu2jGiJhi39dhTcZ9+7fEwr/GqYpEX1MoZYQjoTzBKuubnxukWvCBbTa7j3+Pp/yoTbnlFfg+Zqv5tQsDvmxOSxq0PfBHXFsN3iPlMA8IQV3GOMruohaz9736mjjm5Iu+ce0l7uezTrCr7TSso/RySi3wUVUi3zXKRoCBWVHoJYfIt4FasGVEiC9qBoa3gKh3P8by3d39y1EleTJxqXcBo1kgno1tNt0Ci/Ll89H2Ptseh8rZbpBXc22yr3hFb8nuoIlKm5O9QI/1WMFMd/so3MbTV1b/F1wG4Rjno5xLpisIlRDr5gNky+n0ErlgmiQGr1AlKk3xDJUM/lntSTCr4ptB27FM4EWR+FkP/LW48dZMfhQZBVE/VUE+Q7ptrA6nhJN3NSBO4JYyipMG0tt+CzV+6TU/L5gQ2mNPVT3T/nS9CV8nbyS9W9x9qH6LbfN+Kn6Jo5EchDcfkcBaOpSJ0e/uZf8Y/T4k0M0KCk5Lu2fbfqvhUQFTtCU5zmhPp7NhF0uUjVnpigB05rxxTkw0rkaRyhm24KLDBVj+NQWiAnaFbxyh/sgk/zkErtCij/IQkVSMhCwCn4mg5khchAMIM1tHADu7DtUv3a0Z8LyxsTdtIgGhwLXa2ozUF2kqWo2u/7UWsKS8Fs1xOS8f5chqJgAil05wBOhlVT+kQL1Erw/JjpCyrh/fBVJIK2SABwXaVcEYL75ah9KYOwrzMnTg5M0gXO/dal1vHKAD/HngX7lestfe15B0D2+bS6rEBWdl+Lo1Vu1/BPQcDlH5yi02o76gxaeJLinZEXvsR3z7STGeqyAfNVRLGCTW2Ix0fDzOkHZ4m6QdqdLLkZavaXTqOsLWfL0OnnmssSWX0O7H5gwfCfdA948oXQHxCBRugQdzZG/K8fhplYDajpujWSpRnNmEtlyyI/Xth/+u4QJ1RER7wRYyanInKWESK2K+RrlF4ElfvASIB/C7Zem5y+p5CtBnOJuJxNUlkjeR8j66Jt1XSjYuLpPJfZpEi9RRFy9QbQfKqFnk5pVU3yY2/wUvMLZDKPwmKw7SV0VdcQpKSFF1wkrQV6GmDfftJ+2P9zrPQTHrjjdCtZRSQybTJfQepJ/XRq5/y5qcVLOI8bq04Z8umt8/7yCTXdJtZRX7EN0T0hJolQS4m7ugk7uinf5/jOov6JuH8Dvm+fJ00mG6X81vLz/f8gjKAoJY084lzgRtr+DB+Nv3cVX0eVhYCUIXlQaBPvbfXgMZy2mvZCrQsq5e3qhsrCLPsxoHZe41ROjZhVZepZYjVSGeArSJA0UP7qcY95TaoLsvvfrMd6/rkJ2E3cHEgkDajubqbjFXJeW0L0+ZkqosjzpOZ5IjgXcdPYzAMY8wU5glKS248ICmPSTd8vYod72fHFVXimTXmhwwMxNtz6fAzVAzwVrDXce403XpGAZfc9DNlGB+5+lLED9z5gTwG4MAsbM64kL/V71RIA9cq+mD1ya5E6UQmz7ox6yRSj6z0rLWVuJtBzpMPYd2SpLVVKK1ezlMBfe+Oi6rsCVFfiL3YybJaDZzq7+Yl1k1xLkirZD8v12+20mPmnjDdEYZZh8/cbLgZysBsRk3RDr7Otkn6Uc4lRYMrywhxEV8DswesEfCzCFB7Q99mgJMSlmUPLkoc7sH0d7++8csW6hL9WJbXgAJMl26cjrbW0IZ75uSbInlRZuJHCcxrugWdJ4O0z/1sbRlcYUpblfvZ8uvSiBBEal4lHVvqA4JvcYYLawNbAAAFFUlEQVSxRLvOAyO3+D2Dt0f1+PStTfhfOeemzrE90ytE1U5VN5jY7oWyPujijOj5Qsj2HPUurAFVLzDGENvrV3YzqY6tE4xxmiO4EksIFpbEhWxlG+iY9M0c1uu+CzjMtFcv7F/H+WH7mdKu2i4YOI8YNEFJMkUeflDyTQhrskv7nLQd8/1Cm9LAeBB9Ox9w6ja8jPL2MwoIZvmRVw9kqtsvy0h+BHm4ftchhMEi2Na2Jl6GzQuJmTsW7BYQYiFsqyUOBhjSyn+hWYjmXK96w0C+yd0qf7f1+G9mH0DY0WbSYHAeh4JmpcWox0S7qRP9LfoWCdl2+UG7VzlXsKSuY9/n9g4sd8Mf7fv4pje3gu4Mo4BIFoDv5Vym+9aYTeQXaDUkz9RAcIQC02X3do04cknYSQ5KtK0Yi6DMMa8Hmnx2QrjHlX8fgMaBtGVk03wQP4YioPIVzX43I/VljuFiBJcl3S0HBAJwoxlEt3ntzVyURhlfg5DhAc3DBeiGp24zk0AGZjNqku6cRDH6jmIWv/dJFc/3AIkrrCP0MsT2I0Ewr79IMC3v5dmM0sEkP+BXDoFv0gWc4iwAZ3mR45xPwvXgxWLw2+eJhOkFTvOabh0E8ol02gBe5jjSTLymW218ZRIZZfGlxyDeZ8lGvUAvr6hK/L0ydJU1SqRZ+CP77swb1W+/1fOJ5HPKIOnGdQZkTOj3AnnO8EIqhDae+DR8xeLX4e7X83RygheTs8+Tbr/Sy/aOj3Uco/htOU9xkhNafH6aIR13zR0ZRSm148juy852UO/b+XJgg7d54mO7Nd4uuvMSJUUGJP4L6W5Bs7i2DTXdVgP2UwdGkxdKg8vNsChqlbNe894GMo3TpOXVsmIac6RZm4njjCc4pYpM6TBDXgssebH3aXtNLTUB1IaV7La6gUKVpJxrYcFllXfrxYN+SL1AAWD9jjMJZBgloybpLlM9W+nP9HMa1/uwptv8NjW+IhC1YlhgiLGkQzN6lnmcBNlGim3KgZNhRlWcFW81MsMcYZDxRDpNU4F4bntT5PIejjGrPWOBlbfks/DdLQOo4Dwk1Y8Z5O2nu5xRfPpj0kiiRhBvwDV9SXWK5GXaIGwkL6MUNdauLOOXLxib+XhkHXlNbVvgfu9CFJofzJ8n3cna8IvPnJeRbpTlwB3XhSCRYX2vjtB//NSncKfoLsMon0T/XT9NyszSFki7ziO6vsc5AiwxwITn6hpAWKIKOJxRIe22H9H+8saG84grZjlyrUGTV8uR7jnvF4dba75J0lV7y5qAbTXELjz4pzf0FO4U3UOMYuRW3beBqbLzkspfjdTLIftVnvhB+U5gjJM4NTYFXOZ8/IOkzyzkIeiC0JQVVNjQZjjzuAL36VRKcxV4nteA51MdINcLpHrDzt4FAPVGKAOzGTVF9xBG+Th6nXTvjyUOc8rvCJGqwZ0FpjhB2pU2Cdffc0XuAIU9uBT+rS9cu+haoQe/R+oVq7Qn43DBq4OIHHOy716jzwGj+PQ6Tp2IMniNZ1J7PM85zvEcz/EajgF+DvGbwigdBkS+yvY2wiBMcBGnROw9PD6jbEDSHfrzQZ8zRtk5epX7kt5EBlQ3gCd4H5FLf6FbiyTVkZ9jyhjlU+hVD+/P44IIn/ZWz88bZWA2o6YokygZNUWZRMmoKcoYJaOmKGOUjJqijFEyaooyRsmoKcoYJaOmKGOUjJqijFEyaooyRsmoKcoYJaOm6P8D1HujGw/gslEAAAAASUVORK5CYII=" y="-582.395175"/>
- </g>
- <g id="LineCollection_73">
- <path clip-path="url(#pcecddf217a)" d="M 37.849348 585.175062
- L 39.060085 585.175062
- L 39.362769 585.477747
- L 39.665454 585.477747
- L 39.968138 585.780431
- L 40.876191 585.780431
- L 41.178875 586.083115
- L 42.086928 586.083115
- L 42.389612 586.3858
- L 42.692297 586.3858
- L 42.994981 586.688484
- L 43.297665 586.688484
- L 43.600349 586.991168
- L 43.903034 586.991168
- L 44.205718 587.293852
- L 44.811087 587.293852
- L 45.113771 587.596537
- L 45.416455 587.596537
- L 46.324508 588.50459
- L 46.627193 588.50459
- L 48.897325 590.774722
- L 48.897325 591.077406
- L 49.502693 591.682775
- L 49.502693 591.985459
- L 50.108062 592.590828
- L 50.108062 592.893512
- L 50.713431 593.498881
- L 50.713431 594.104249
- L 51.016115 594.406934
- L 51.016115 594.709618
- L 51.318799 595.012302
- L 51.318799 595.314987
- L 51.621484 595.617671
- L 51.621484 596.22304
- L 51.924168 596.525724
- L 51.924168 597.433777
- L 51.621484 597.736461
- L 51.621484 598.34183
- L 49.502693 600.46062
- L 49.502693 600.763304
- L 49.048667 601.217331
- L 48.745983 601.217331
- L 48.140614 601.822699
- L 46.627193 601.822699
- L 46.324508 602.125383
- L 46.021824 602.125383
- L 45.71914 602.428068
- L 44.508402 602.428068
- L 44.35706 602.57941
- L 44.35706 602.882094
- L 44.054376 603.184779
- L 44.054376 603.790147
- L 43.751692 604.092831
- L 43.751692 604.395516
- L 42.086928 606.060279
- L 40.270822 606.060279
- L 39.968138 606.362964
- L 38.454716 606.362964
- L 38.152032 606.060279
- L 37.546663 606.060279
- L 37.243979 605.757595
- L 36.941295 606.060279
- L 36.63861 605.757595
- L 32.40103 605.757595
- L 32.098346 606.060279
- L 30.28224 606.060279
- L 29.979556 605.757595
- L 27.255397 605.757595
- L 26.952713 605.454911
- L 24.833922 605.454911
- L 24.68258 605.303569
- L 24.985265 605.000884
- L 24.985265 603.487463
- L 24.68258 603.184779
- L 24.68258 602.57941
- L 24.077212 601.974041
- L 24.077212 601.671357
- L 23.774527 601.368673
- L 23.774527 601.065988
- L 23.471843 600.763304
- L 23.471843 600.46062
- L 23.169159 600.157935
- L 23.169159 599.855251
- L 22.866474 599.552567
- L 22.866474 597.433777
- L 23.169159 597.131092
- L 23.169159 596.525724
- L 23.471843 596.22304
- L 23.471843 595.920355
- L 23.774527 595.617671
- L 23.774527 595.314987
- L 24.379896 594.709618
- L 24.379896 594.406934
- L 24.68258 594.104249
- L 24.68258 593.498881
- L 24.985265 593.196196
- L 24.985265 592.893512
- L 25.287949 592.590828
- L 25.287949 592.288144
- L 25.590633 591.985459
- L 25.590633 591.682775
- L 25.893318 591.380091
- L 25.893318 591.077406
- L 26.196002 590.774722
- L 26.196002 590.472038
- L 28.466134 588.201905
- L 28.768818 588.201905
- L 29.374187 587.596537
- L 29.676871 587.596537
- L 29.979556 587.293852
- L 30.28224 587.293852
- L 30.584924 586.991168
- L 30.887609 586.991168
- L 31.190293 586.688484
- L 31.492977 586.688484
- L 32.098346 586.083115
- L 32.40103 586.083115
- L 32.703714 585.780431
- L 36.941295 585.780431
- L 37.243979 585.477747
- L 37.546663 585.477747
- L 37.849348 585.175062
- L 37.849348 585.175062
- " 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(#p889606b3af)">
- <image height="33.12" id="image8764315d5a" 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(#p889606b3af)" d="M 77.661087 582.989748
- L 79.473867 582.989748
- L 79.836423 583.352304
- L 80.198979 583.352304
- L 80.561534 583.71486
- L 84.54965 583.71486
- L 85.274762 584.439972
- L 85.637317 584.439972
- L 85.999873 584.802528
- L 86.362429 584.802528
- L 86.724985 585.165084
- L 87.450097 585.165084
- L 88.900321 586.615307
- L 89.262877 586.615307
- L 89.987989 587.340419
- L 90.350545 587.340419
- L 91.61949 588.609365
- L 91.61949 588.971921
- L 92.344602 589.697033
- L 92.344602 590.059589
- L 92.707158 590.422145
- L 92.707158 590.784701
- L 93.069714 591.147257
- L 93.069714 591.872368
- L 93.43227 592.234924
- L 93.43227 592.960036
- L 93.794826 593.322592
- L 93.794826 595.497928
- L 94.157382 595.860484
- L 94.157382 598.760931
- L 93.794826 599.123487
- L 93.794826 599.486043
- L 93.43227 599.848599
- L 93.43227 600.211155
- L 93.069714 600.573711
- L 93.069714 600.936267
- L 91.982046 602.023934
- L 91.982046 602.38649
- L 91.256934 603.111602
- L 91.256934 604.19927
- L 90.894378 604.561826
- L 90.894378 604.924382
- L 90.531823 605.286938
- L 90.531823 607.099717
- L 89.987989 607.643551
- L 89.262877 607.643551
- L 88.900321 608.006107
- L 85.637317 608.006107
- L 85.274762 607.643551
- L 78.023643 607.643551
- L 77.661087 608.006107
- L 77.298531 607.643551
- L 76.573419 608.368663
- L 75.848307 608.368663
- L 75.485751 608.006107
- L 74.76064 608.006107
- L 74.398084 607.643551
- L 73.310416 607.643551
- L 72.94786 608.006107
- L 71.13508 608.006107
- L 70.409968 607.280995
- L 70.047413 607.280995
- L 69.866135 607.099717
- L 69.866135 605.286938
- L 68.778467 604.19927
- L 68.778467 603.836714
- L 68.415911 603.474158
- L 68.415911 603.111602
- L 68.053355 602.749046
- L 68.053355 602.38649
- L 67.690799 602.023934
- L 67.690799 601.661378
- L 67.328243 601.298823
- L 67.328243 600.936267
- L 66.603131 600.211155
- L 66.603131 599.123487
- L 66.965687 598.760931
- L 66.965687 592.960036
- L 67.328243 592.59748
- L 67.328243 590.784701
- L 67.690799 590.422145
- L 67.690799 590.059589
- L 70.409968 587.340419
- L 70.772524 587.340419
- L 71.13508 586.977863
- L 71.497636 586.977863
- L 72.94786 585.52764
- L 73.310416 585.52764
- L 74.035528 584.802528
- L 74.398084 584.802528
- L 75.123196 584.077416
- L 75.848307 584.077416
- L 76.210863 583.71486
- L 76.573419 583.71486
- L 76.935975 583.352304
- L 77.298531 583.352304
- L 77.661087 582.989748
- L 77.661087 582.989748
- " style="fill:none;stroke:#000000;stroke-width:0.5;"/>
- </g>
- </g>
- <g id="axes_123">
- <g clip-path="url(#pc76497a8a4)">
- <image height="39.6" id="image5301f92fdc" 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(#pc76497a8a4)" d="M 121.643883 578.276521
- L 123.456662 578.276521
- L 123.819218 578.639077
- L 127.444778 578.639077
- L 127.807334 579.001633
- L 128.169889 579.001633
- L 128.532445 579.364189
- L 128.895001 579.364189
- L 129.620113 580.089301
- L 129.982669 580.089301
- L 130.345225 580.451857
- L 130.707781 580.451857
- L 131.976727 581.720802
- L 131.976727 582.083358
- L 133.064394 583.171026
- L 133.064394 583.533582
- L 133.42695 583.896138
- L 133.42695 584.258694
- L 133.789506 584.62125
- L 133.789506 584.983806
- L 134.152062 585.346362
- L 134.152062 585.708918
- L 134.514618 586.071474
- L 134.514618 586.434029
- L 134.877174 586.796585
- L 134.877174 587.159141
- L 135.23973 587.521697
- L 135.23973 587.884253
- L 135.602286 588.246809
- L 135.602286 588.971921
- L 135.964842 589.334477
- L 135.964842 590.059589
- L 136.327398 590.422145
- L 136.327398 592.234924
- L 136.689954 592.59748
- L 136.689954 593.322592
- L 137.05251 593.685148
- L 137.05251 595.497928
- L 137.415066 595.860484
- L 137.415066 599.486043
- L 137.05251 599.848599
- L 137.05251 600.936267
- L 136.689954 601.298823
- L 136.689954 602.023934
- L 136.327398 602.38649
- L 136.327398 603.111602
- L 135.964842 603.474158
- L 135.964842 603.836714
- L 135.602286 604.19927
- L 135.602286 604.561826
- L 135.23973 604.924382
- L 135.23973 605.286938
- L 134.877174 605.649494
- L 134.877174 606.01205
- L 133.789506 607.099717
- L 133.789506 607.462273
- L 132.339283 608.912497
- L 132.339283 609.275053
- L 130.707781 610.906555
- L 130.345225 610.906555
- L 129.620113 611.631666
- L 129.257557 611.631666
- L 128.532445 612.356778
- L 128.169889 612.356778
- L 127.807334 612.719334
- L 127.082222 612.719334
- L 126.719666 613.08189
- L 125.269442 613.08189
- L 124.906886 612.719334
- L 122.368995 612.719334
- L 122.006439 613.08189
- L 120.918771 613.08189
- L 120.556215 612.719334
- L 119.468547 612.719334
- L 119.105991 612.356778
- L 118.743435 612.356778
- L 118.380879 611.994222
- L 118.018323 611.994222
- L 117.655768 611.631666
- L 117.293212 611.631666
- L 116.205544 610.543999
- L 115.842988 610.543999
- L 114.030208 608.731219
- L 113.667652 608.731219
- L 113.486374 608.549941
- L 113.486374 608.187385
- L 112.761262 607.462273
- L 112.761262 607.099717
- L 112.036151 606.374605
- L 112.036151 606.01205
- L 111.311039 605.286938
- L 111.311039 604.924382
- L 110.948483 604.561826
- L 110.948483 604.19927
- L 110.585927 603.836714
- L 110.585927 601.661378
- L 110.223371 601.298823
- L 110.223371 599.848599
- L 109.860815 599.486043
- L 109.860815 598.035819
- L 110.223371 597.673263
- L 110.223371 593.322592
- L 110.585927 592.960036
- L 110.585927 591.872368
- L 110.948483 591.509812
- L 110.948483 589.334477
- L 111.311039 588.971921
- L 111.311039 588.609365
- L 111.673595 588.246809
- L 111.673595 587.884253
- L 112.036151 587.521697
- L 112.036151 587.159141
- L 112.398707 586.796585
- L 112.398707 586.434029
- L 112.761262 586.071474
- L 112.761262 585.708918
- L 113.123818 585.346362
- L 113.123818 584.62125
- L 113.486374 584.258694
- L 113.486374 583.896138
- L 114.574042 582.80847
- L 114.574042 582.445914
- L 115.66171 581.358246
- L 115.66171 580.995691
- L 116.5681 580.089301
- L 116.930656 580.089301
- L 117.293212 579.726745
- L 117.655768 579.726745
- L 118.018323 579.364189
- L 118.380879 579.364189
- L 118.743435 579.001633
- L 119.468547 579.001633
- L 119.831103 578.639077
- L 121.281327 578.639077
- L 121.643883 578.276521
- L 121.643883 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(#p6d497b7a9a)" d="M 150.218051 579.948928
- L 150.985321 577.703987
- L 151.75259 579.361337
- L 152.51986 582.572132
- L 153.28713 577.159525
- L 154.054399 582.323889
- L 154.821669 581.912097
- L 155.588938 582.622814
- L 156.356208 581.46156
- L 157.123477 583.089914
- L 157.890747 583.450989
- L 158.658016 583.999328
- L 159.425286 580.413463
- L 160.192555 584.78914
- L 160.959825 582.671548
- L 161.727094 584.496914
- L 162.494364 583.001635
- L 163.261633 585.187854
- L 164.796172 586.311483
- L 165.563442 586.259834
- L 166.330711 585.670667
- L 167.097981 586.012816
- L 167.86525 583.482117
- L 168.63252 587.86899
- L 169.39979 583.122062
- L 170.167059 585.870591
- L 170.934329 582.718806
- L 171.701598 583.060665
- L 172.468868 581.787605
- L 173.236137 579.752463
- L 174.003407 582.99167
- L 174.770676 580.258928
- L 175.537946 585.208119
- L 176.305215 583.739542
- L 177.072485 586.292695
- L 178.607024 586.270891
- L 179.374293 583.808466
- L 180.141563 583.943326
- L 180.908832 584.89981
- L 181.676102 584.532973
- L 182.443371 586.304022
- L 183.210641 586.884143
- L 183.97791 586.322059
- L 184.74518 587.10563
- L 185.512449 587.436194
- L 186.279719 583.745881
- L 187.046989 587.747462
- L 187.814258 583.874707
- L 188.581528 588.270521
- L 189.348797 583.880727
- L 190.116067 585.496859
- L 190.883336 583.820371
- L 191.650606 584.709155
- L 192.417875 586.149999
- L 193.185145 585.654721
- L 193.952414 585.772491
- L 194.719684 585.683529
- L 195.486953 584.201825
- L 196.254223 584.080673
- L 197.021492 582.197977
- L 197.788762 586.789968
- L 198.556031 585.63884
- L 200.09057 587.01467
- L 200.85784 584.001421
- L 201.625109 583.629823
- L 202.392379 587.858617
- L 203.159649 582.955623
- L 203.926918 587.308067
- L 204.694188 582.568456
- L 205.461457 586.096225
- L 206.228727 583.967912
- L 206.995996 586.146279
- L 207.763266 585.489833
- L 208.530535 583.713425
- L 209.297805 589.284563
- L 210.065074 585.393344
- L 210.832344 586.149027
- L 211.599613 584.30857
- L 212.366883 583.5395
- L 213.134152 586.592044
- L 213.901422 583.187653
- L 214.668691 585.590512
- L 215.435961 585.435049
- L 216.20323 581.582624
- L 217.737769 584.935409
- L 218.505039 581.516411
- L 219.272309 585.867751
- L 220.039578 582.776998
- L 220.806848 584.596687
- L 221.574117 585.335477
- L 222.341387 586.294209
- L 223.108656 583.790318
- L 223.875926 584.061149
- L 224.643195 586.241128
- L 225.410465 585.60311
- L 226.177734 592.259339
- L 226.945004 591.248212
- L 227.712273 586.298712
- L 228.479543 586.592643
- L 229.246812 584.280391
- L 230.014082 586.95722
- L 230.781351 585.232197
- L 231.548621 582.338308
- L 232.31589 582.043804
- L 233.08316 581.298366
- L 233.850429 580.80353
- L 234.617699 579.906886
- L 235.384968 579.552853
- L 236.152238 580.987821
- L 236.919508 584.865975
- L 237.686777 580.2115
- L 238.454047 581.779432
- L 239.221316 582.970441
- L 239.988586 585.220161
- L 240.755855 580.416305
- L 241.523125 578.82994
- L 242.290394 582.331977
- L 243.057664 578.937488
- L 243.824933 581.737724
- L 244.592203 582.637264
- L 245.359472 582.037666
- L 246.126742 585.071415
- L 246.894011 582.952769
- L 247.661281 583.565122
- L 248.42855 586.530932
- L 249.19582 583.092817
- L 249.963089 583.44329
- L 250.730359 586.832779
- L 251.497628 581.596348
- L 252.264898 584.163838
- L 253.032168 579.253146
- L 253.799437 581.414774
- L 254.566707 579.924335
- L 255.333976 582.581336
- L 256.101246 580.656403
- L 256.868515 582.696058
- L 257.635785 582.051784
- L 258.403054 581.763297
- L 259.170324 582.977529
- L 259.937593 579.466606
- L 260.704863 583.00554
- L 261.472132 585.567549
- L 262.239402 584.277003
- L 263.006671 584.294617
- L 263.773941 586.009327
- L 264.54121 587.225791
- L 265.30848 585.889776
- L 266.075749 585.023585
- L 266.843019 586.35208
- L 267.610288 584.538314
- L 268.377558 585.769937
- L 269.144827 587.575295
- L 269.912097 583.077472
- L 270.679367 581.912755
- L 271.446636 584.224335
- L 272.213906 583.571731
- L 272.981175 581.845836
- L 273.748445 581.996125
- L 274.515714 579.688978
- L 275.282984 579.853638
- L 276.050253 582.032463
- L 276.817523 583.50432
- L 277.584792 583.064377
- L 278.352062 583.47011
- L 279.119331 584.616696
- L 279.886601 580.561707
- L 280.65387 584.065619
- L 281.42114 581.301159
- L 281.42114 581.301159
- " 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(#pcdb0a33f9a)" d="M 150.218051 601.628086
- L 151.770644 614.22226
- L 153.323236 610.129992
- L 154.875829 612.075705
- L 156.428421 614.133301
- L 157.981014 606.717834
- L 159.533606 611.906145
- L 161.086199 611.841509
- L 162.638791 614.320692
- L 164.191383 613.780938
- L 165.743976 613.953091
- L 167.296568 615.132469
- L 168.849161 611.432034
- L 170.401753 614.999314
- L 171.954346 614.629934
- L 173.506938 615.315381
- L 175.059531 614.286134
- L 176.612123 614.662927
- L 178.164715 615.308167
- L 179.717308 615.256754
- L 181.2699 614.659076
- L 182.822493 615.041273
- L 184.375085 614.480652
- L 185.927678 615.016085
- L 187.48027 614.575008
- L 189.032863 615.267055
- L 190.585455 615.249343
- L 192.138047 614.957895
- L 193.69064 615.064248
- L 195.243232 615.324798
- L 196.795825 615.054676
- L 198.348417 614.634537
- L 199.90101 615.236699
- L 201.453602 614.856774
- L 203.006195 615.323125
- L 204.558787 614.929699
- L 206.11138 615.100048
- L 207.663972 614.675652
- L 209.216564 615.152478
- L 210.769157 615.348545
- L 212.321749 614.945709
- L 213.874342 614.991713
- L 215.426934 615.256125
- L 216.979527 614.822493
- L 218.532119 615.123583
- L 220.084712 615.219672
- L 221.637304 615.072102
- L 223.189896 614.984771
- L 224.742489 615.276738
- L 226.295081 614.963234
- L 227.847674 615.060602
- L 229.400266 615.239223
- L 230.952859 614.75238
- L 232.505451 614.614797
- L 234.058044 615.058579
- L 235.610636 615.308263
- L 237.163228 615.326078
- L 238.715821 615.213652
- L 240.268413 615.065193
- L 241.821006 614.161488
- L 243.373598 614.666028
- L 244.926191 615.355189
- L 246.478783 614.958692
- L 248.031376 614.802835
- L 249.583968 615.275433
- L 251.13656 614.920737
- L 252.689153 615.148435
- L 254.241745 614.693796
- L 255.794338 613.49704
- L 257.34693 614.726954
- L 258.899523 614.424465
- L 260.452115 614.890498
- L 262.004708 614.704894
- L 263.5573 614.992909
- L 265.109892 615.062521
- L 266.662485 614.939056
- L 268.215077 614.436867
- L 269.76767 614.545999
- L 271.320262 612.890898
- L 272.872855 615.23126
- L 274.425447 614.935214
- L 275.97804 615.249435
- L 277.530632 615.14479
- L 279.083224 614.922308
- L 280.635817 614.283056
- L 282.188409 615.308337
- " style="fill:none;stroke:#ff0000;stroke-linecap:round;"/>
- </g>
- </g>
- <g id="axes_126">
- <g clip-path="url(#pb543194bdc)">
- <image height="27.6" id="image9e03bfc58e" transform="scale(1 -1)translate(0 -27.6)" width="33.12" x="302.751591" xlink:href="data:image/png;base64,
- iVBORw0KGgoAAAANSUhEUgAAAIoAAABzCAYAAABHGpq1AAAABHNCSVQICAgIfAhkiAAAIABJREFUeJztnX9onemV3z9vYr2+Y12kq93oB/JiXZOxZGaTkSETKw1h1GUTZTdDFNg0KrsDWqipQjut84dBWzD4D4ELNUwhoqatWv8RtUOIsrMlXqZLPNlN77Cko8kULDc7WM5AJBEbSe7uXAnbubpK9vaPc85znlfyxte2PLbhPWBfvc993+d97/Oc55zv+fGcN2k0thvklNM96COP+wFyejooZ5ScmqKcUXJqinJGyakpyhklp6YoZ5ScmqKcUXJqinJGyakpyhklp6YoZ5ScmqKcUXJqinJGyakpyhklp6YoZ5ScmqJ9j/sBnib6a/YxD/QAJW1r1+Nn+eVje64Pg5KnIx+lyk/4GJ/gr4EtbesGyvp3YQ/vdVU/j4Z7Q03//j6wqs9Q1bYB3uWV8ASf4C/1r/aozzW97o/38Dk/XMpVT05N0YcuUd5nH1XgBX4CwGt8gkX9ztbgKV7DVyyIxIj/2dmLO86z4yo03pSmJf3KdEXH88AQsBBdNwQMAgOYJHmfj/EsbyASZlnP60Oky1p0bbd+X4jO6dH+V6PnH9CHeDqlyp4xygX2sYoPYQn4DjJEfdo2j0xDHz6sJWTKS8ArvKati8D+qLclXHybGiggk8uOtg3gMlzf9IdrAQ7o38UuhDHWcNY8BgwDffw/PgF6pwX91x09axU4xdnoF5SjX2fPWgMKTDIHepfTvK49WG+m2p4O2jMwe4JfMqHSAmQdXmsA21BNpa0KXNbPgR3XZ1GGMcmSHm/oZw0a635a0oNMg129RpA6B5RRWoBWINGHoIxMWAlZ+SCs2w7UMndcwmUCCPv2AOc5HaRgDWP8r4brrrJbHo7yVXqAL0bXvfwUAeA9VT1j7AsCfRXYvIWMXK823gZuQtdhX4fdyNoqEKueV5G1bNNRRSa2gE+BT5GTMMoIFS4FaWPX2HnD2Mo+zyvhSmObuPf4ahAFs0oW3i7rb+jZcV3MKNZPD75ATJ6dfkqYJQezOTVFeypRhtgXVtSVD5Bl1Yrjg1ZIE/gMolxAVtpFxjnJbMCbNeAcoziIrOmZsY63O5XC38PMBRRjK3yeM4gysBaAPiY5FVa9yZtydEYNW/Fnw3OMMpOBteAw1o6riBwciPqr4Vh6IGpDz/nqUyBV9tThFkNNWgCDBdvy0ZaImmnHUYd8VplmAjKsskYQ4PUVqKNAdEnPMVVUY5BLmfuX8Inz/ir6d3dojVVKjSyVgHNMEKwoRBmuNOBQ4hNu9zHFtqjnkHhfZXZD326yttOTTnvumbUBSYtQT6Er9e9K0Xk2MfMMYRPu7FMFlqBRz3ZeXxecA9C6Amk/Y8HacJnTA8wxpq09CCtcjc7KusOW2M1g05wki0aEEdPk7kA8xjRdSRY5GUsbvgEB9ZCVYk8y5Rglp6ZoTyVKaeffqbufQFZdDZhjBMcftvaqBGP0g3W4g6gvELGUmrNNzeP0EDBEjayfYz93W6WxKdwO9GUwyTywXhcz3iTKGaaZUqkyzCzo+X36aRKkRtamMlsrlk7m3akhviX015eAceBdnYYXnmCssmeMMqoONyMTx2YWggzMNGO484zom0LWR3KAiPNsovsgjYX8KjWyjFEAxTvxVI7iiKDAa5xiA5/cIaCWxuhFGO4C08EIB1E59luWonO38AgUek7svzW4HasoY7AFsjD7SaU9lyix07qH3U6raXOk1dUhVgeKenXSJW0dkLUVenCPi6GLBWCNLXzShoHTTGpLbDH14Gt9lQWyUgDclxMD3C2yPpICMMWr+q17XMaZy8jFRcgwmLUvR8d9ZCUwwM/Zx289oVJlz8zjSfXKGlNsIFNqlgIA26JF1j9AzGag0ZJA0q8nmOpRJupo0/YhZFiHOMspQCbj+8D6LYJ19WIKFcYhArjCICWcnbYYpxJWOHr2ElmHmAHjWDJUcalziaHozD4mVD0V8ChPrIaWyEaEunEv7r+PenpSvbU5mM2pKXpoieJA7Iy2vK2fPYwwm9HLC8D6OmLiqkQJ8rcFGomqlfVNAbIdqooYxte7rMkJTlABrkUW9PMpLDCud4p9Mku4qigAw4xyMVwX+0divDAf5IvJyR4GWORaQ8xke3z7ByJFl8niGbs6DkOWtd2iUyDqaABxSFpfL3CLrJJ8PPSQGKXKC8GRBT5MAIXgyLKBqq8j89UJaYe2NRDGaZFrAOjchKQNj7AakyyGc2Z4jQlepid1RpRpLeuRTd1VeYoPlKNa66DXGAAtIM7AMjtjPQVoXHHfTbHAtTqkaZYNY0djfBwznYHnGHUN6nmnwiJr53VOhaV2FNgQABcU5yCPxzp6SIlyGccDc7jrChzaDgXP6RIyWEeBCqNRPzXGuMQcw+FYmO6YHscA1qisn/E9xTI6G0V3AWYZlAkHSFJGlUWsh6vIRA7iYcgKQ9J33S2x9rTBpkbE3fEnuCuWVyXtOw42FBDpYW2DwGnO6zff19asT/k1TrNKNgvHIH4P8Lu8q62Sh3OBVzjxiJjoIRilggyxMcqiHN+K8kDuAF1twNe1wdbbGja5o8xzMSQElfU8s0ls0Mp6vERwxa+ve1C561B0nmW3yNCOM8MsIxgLdLOsjDqOTe9JLrKkV08zon0ty/3qdUgFVPexQQm4cp0Qv2rr0Ci5qtJDiTNJLGWO4Y8LFkeaBKqMMROGrAdninNMAn1ciKLcJ4LHeCDqzeD2fi5wWs/bW4bJwWxOTdFDSJRvko2h6Aq0+EzShntTROC6ernqzrXETOAC3NK2O8hiSY/rd8ME91T9HWm6jNvgB/U08+R2AsnzejCABA4FvF7FI8ULQXpsMaoms8nHDfoQ6VeiXVesZed9N/ILtnXBZt3vffwusaAeHKeZDJjmrPweaozos13S+NSZKDNOcnMgGwerMclMUMinOQO08yqnwvMvA28AH9sjyfKAYPZbiAqokXVsHYNkZ/B+Z1xWM9K27XgT0n6gBEW9trUOyXE8HwxEdSyp6x4or8ANxGF3XU/Z1n+dQJ9ikmINGAw+DYvaylPZs69ykT7aWWZT+0o69bslfHa7NPzQ5WhjgEuUInBrkDt2uM1yhjGmMhaOQGlBHJ4UKd9OZXw0g7g9BDKua5zjDJ6ssZ+znMq4FQvAvwRO6hR/7iEZ5gEZZRHP94ozK2zlwzAzwekUw1soM8ZF1qL0yCVk1S3a0CYFoJsJpgCYYQx4WyyXO9qZSY8oOh1oG1+A6TVIa8wqeB7hokoSlYAggZ7SJpstUb/XgfeA94FnpenySyATPBgcbIP6G8zCKWNT6Y8Al5njJKNMR17q7+n9h5kOVk8JkWk2Yt3sNsDt71Um1PloWTrxkizrscH/z91lmO6H7otR3tfTn2UVWBJ/h6H/g1cgHcB4uhthI/MpgAzmBNM7HODu6RjUFb6g7OXphDoVd1bgpjbVyY4f+LOk+ITfBlKzHcyjelWe/UZ0bQs0OtpJbHpvIoxyk5DKWb8FQ8VKxglgZvClkNZwFF9AZs0IRL3IIIE565uQduEKDc4zxSucDI80yXSQyzaGr/A653k5Ew44xyRnOJfJqzHryMbwPPt45SGkSg5mc2qK7hPMGnB9GdavyOIw+foccPAQjit6GGaKVbK57mbkxhsxaojjrW2Ht9PuVq/DF1K4RDtcU/P7BmKiloEu8+CWSBqLgqnL2tk2Il1i0FxfF2kRY5teSI40pB1ExS3p36b4y7gEi7Kn0y6CB+gS47ictPWtocv1FZdi7cDh40ha5lzoMr7KUrn24x6lc7qlZZKXOadSbGxHUNKujZMrLAXjQZO5m1Y977KPDd3z8rt0y+DHjqcloHcFEsPdVSpUGI48t3Egbkk/Nz/QPyIVYiIz+LqW4M1jQHoUWtXq2UYm8zbY8Awa+6WQ3FD+74VGEicQlCRVoS/y99xGALAyjPVh2IRO/J5Lel8LHRyR3+RZ/+YtWXUrzq79Kc4oR4Bb70BxNVgqmVRS7WWBQUZYiNprvMoJznESQyBzIWDQzYQynY3zzky7M+xj6gGYpWmJ8pfsC5N7gjFofFee01ZlCfnxhg1MtxdtZx5MMsNVBAqHGM11xFnVKSmE1tUq6sgCGdxeeLEIlbqedFnvYfcF6DrEAMssETFZVZ/JJrtV7hPHk+vGrLYHCH8W8FV5Fahf1/uqw62/HxZ3udd64IMVYQy8T96LbnqMENjuS2UKViycoQC9K4U1PWkiWnAzTAAVaFyThm3UchzEwx5iXZqzzry7Szjz3A9maVqivI2nJ59gzeMzJgk6kUmxFXMbWXl9V6BDVvw5JhhnJhviapU+0iggt4RWDJAwB6v9clwJgFGv29B72D0PrLBY7CZprGUTS1pwEHwE6FCJ9TNtu6nPX3b1Z1QG5pkAxJK7ehDW2+GQPttiJjEBH5BWnEGMWQ/gPp9Owhgut8hNk+2GW3UAKYywwCUmMnk+boAr3QbSHgj5x2Dy+wSvA/CablCLAe4b7OOlJpklB7M5NUVNq54R9gWJ0gMsrydZ83IJWUE7zddeXDXoBnFTQZBNbOrX1TzI7j2BBeAio9D4c7/fHWSVxikL16U9YBTrxFRPn/69QRbMdkJbfzY1QAJ5w+wuYRFn32Xjze5kjOLmf1OXcbmBq2Z7jhIhQWuQjUw2YBlPrLDeZ2PPtmUE1tch/RpnmAsuuNPBNyMt5zmdcY/acE3xGvBPuRc1rXrmET8CwIr5KQ7gjGHJ0HbcjgNeG8uOVWCRc4wxrKBrFYIFs6qpB32YX6IMwATnXNDa4By0JGuzZiCpbzjgjJk49rWYM66KO+s6IT0MG4wQ59b6D7G72zDHiZSGqOQmY8wzxyjEWbmla/48LdFlnUCxH7OZvojgIHsC89fERoBMfE33Uitbp4NAmQHg5eDyN2aVwX+FMf07ru1SAIZ4lZc5dQ8V1DSjbN7Cf6xFbEsrLi1KCFgzkNqK6OMYSIbdve5Mq9f1GhtA4FKIJos9MMNVJkKikQ5Z2oalFbRrGkOwKjbIem578cC0PUs7dwGNJufAs2ijewYpEWeaGNOIZTXHGONcpAeC+UrvNV9AtmuyFygeZ5x5ZpkMvcUpBVt6t9WoLZuOYa5+Aa4vh7QFe1YzHeJnjTNlytH/v55yjJJTU9Q0RvkJ+/ik6fQD8IUO4fiKRWBvvQl/gUu1I8AL7Cg5YS4gdyvtZ1lUWis0kngHL2TFe1X2+5j0rxMsJpNiyUbDL22JPlsJ/pHnOzxp2hTKAt2S32LmNsDBNjypuxrOdGzw69ITy4iEsXOW4dZbEjey53oORpOG4C59kjEuxRtpgzm7HjkjLSl0hjPRmXGWiymueeBtiWPZKWkbvjsJwhYYPoO7DO9OTaueT/BzaPktOWjxkOB+FfuFImw8l2TBY7GLEdZCYGo9cq41dHPuVjURfLONg9JU9G+fcsUyA3B9XVTLUvRQB5H7qVhv3EiEIZ6DpKT8b57ZCKeY+23OmHx9XVC1Od4AWjaha554EzyNdfVZ7Eyy2glBrb5L5L4tvgjH3lZdi2OtAJh8E0icr1cGSolP7UUmgAJnmeZ0SJMo4AU4Yh9tAUp6vzQFjjFBJaNQ4/Qn+Ic3zN9HULDHV8MdqBY1D0Ofo1AEfrtLJhSgBQZYE8eZ4ZYqgSmSTpnIxnYiExRvM67XSSJ83l1cZK0lyU64Oum4iUuZ64Sc3Ea/eEqHlE1ju8W1tF54g2AtBWoBtjeFYSL8JLQJqfUYg12AQcaZVYxi6Z6a/QchTWKQZYWSlcD72Si7g9hFJoh3TJ1hTs8ta5v1EF8NsmFO/hrlYiZn1/pfRkKXdu+v7vypSvcVPX5RrZK3binfRmH5zToMp2tUDnqmaA3YbCgzA/WDuElqZJbTtv+KhIYnLxl19cOBa35cTCVJ6kdRnzfwnBR1qY+TrVawSrxqdcVbGMLMVSPzxseWCmQSv2Xrqe1+hDFmo3yXWtRR1ow2d32BSNKaua/j7AlQ8RQXmGKCEWYYjVIora+eHVcs7TiOwXIBt9d+nSKFHMzm1CTdl0QxDn+7KBzclQjQAuA6vH0YxnVlzTIuXFolrJC2FDZLwB3fF0PxEHSuANDdIZ2lAEVfQ2UACho3stb9kGxBi4JEkPhPGfi03dhzXYyqyNrP5OE/ty7YxtQZCABv1BVLxPHvHsaiMEQBGA+qQMj8H7b7YCEgAV+3JaTGXS3Bs/1UBdc6vC9RT9Ph2BwHy9FTxdtebXRWEWVnW1LacUlqTzHIvSCs0wPlzCb1faIuzPsK8C7QC8//thwa+IqLxbzTwANj6n851K+e2RuESXpeVZX9oHmGJNK6QaZ6E2kKP6vDCWla/SH0fAT4F4R9mhNpI+PlXcCzGy0hYiayPLK5qT3EcO8k5zJFQWNyxZDdy0TUy2ykooaphKKAddOoVf1dOnjPF3cz+lEcjJf10zbNVshWvSvg2GwLgdixiinj0aF7VX16sFRIszRiAHpb/l1R7+2VVCRIZh3dRn71e4RVtGIjvETAClfKQItHcAeYZ7G4H9IdhXUadc2PlcN2YPPvoW0ByTQEZr42xBjzu/ytpUxHkpXWrTsbAZa100lN6QQsry9jmZSzT8R+vE6lMadtIImnqcJoSPgOyQh3yKR2VoFlhmmnEiLpV4vCdHORk07usMUMU4GpsiyexSpEbfcCsUYPnIWf/Gxf1qS1COzN6KRO5DfYObcRyfNTHCCWkaQnizYbWZwIjyzHHo1lBoBVaGwSJPN/1b57gc9q2+fJytcykHwZTwkC9xjHJUsNGo4yqXtlViFUQogZrURsco8DMM5sxoqZ4az2b9knEi8apCL7hGx8eqE/E5kWuNmuFloJ94TMhrRJYcthZsL4WFKqMUZcpdeMxCVc8mzcQ6LkYDanpuiB9x73H87GIAoHhVuDGDWTM86C+9/693M4W5t06cSlTCs0bidBfVAC/nEXg6yFFdPNImsNjWCbIu5DjpdxyfYj7duk1RHgD//cy82C1mhJGWArgMJKtB7PcR6AV3klmJw7M8fclB0E1pjlDJO6i+AcZxH0YMY5AkzqsJAmJHXPxnuxaNtZwaBnd7SNZLMFCl0mwbJekRiDmOQwrLjTjwRxued756Q81N7jk1GlagvhmT6v647/ArD5N9r4P/WzjP/G64iH9VloVBSUXCSL4MrAHwJfO+5frKuX9CaeSfYD4E34xc88frmN+9NAeOb3fgNRSX1R4xFkjg9brRaDeSWyw1zgLKeCNWF+2bIeGy5YxdeCON4WpLpl7PNpxZkE4Bg0UrNrrHdIrm/52FWRhfYF+OeKZ/qQsd+5u8Ec9Np1cA2uRefUgNlHzSggBXQAzjHCMJfCTnxwQPWmofoFxGo5gs+kpjk23kv4hW6xfZesN/1TRcSS+XfAj7XRMtfKuMRaQAa0Av9Xwd91PdV4qQX4CmJBf/SwNh5BZvc5HM98FkifJwsJbWhLnFRnl8VjTBJN6649OU8zeBpvykk3cclWlYdJaIQf2ji+X1z8htkVAybXG/Cn0W/sBD4PbS9J01cQxjSZBRopaPEcH/sVXg9ClsK5JjPcHro0l0cztqgwEmI/9TqUUhnANl2kmzreaRfUt72PBgl821MtF5AxstXw3C14xr6wDfxLCEg2bybIAH5J2j/5I236uccOwXmqCvymTZolFdmXRp+9okUG43xYyeeIw3Fl0J171rPlgaix+lOEW+u4z0Tv3ehNHOxHjudA23DoMKz8UfQb1ZNt6ug7B4VZYrBf12tXo412VSSnKC3e5T73oBzM5tQUPbREmVHR1U2Fo3gOeCH1Upv2hpr5LgeCy50qE28gHlXbT0MG0wLwzH58Jdl5BoLj6k0We/p9ggjp+TH0LMOv/k6O68AzH8EzzMDjQzHe6UTM7P7L+K4ah6yzmd3MsbfIhPvOTZ5kVc827i6NY0kHcF9KC9CVsswIwwdFUr/1x/qM236dJW7EseNaJElAnZo6dnX93ZWuR5CFfy+yAFPs2p7jDKNMcTGqGsD1t3yrBfr5p/C3f5fJTCTFk+f4tP6LyVIsl/G9OHZxJ4I30O+q8FHFRM/c1HvaP3C9dBN/iOf0HpmKJWYJVXb80uXoeAnq64IrtK9GKckmq4KXgI8j05aln1oKguzVgWPBT3MogZWyXHdc15ploRSA+RCxllCDeWpX7B7buKq+D9ozRlnmDYZ5Sc1KEMBXyZiRfPCWVMt4l6iaAfzqnayfrqT/Pmm6dBhJgnofd6T1IhdZXq5RFcEy5ei8OIz6Hp57YkxhRk1KlLap/d9agaJ1tsgkM1R5RffWgKxlTzfczxr1JURyGAObdIqZwqRfyo6wRBv71S4xl5/kEIsjb4xZyqndS2gB21U4gkV3hrmYDTVYlYcWMcHvl3KMklNTtMfvFPxnZOusVRmKZO78f0ngVVhZ9MV8AFnkUS5YyFz8+O9owylED5luBpccvWSdJuB+EXCJYqv5x4hEi7P0bUVHYYPgJy9HbUkX2eps4O8Ks19QIFlf8+cAnk9ggf1ecNCe1aSaSbRWIDnE/mjMSjgGAd1haZLUVGamckO2zeJlVcS39d+TB6tlu8dv1yjjubBzoWVxXZ/2L+BvF7OapxOZ/3gTXS/w8d9A1A0IXrB8VgOzFf13hGyJaBPzNvglsgzWiaiv62QZzMBtXDbOtpyYXmxZh9K6pyAQXW+U1iTDrppAYrXlBoGvQEdU2r0R2cIGxpPjQDtb0bsSh1kMhZ0BQeMWF7P7HiDrjY7GoafLh2HoAZkE9pxRziBeMd372wKLdxL4j/Ltr/6HeNQNIoDM6R2EFwwefPwjwD/CAey3pS8O4qBwGTZ/Dm1xJpyFaTujzgwLVKNjYyRbfVVksHtx6RFLoliK3QS2Iyax/m2yKdBI9mfLoVJghLkM5F1I2iXNEqLk8/j1D0IVzYEZ12DiYhEu9+v42iDaZ+xAVp+N3W+AbP2q+6VH8CZ1MZDTLtiqJxLZ/aZ88z1E8scb5swpegT4pKGzzyMeJHWahTyN2Dx+Txiszb6HXfEiwEV0rNvAPbGQ3XMT68S0i1D9AGQf03XiUkrOlKGsRllulq641EikgM9wpvR6D3TsTFbIWioLdMvOA1aY7ci+QirpjPbrmBs72jWZpjITZtCXebjy6TmYzakpegQS5SuAKCEuA9+Gv9K4y0/xPGqT8JbbUQeXAq0I/jDFvERwMP1C+1qQQ3racTBquS8lXBzfIJsQZBKnM7pfnA9lUr+4cw8M4s5vvZbNtOsFkuOMqLS4xAQwDy0rUUjgGrRCJRnE1UsPu1/AUmGOYfosmFFfd7XXUE9IkgIl2hLYtGfQz7ToDk/bnmoy60FqosT0CBhFaBjgDqwuZosYxaVCQObL/J5BPdyQE95Wb2rIidrK9vUC8CnTW+hnL1kV0qr9xoDT1EV4e4d5Vj3eepJZphlHwGecHqn3CLm1LzJOxX+D2ShxUleS6q/c+WKWEkPMMW81X24CB66FPdjcxD3PARibazP6jRCY3fj8HGeYYCrA4oelR8Yon+OX0Jf1Xx3g7nvbg1Vnq70uJ91URrHo7w/IFiz6PGS9ts8iIxUzReYFUbgJ3JESvwpyTIOZpei0XTHZW3V3vYc6tsPMho3hEMJvmf3UkgNn1ZDA6yHMM5hNPeiErQ5FpQdTuWeQbpJrG/ZKxdiqJNLEk/lqfJG9ewPqI2MUAA538dHfWefZH8qhFVmMhcB7OCP0apLHb24DX4JP67aVm7jX38a+F925cwDnxrIe7yxp0YpbBFowR1a4J1TPMcqEbpICiwavicg3FWIluVrBpUOFbJRlVXYU3sEFUfs6FCtRCWHwdKeqSwYLRYfpLmidXM80Mbwf4lxKbR2SNuCMMrynr8nNwWxOTdGjlShch6+08Htq5i5syUI7gmNB88rG/tw/WACGs24B84mZahgE2oraEGeqmcfTorS3Ef9LXO4iScnWOAFY0/hNvFFeJU5Rl3xrXR486WI8et/PrO4HFlqW/g9ECDlgiVgHgoiPLTio2OdgDwJDl/T72q5rjqFhygSumEWw7cNgMO99XuLZPZQoj5hRgG/8B6j/KwBOTsIs7hwFT3E1tQTQ8vfw5RtZCGn/MtSJcEy/hWl1cuKNXPZpnd9GHGYHrmX3MaddyFDH/oq+UEUbgGQZipL4mE1WBJ9cbSkeIuvFMAvnsn4uI2prEK94VGOE6bBohrBN6Uc5w7nQe0G/KxT9jjXgEs6ue/129j2O9dydBpQfF7+rDrj3CGDjr9bEr/ZjnDF+H/iTw3BVi/F9G3gTkTqGbf4T8JnTwL8h6wDbGUJvRQCQ6XOL1lrk1qgXziQ+FLbxKt71O48IpEvBGoKwxcNepnkbF38hXcBk4QDBtdx4S84tRpWT6GGQea5YMakueQOiXCcAbowp3RJSZkyTtyu47Fl+8t7Xc/80yD4W/lfiLnmAH8CvFuXHvqlNZeDrRYL18meaW7xB2BTI740hzhoDr+D5uEk/XqrC/A9RQeJwF3/FgJSR8JojZ5lmg7jolofz56Mdf3BZ9hYZGaPAbuur2O+93XrH818OGsd+hnEqISXUdgDOhq324J4nK+8Mo8yoRHl0bwbLwWxOTdGHKlEAJtjHzOUk6wPQLaD/R0uxvQf8E+CZs3rO9/BtqF/SthPAF8jGXvrQypPdhB159kayoqmBLyJr1d5tbiRKxT2nRznLVKaiq7m6PgNMhWTqy9pXnHqg9VAsrSCoouN+SuMd35NUtC0iX2SSab4V3W8QuMgwWYBbJkSkgTd4qel6sQ9Kjx7M7qAZfsnZYw1OB9C4Cp+uwxH4lIrq1h+K0fKMuWH/CI/wWiDvs0ipqXTTzaM7aOXJaItFq6mFnugz3joKAhZPM8UaZ3R/6hSTQRWNaVsNcWpNhew2EO+qZ5Mt29s7Pqi7eu3oD/cfVMWykAxqXkUJV4EDrKLvctbfs9w1RDbJtAdPyZQhnM2FAAAET0lEQVS7PmomgcfAKCCF+99QnfsSE5AuwvBb4fujnQhoiZOLPo+H/tHPhlZDMkv0JnBgHToKjGr/tcRLXBlNhffyuem5irwixls8T9b27TlmXiROVJpnhBGrTMmqVFhYxi2u566p9VRi4Vbkrj+cIlLB+voes8xSKYo0XAG6mWeNEYa0/3n6gMtcYOuRvWjybvShq56dJK+Zv4DUdv9v0vhjZPupZcRrXTYGyb4Wzmxm85nY2zaSLwc/h7FDlPqsxY29GsCkmp6xV8U8oGs4O/UBJzhPtsCEXWmqZ5lgBYUauMcIb9ewDWymRtOveV/1K8L0hm1Te49AnJd7Gfi3wDf4MCkHszk1RY9doghZ5RET39+BW9c8VLyBF+2J9+JYVNg8lP0pI2xxifHwKjdzUJlUWML3+5kMsLhx7AkGkSaV6LgPL78Rb/SWrSmDUYuZ5qoTzVN8A9cyfeg+56iSyvpKdi9t8Qt41TW70DYhf7j0WDDKbuohm5+xH4oz8oJJowP4O3rAHWimbiCqRlDdtce9FP1tVZNssm07+mnOYo6tSaZ2VrTPFMqz/jcwX+6OzV6Nuqc4FhH3fydR2dAyXihLn66rGn2Hth/ldab23NN6v/SEMIpRWT81YN5lTiab1kJ4pQuN9WhnnYT8a0iyTl8UhylruznO4+I2sQTxv2uZ40F210qr4rXRbJ+gWy598m2yirHQOJeoaWUH+4VTXMDlXVwWLA5WlIHRx84kkGOUnJqkJwSj/ENkW/hjH0JcKiaSNMAAs7tiwmWy6sOouuMcwx8zag2d51yoPR073LqJa03LNZejc8QZ9zrn+WoI7sXGtIUJB4HTvM54dN5QuL+hpw/Xsvl19IQzSkz/GShxgZcBj3zICxXFhXuS0yyRjRHu12NTPTE0tGrj/alXvTefyaJeExenKev3HmURBrxElhHmFOuMa9DOmFQQh58H4j+exlzQf3LvYXhM9IRhlF9HXwfMjwETWiZL1p5M23R4u/gGhjLOKPPEEiRIHMWai4wAR7nAdKYSyjJa5VIB9EoLXO0QF1mc/bpbYokMsb7snelb0b3bEWk0zS95khnE6CmSKHejb5JVBLHiiSFoFY/2VhlhNiN15hljjLkMM0nIHt65xa4d9M93uOQpAd8iKlPeCv9aGdCYpxqd65WZHj9AvR/KwWxOTdFTpHruRt8A/oDsi6itNmKcgxbD2wIlYuUkJcqXyfpWrDJJWxHxg0QUp24GV5gGNA+luxMen1YpEtNTzigAfxb9/Sn93DlVjmagFPbg7nSexf7P3buAnf0s+gLCcMeAdvWjHUUY8F7v6Hva6CnHKI+OLrAvlEONpYwF+S1EV6P5yopPM+WMcg96NXqNr72mDR5uw/fTSDmYzakpyiVKTk1RLlFyaopyRsmpKcoZJaemKGeUnJqinFFyaopyRsmpKcoZJaemKGeUnJqinFFyaopyRsmpKfr/OkOEwH8m5KgAAAAASUVORK5CYII=" y="-582.395175"/>
- </g>
- <g id="LineCollection_76">
- <path clip-path="url(#pb543194bdc)" d="M 320.155938 585.175062
- L 321.366676 585.175062
- L 321.66936 585.477747
- L 321.972044 585.477747
- L 322.274728 585.780431
- L 323.182781 585.780431
- L 323.485466 586.083115
- L 324.393519 586.083115
- L 324.696203 586.3858
- L 324.998887 586.3858
- L 325.301572 586.688484
- L 325.604256 586.688484
- L 325.90694 586.991168
- L 326.209624 586.991168
- L 326.512309 587.293852
- L 327.117677 587.293852
- L 327.420362 587.596537
- L 327.723046 587.596537
- L 328.631099 588.50459
- L 328.933783 588.50459
- L 331.203916 590.774722
- L 331.203916 591.077406
- L 331.809284 591.682775
- L 331.809284 591.985459
- L 332.414653 592.590828
- L 332.414653 592.893512
- L 333.020021 593.498881
- L 333.020021 594.104249
- L 333.322706 594.406934
- L 333.322706 594.709618
- L 333.62539 595.012302
- L 333.62539 595.314987
- L 333.928074 595.617671
- L 333.928074 596.22304
- L 334.230759 596.525724
- L 334.230759 597.433777
- L 333.928074 597.736461
- L 333.928074 598.34183
- L 331.809284 600.46062
- L 331.809284 600.763304
- L 331.355258 601.217331
- L 331.052573 601.217331
- L 330.447205 601.822699
- L 328.933783 601.822699
- L 328.631099 602.125383
- L 328.328415 602.125383
- L 328.02573 602.428068
- L 326.814993 602.428068
- L 326.663651 602.57941
- L 326.663651 602.882094
- L 326.360967 603.184779
- L 326.360967 603.790147
- L 326.058282 604.092831
- L 326.058282 604.395516
- L 324.393519 606.060279
- L 322.577413 606.060279
- L 322.274728 606.362964
- L 320.761307 606.362964
- L 320.458623 606.060279
- L 319.853254 606.060279
- L 319.55057 605.757595
- L 319.247885 606.060279
- L 318.945201 605.757595
- L 314.707621 605.757595
- L 314.404936 606.060279
- L 312.588831 606.060279
- L 312.286146 605.757595
- L 309.561988 605.757595
- L 309.259303 605.454911
- L 307.140513 605.454911
- L 306.989171 605.303569
- L 307.291855 605.000884
- L 307.291855 603.487463
- L 306.989171 603.184779
- L 306.989171 602.57941
- L 306.383802 601.974041
- L 306.383802 601.671357
- L 306.081118 601.368673
- L 306.081118 601.065988
- L 305.778434 600.763304
- L 305.778434 600.46062
- L 305.475749 600.157935
- L 305.475749 599.855251
- L 305.173065 599.552567
- L 305.173065 597.433777
- L 305.475749 597.131092
- L 305.475749 596.525724
- L 305.778434 596.22304
- L 305.778434 595.920355
- L 306.081118 595.617671
- L 306.081118 595.314987
- L 306.686487 594.709618
- L 306.686487 594.406934
- L 306.989171 594.104249
- L 306.989171 593.498881
- L 307.291855 593.196196
- L 307.291855 592.893512
- L 307.59454 592.590828
- L 307.59454 592.288144
- L 307.897224 591.985459
- L 307.897224 591.682775
- L 308.199908 591.380091
- L 308.199908 591.077406
- L 308.502592 590.774722
- L 308.502592 590.472038
- L 310.772725 588.201905
- L 311.075409 588.201905
- L 311.680778 587.596537
- L 311.983462 587.596537
- L 312.286146 587.293852
- L 312.588831 587.293852
- L 312.891515 586.991168
- L 313.194199 586.991168
- L 313.496884 586.688484
- L 313.799568 586.688484
- L 314.404936 586.083115
- L 314.707621 586.083115
- L 315.010305 585.780431
- L 319.247885 585.780431
- L 319.55057 585.477747
- L 319.853254 585.477747
- L 320.155938 585.175062
- L 320.155938 585.175062
- " style="fill:none;stroke:#000000;stroke-width:0.5;"/>
- </g>
- <g id="text_201">
- <!-- C26: Tot. var. expl. 1.6% -->
- <g style="fill:#008000;" 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-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_127">
- <g clip-path="url(#pafeb902550)">
- <image height="33.12" id="image55ba56c0ba" 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="-579.599334"/>
- </g>
- <g id="LineCollection_77">
- <path clip-path="url(#pafeb902550)" d="M 359.967678 582.989748
- L 361.780457 582.989748
- L 362.143013 583.352304
- L 362.505569 583.352304
- L 362.868125 583.71486
- L 366.85624 583.71486
- L 367.581352 584.439972
- L 367.943908 584.439972
- L 368.306464 584.802528
- L 368.66902 584.802528
- L 369.031576 585.165084
- L 369.756688 585.165084
- L 371.206911 586.615307
- L 371.569467 586.615307
- L 372.294579 587.340419
- L 372.657135 587.340419
- L 373.926081 588.609365
- L 373.926081 588.971921
- L 374.651193 589.697033
- L 374.651193 590.059589
- L 375.013749 590.422145
- L 375.013749 590.784701
- L 375.376305 591.147257
- L 375.376305 591.872368
- L 375.738861 592.234924
- L 375.738861 592.960036
- L 376.101417 593.322592
- L 376.101417 595.497928
- L 376.463972 595.860484
- L 376.463972 598.760931
- L 376.101417 599.123487
- L 376.101417 599.486043
- L 375.738861 599.848599
- L 375.738861 600.211155
- L 375.376305 600.573711
- L 375.376305 600.936267
- L 374.288637 602.023934
- L 374.288637 602.38649
- L 373.563525 603.111602
- L 373.563525 604.19927
- L 373.200969 604.561826
- L 373.200969 604.924382
- L 372.838413 605.286938
- L 372.838413 607.099717
- L 372.294579 607.643551
- L 371.569467 607.643551
- L 371.206911 608.006107
- L 367.943908 608.006107
- L 367.581352 607.643551
- L 360.330234 607.643551
- L 359.967678 608.006107
- L 359.605122 607.643551
- L 358.88001 608.368663
- L 358.154898 608.368663
- L 357.792342 608.006107
- L 357.06723 608.006107
- L 356.704674 607.643551
- L 355.617007 607.643551
- L 355.254451 608.006107
- L 353.441671 608.006107
- L 352.716559 607.280995
- L 352.354003 607.280995
- L 352.172725 607.099717
- L 352.172725 605.286938
- L 351.085057 604.19927
- L 351.085057 603.836714
- L 350.722502 603.474158
- L 350.722502 603.111602
- L 350.359946 602.749046
- L 350.359946 602.38649
- L 349.99739 602.023934
- L 349.99739 601.661378
- L 349.634834 601.298823
- L 349.634834 600.936267
- L 348.909722 600.211155
- L 348.909722 599.123487
- L 349.272278 598.760931
- L 349.272278 592.960036
- L 349.634834 592.59748
- L 349.634834 590.784701
- L 349.99739 590.422145
- L 349.99739 590.059589
- L 352.716559 587.340419
- L 353.079115 587.340419
- L 353.441671 586.977863
- L 353.804227 586.977863
- L 355.254451 585.52764
- L 355.617007 585.52764
- L 356.342118 584.802528
- L 356.704674 584.802528
- L 357.429786 584.077416
- L 358.154898 584.077416
- L 358.517454 583.71486
- L 358.88001 583.71486
- L 359.242566 583.352304
- L 359.605122 583.352304
- L 359.967678 582.989748
- L 359.967678 582.989748
- " style="fill:none;stroke:#000000;stroke-width:0.5;"/>
- </g>
- </g>
- <g id="axes_128">
- <g clip-path="url(#p4c8b5ccf56)">
- <image height="39.6" id="image1f560e7107" transform="scale(1 -1)translate(0 -39.6)" width="33.12" x="389.266958" xlink:href="data:image/png;base64,
- iVBORw0KGgoAAAANSUhEUgAAAIoAAAClCAYAAACDfWWHAAAABHNCSVQICAgIfAhkiAAAIABJREFUeJztnWtsXdl1mL+TiIe0RIiXHfMByRDvwCNRmCmGCjIZTv0IC7jmwA0s/5iABiKA/TENi1aFCkQAC1SAfghQgRJVgQgVigqZH2YxDazYBawgSYeOG9BonaHjoqLqDkSNC5PCSOCj9lwSEnt1aef2x15rr7Wv7tiXDz0mPesHuc+5e5+zzzlrr/daO6vXt+oUUMAvgV952hMo4OMBBaIU0BIUiFJAS1AgSgEtQYEoBbQEBaIU0BIUiFJAS1AgSgEtQYEoBbQEBaIU0BIUiFJAS7DvaU/gScEP2Ue/tD/JB0BVjsrbuk5W3wcPQvvVTnhdzp8BPsnPdj3PZxUKilJAS/A3jqK0s4/aamj39sJX5Hw/MBB7fYqKtKpASdplYFHaHcDvSXujBqzJwQOgx8Yuy+lvAW/yr9zdhqV9fBdP8+xA9jchzGCQfdzWp1gD2qR9ABQjDvbCiJz2n65KQArkvyLQHIYEVWC1JgcVyHtDcwQiO5tmxI0uufYQgTEBnNjuoz0zULCeAlqCjyXr6ZNpK8uoAL1ZaFd7YUNYD+/ZmI39sNIZ2v2EdQ5wmkuoYDvJuSjiDmDiLsBwHv4v9cJ8HO1o0OrtdJJK1borqMD8Aa8A8KmPodD7sWE92WpADiX7ADWZ+bEMFkQC6WOJ1bvS4a67wFH4ze7QHAEucEl+WHedupjgLAALwA33y3qUOapQuykTADbl9D05BthyA8uQ9YSJ/q4g21V+xAe8AHx8kKZgPQW0BB8LitLFvshmloHaj+VATh7phiX65GQ/WW0+NB1FyZ+Hr0p7misYY1nCdJ0SMAjAKOeQq7CymlmXLaLWk8A9TH4FYz090P5qXWYW4HXgKm+5zv+gyQWfLXimZZQumd5x7LPeuYF9NPlgdz4DY9kKIPKKkPiO501zOYGiAATGomhwA+5v2E07XwZghlmofzuce5+ACBAQRRHisJtsm82HAxiiHIKHdMlBWf4Pc4mrcag3/Z16RllRwXoKaAmeOdbzllCRf1iHI6LJDAOz8vvqDUxolBX98mES1tTh2mVpm7ENrjEId0VLeY/U/PGitA9hRrZFTOatESiG9lEq0t0bL9THw3jJWh3qlSx9yO4cs+p0xFm+zeVI56aeMcryTLGei+yLBPlIZqyiA/v4DJkqrDx/GEOUWwRjGQSSXnXt64zL0WJgJxAQRRGvB9jvJqQc4yiGNFuuTw/Q+ard+X640Eqeka3J+luDrCu06+sy8UoNnleUKBHkJDjFOMtMAzDOPqafIWQpWE8BLcEzQVFG3DSUMnS49gJGUY5lJH4aCJzhobQ96/GUqBrPyP+SkJEBUm1FKUcZ6DwGQDsLIDaY2oeu7ybUc6ESNXe+jehhbgrrwF2xCh72ToRSYtUZk/dy7RmgLE8dUQYbpqDI0efONbKQKimskzrzlCX10QjfCv9ubBhyeLZSwbSVNr2bGPZU6/EySht2nf2QIexmyz3IAYyFKWy6e9Y24PnQeYjZKEvNY6z3bfY9dW2oYD0FtARPjaIMya0rpHYEXUUld76E2UMqGMVQWHTtfmAurstKWLEAfwoiJ8K3YPmvpf+ngP8s59toSlHq2QBZz5JNwEGkIpuY6b4NE3i3IBcfE2Lf4S5m+s/tPkHgDtrQALN8W9lcN5zi6cITVY8nBTm+hnPbA7m8wNeAUTnnTWKLGNJ02DA2ZOZ5Zg78uVoGfyUHa5h2Mw3/84eheQPTdnuAr+qH/A5kZbloBfvw+50ssobJH85Kmw3UjSU5yDND7Gg9vr9qSJP30k4wFpYwpfkaowwyE5//NTk/+5RYUMF6CmgJnihFyerC6RaxFeUFvc0QYKSwcd/aSr5rNTPRawDSEHBZ1+J/+y78mfxwg9j+T39txEWpPgSlR1fxp3/NHfRgFOWBG7SGsZ8KZnD7DeDvySN91l5pP8Y2O9wwBY3G03t+UQjXDONxxDBXI0Wd5yLwz3nS8MRklEH2meawidH+GxjJHjAWU1vFSHzJyHc1NwRxjn/i618Dvhea//sv4M+lzzwmNlQwN80hTEHhPfj5/wjNRdIP6v2AijMVN/b4XxI1mfVSxtBL9Uf6RGvtfexdQMKyZpJYl8Cq5phgIpoiV4B/Ie1/yZOCgvUU0BI8dooyLLeogi3pNsx5s4gt1xfd6u5NDWdKUbp4NMHiMueJtGiLuLLvYUSpCzWUh9srxzsMPNdOHCvEiO9hrEqmBg33foBxp7Wfwue/YZ3nX+qT+64YlVSOtIVpVznx+XszGBURPlCWBem0xFVOSrvKSRFyy8DlJyTcPnZE8QHKhgUEQxekFswHxno2nFZ0MDenXgemDpvvxulCJWKc4+ffgzZRg/8Mw9OjmJb0AtjXr0AlKCAsYTYxr8zsx/A6pyGoTQfcI2g2AJ02tr4VBJCszWlI++GIhkWA6D8wzDxzCRvSZ1yJ2uAccJknAwXrKaAleKwUZajh8gdFot+ok0qKSr/XYUOj0mpECtSReyEPRuKaUmZSJTKnV27bMj8Kr/1BaFY+MPn5BYyi/OogRq7uwg+kueim14MRgPcwinKUIAyDCMevxAdPoNaoV+Z2wXo2QFaT52izd1QFBuQ5g/0lvLAxFhJPubpAFh4zC3osiDIql72Fc6JtwRFRffszuH3UDVBEqZGEEB4UkrzCEB6zZqMO28QM130MTkisyQGiLHTiA8OfI52Y0HEU+/IqN5EGqb1opxM3zQEMgY60u46v2A/rdJE9CCgarbg51AkY0U7d+X1gw/G1OzqBzDxc1xhG7ddDTHNLuoyx77E6DwvWU0BL8FgoijKE2m1stRyydT8EDIkh453DLg+nQhRu6z0ZKDU6gMvT8Eb8LndOGUvJ+EGNKDT3z2MkpYwJsC9iZGHLZOsaRmgGXNvHUPsYJ7YwI2IPkB2Lc4vGQiEo9a0sqlQPN7Ng/odAwhIfkD7lOuuRn1WAdwCYZ5hhCdMK+pEmmOx9RuKeI8q4qxpw26sLh33UBVxlQo7egd7w6rOt9dTq6VlS3szbU5b/CxCJcCX9+QVpv+Cu9yImR/h3egi2PgjNdexbbQK/Lm6aAyup/KIiVddfwxH1Mf0h8PeF/R3ujYxyQSMiK26aa1B/ID98BvqygDQr97NkkY3K+RkGTKPKV5nLg9lxgjkuiZB09jGwoIL1FNAS7Jmv57wLG1Cd5Lvuyr3OizqAmVSm6YIPQyhAtlaPq77elhkLyTHJElJK44+Rft7dr2ml/w74kbSHiH4ZvoKt7ktw52JoXsfY0Ajw2ufk4K/gv0g43ftuaBn4krQPTmAaUBtG+LwA79MQcb/ri3kfU8HagM+4ua+5Mb3K4ka4KGb+48Abe0xV9oz1+OdedG31zoPpKCuuPcQ68wek06aLWN/EaL8PF6iQevVAWJO0e4gIlvXULaDZW0N7CE48AqmvSJjjw3+ccUSQ75/+IfxE2NBzv0JiPT7k/EGKkxXs+x28i7G8NQxBFWmPkkb1KwJ9w13EW69/hLHKceC3pZ2DLT81bfrW3kHBegpoCfaEooyzL7KbfkzczDOT9CuZnZ9jEMP7En25pDPsz0w6PICtrvewYCRPUVwUWeIe0NVfcn3KGAv4EvQdDvc8Drwrp7NDdeq/YxToOZ9RoaxkAI5rsNtP01IsUXYvYVQix/iTeox9eMImgZIQ/t8SKtbWMKz0F6H9+XmMjP3uQcxaWOVcdGm87s5ryNPuYM9Yj5c/fIjJYtakcxIAWWVFAwbaSIOSVQbxhrh1d16FiB7svTiNpp71wWcPhoNDG5ZrcxiUs7dj+FPNsA/4GdLYAsd6FFFf+zYM/di6fOLXpPEVTKYoY8ivdoMt0vgWOX/rA8OZLUxE893f/Sm8dkHnsgGf1SwmC0uAr7ub/Xf2AgrWU0BLsCuKoumfJWxBHwcuCAkcjdHMsECXJYN3HsEYkQuVPoBRFB/o3EPq3193fSCQeWUNxw66iwzF9uDz04nbV+86wwSWW3grpVKetXkeo8LkEHxi0c1LbTJfAjrFQNg7BCeEh90W+8cSxlfeByQXfh4Lc6gAX5T238GmvgXcEfZ05BvA0ds2oKzPl8esRTq/hVWy2znsClHekf8VYCbGS6wTCDrMMEI0hN3fMPrZWSHNEBbIckvMyvMQ9whBQ1Gef480OgzCWzymao93yXegLG6Bk4x0Xo9DzG9XJeppH9ZS5JPTbGFygS974Xw6tOGssSXGBflUzAEiv5s/mhlG3IM/lpDPr2EMY5EU3X9drLsb9512PE9zbXCgZu0Dvw2Ztx/sDArWU0BLsCuKout2hlGi0n+/5lIRDhKF1hzo1B+qsCps6AHWfxFbRofc6s57oVtoQPc6vCRUSnN22iCJPooXqWJRYh3MRq1AfwNYsuuAUYsl0nwRXaE+p+LEEXevATw9mBYP7wgL0bkQbUdZnflyFp9ficI9d3tfbmUN+LlQnYN9FlzFe5hRzqfG7nfzPQRWCPXfsFPYFaKYdPEwkG0I7yrKFhup5lCXPhXM+HQI+yD3MFF/P/C8YlA/+kEmmOGqfql8UX73mco+0CXN67UPuYx9tmWTS7ym9QBjPV4lPYSLO6hgWAMRKeursBXkkdl8lCEJXUyi/dRCeaB5fIsPaSm7aX2iJ/ibAH6yAs8pCxtwc/TfYBF4/mtysHNEKVhPAS3BriiK2kvGmWUaI6WJ4Idre7/8iw2/NbbXQWnWiBMJZxnj0YClfk4K61sB5mK+IZhtwUekuprTSgkVVKPaJM3L8PPT49UN6PX1F6Lf3A3oZz6yPKFoq9+Fv5RTN0y7KWGE4DeA5/6WHNSw/JKSnf/JTzFq/CXs3fVgVHIdp22yYygoSgEtwa4oinL8eTARoYRhs/f4tiElqSANAqnAkKzAew39rUeEUa6J2g22ggdj63pU03UyZWl7eQUiRdly810irU3rct2T1apzuwf0qpFgnChZZMuQe5lJ35SItb4Mew/0CxX7chembnu3QQ9G3R4QSflzruAy85gJYT9pJmanWKf5PXYqp+wKURbl/zLQLoE1Dw9lqZtf31eWYx+tITvnmHzAQzfNSHAYNDbU118jOWP2kquRvPttEI67vgsY6wFDsjv2HSsYsn7PtUdIP4JKn11AXZA8m8FyF7+Cia4LxDelmflbGOstYZKq91eBIc0QKXK+5/rrHL0AC+ZCANPqcr9QtgcF6ymgJdgFRamyItJRFcmnBbIlF600BPXMl+zz/MnUVhVWZzsHoTOsxAHWE8V2Lq7WPowaeHsJ7lz4/S0u8CYSicQ7VpocbBX/OalnesvOLwsB6n8PpPJ5kDxVd80Ourn4TVk8aeiyZ22Tld1DajBRId97mn1inPeku3gbyu5WDzBBfJHUuRmptLoqtg87RpRLdHLTx8atuf9KAh8AnV4r8OVwDA00o3OEhaQ+my/HNSQm8T5ghrGG2fggVFC2FpBEDYE308gwP9RXiFTevuWUNG/CHwCyI3Iw5J6j7OZQ4rzk8FWAyyo3dcuH6q5irNfH+y1D74q19Q18uJFG9SkSHCLVJPX5Nt1U1nyfd/mmfPLtRsAVrKeAlmDHFOUapKXGVSBcw0jjOgx0hlW0xKAJfiBJTQAdcW15mgMpjfCUZiTcndloL1khLfenK7RMNDSsYZqD13QGMKFxDf6vsNAcOKjL6AV3ye4c4z39bmZ+5lUuxM2cPPXAnTMb0HmJdb3ARczlMEDkJd3vhtq0OjF9VM+ejmKUfJPUWRnh+I7DJHeMKN/3carzpJ5WfYAK3FGrXOdyWtT3sA4YTIzv1XjWXlmjUd4kEiHT9Zsm/e/fMBLvPck+BM17oF2prY37hu/7gU/rSz5Mw0YJZfm/iAkGg0zKB5/iot2XChPChq4mhje9Rj8XOA/AJS5wVtrpUy/D884BUHFGQp1jCdOk1t189+NEpo5HKmq2CgXrKaAl2LnWU8OoyBImbPmV+wCjIvnGRxbp9c4yj/FqAWk0L1jusRiw/KZKPWCaiPMk97o7+RX5PtGc/r6b7lF9FgisNBpzfOGNUjJjpSFXOCc7i4V7arLbmARyXWOE1OMYyO5ZJkhtREIZ67ft3bkMQo6SFCSMLD8RYD1UORu1wO2V99o2opzRIesYdfQ+cb+RgC+pCQ1VE8NrHeO6P/lIaVA9p59jmjN2Y/XTeE0g/yIpa/BKts7xjrGee7D809D0TuIDONaz3/1Q23AfyzY8gFJkIW9zwd3PJC+dyUlmuR4LpS6nc0uWijxnY9yRvncfVN4YEehjjBW6FzGj49fYzj5BBespoCXYNkXxIlYSMS/teo9l+GVbdUcyD0LJBxrZKlIcb8cK+ZVI9Qntc5LLXFetwwtynb8JhHgVdahWgfm4cqtw/05obmKU//3UjKKwH/i8t7t4X0uus/H0z/SJU1Hj0fOBSkxH+48b9+GGGeIS726J6PnOex0Vq8IB6b9Fqnl6r723u+iL7Nlwdq1mtPujYduIEl+Hd9c8wNhKhfgB671DDOXhsw2xznzuPppM1COej3Ztx1BpsaFPfIEawEw/oy7M4BYeZMa1jdSno+3NFN+8GPVzKev1q40prYkp0FuHm5kLV0iNcjp/kUUO3HbXLjEqQU4h6Nv7ZrS9Doe+G5reuOlTaX2uK5ifasvPfZHtQMF6CmgJtk1R1LbR2wlVjQxfJfUYKzb3Lsb1dgPoktHHgTkxa3tBtYQFQ3k/r6c0JWDSlf6GQBxcYGOzRBCbW2P7ELwmF+p5mFr5Y/ihX51tkFIOPzM9v+AGNOpsek4y+HJ7unGuJTSk+dgq9AY2yxffNY+0p5Ke9ZRIRYQ4R9thsRXYNqL42DK9/4a7f9ZTp17S9MBy9ON4N2AfcEa0HZ+C2g6ci+qbpbKf4WrDvjt2Te2pj9+PKZhhAwJBl7waArYhyBs+UFX4zaeX4NPS/omrmp3Uv18DOj3rUVimuYmwg0c/SupAPClqcz9wnUl3jfCE40wzHU0C3rb6OvSKRNZ2J6mnElVl70TMfc5Tme1AwXoKaAm2TVFWxOs4yD5uq/e4gq24B5CV5Iej8GUhLl8hXX9KIbowVb8KXOQcAOc4E3v5BIzLXGJSfP6L7hpKucrgivd6L3XZKMELdyySzQuB2I2e81FlFWy1ruNqyC65gUukVe91xhZmcEZM+ZeZwKjOSqyXO840Z5iSPpZaMs1Qunt7THtxdpzuZSjX7CUo3/Sq3PNljLk37jb1i2HHltllSP0lCl5GWYTZ50OzhLnSvPxxzvlFJjkbkWayodRu1bVUq/HFBpS4ByRR6cTuNMy8bTzQOQiHxUHZyM999Jo3Vmn7gbvx0Zti8YXUU2UxMeHewQekaLTIVa5Hh+Yyhub26saY5poifN2FSNTiH8m41Cd/DRBt6PBBuOtUaL3ohzehO91BoFUoWE8BLcGOKUoJ2PAmYy+gO2OEliqfzU0o7wOuJTGugaJMMcaEhBBAuh2xXv4M5+LiXhUOt7oFC7kX9pTdDDMulMnFmTHKAjNdrh6H95d4iuJdDvpMvkD+FtATWMJwVnc7j5nucpKZmOultWL6M/DbPenWma6ssjx7ORxkR6Dnjs3D+3siZegyoZUy7BdWdcj1d9/oB3yOV7YRvLTjGm6j7Isf/nbdKi4fx5LgajWMV24SHVVHOmEpkt6HGL80Wj/KbNx5NCBW0AbOMxVZj+oY3tR1HJiNmkMXyn4muBz7XGMMVv8oHPxrrCjJYUxl8htkb2JGKx9VdgI4ESLcB1iPesQswyiyjDCbRMqAhWADTCc5SJYbNOE0vcucwfjdLVIWV3bj+9x5ieyrOYNe9mp8wLe4xpvbQJSC9RTQEuyYooyxL9aiW71LJHsvZ7a67/hQhDXM4/8SrCQUJQhzmqMLMJ/Eo/ZhXqBqZCdKSWdJ2ZQKzYOYOBu0CO21FAQ7gD+A6MD2lZvKpPk+SvR8JaYXoa87vL4OYKlpykgaiqDnLhHKJp1lHBNz1/H64KRMLARC+chpDczynuchvCfbHBnrpGZ7fY+jbCfUYMcySgfOrFQjakA3vbq5RqoRyQsOxPVhPK0IEmoP+Cwejyj6sLeYjsWM1SA1FUc0WmbtLg2z12S0E7Wm6jEDGG8/5J7JVZQkf7Vhj2Wdozf7gUlnASa54I76SYPOFbqcAuttz8ftevU7kPkxXiVX8IHnHRh7OsF2oGA9BbQEu6IoZWnfzkkr//idyd1+gWncacDsUeffSP0cPum7hAlzyzSan6sYi+lz16kAF7jienoLjqyoL94w076PDDvs2i+Q1hvJNV2jg/mmQnmFZnu7q21o0c1xgimuxvADY8NwnHORcprJ8QwXuKwUKOvAKM0JJoWyTvkd0R5JY9F3+jrbgV1Urv4njIkh6Y9qWKmpRdIcH6WGn4GDfzc0nQcm8VxcZ4w0OqXsflWJqINxQZpp9yKHnFrtA7QVSngNw6PkrBX12cK+deeRQNohzYk+3ItJQf5DeddlP6mMEBaF+rc8e/QSjI/Xv8AkhmwVjIkOxo0oS8CUaHiTTMVrhkg7HTvv7jCAlRPVIO7WoGA9BbQEu0gpXYjYfyyH24fcTz5mVsn3gMnbXg73xrTQQ2lNByYQzqP04STXI80ZlZU1w8kooj3E7DglSLaA0k0bg28lFTBB5ip+lC6W2PBRYsJCj+BtQOYTH+VqfI5g8ynL0WJ8Wh/i5CNqb7n2hbjSPYXSUXCSq1H/GYDoGxpwva9wgdPxOnMYbT1Os5T/VmAXiDIcqXQ/cLssByXSqCvRHHpzQ44bmMztvSLhATV63Xj7eU7Hj+/jxfxrVMJcwRCyC7tn2MnUO+3arb1fWM8msezmOlmUS7LcQjrTBCoz9a1gqDfGFNfic1icSmPwgV5BIYRKhtlPciHRhbTfEqkRXJHs6xhqDgKn49IZZlzCGF4HTvEddgIF6ymgJdgxRbnIVFper+YO5Ie820rFViEmtedZ090AqQJvSQjBm1xBe7WTgjdUQ2BHfp/BMTFIdaDmbz1qpgkMgaS9srmR2n28zeyBP6X0awnq3wdgvpJBd3AlD7LCuDzHMHBaNC8l+ibeBgpxzdXoPS9CeZp0mrJqT1G9hqfUpQ8Y5TQAC5yOFLuczGJ7sGNEOcd5rojhqAPMIOVqn9WcFrEBkSX5B/yokGRY4pvysP3YN/Phjek5ffXVhgBCz260/ZDUCFUOza2baVVsqZtWzwfcDmRlEoNWJrz1QC0+VRWTCk477eVstKiWOSPvbhkYF21omomYs3yJyy699Fac4xmm4lNMM8GgyGm1OtREO/vjNnhZwh98RE41Pu/2oWA9BbQEuyrNpWtsCLghmyPV/D73FYwlOZf9Rhvckv7e2OzJLVSbVjZYJy2tBkpZwl9NFIfGtVMhjaXzvwo18sHX+5EYUxhmyVWa9MS/ggVJG8t7HTMPBoOar7oQxmkE20mm49XOczVSlEBN3pVfHqJ08zKT0WUxwtX4DfIMaq52v9JXHx0Yzm0vn0dhF4hyPmHhWpb/nZdCVQDg0VRIF6nv+ay9Pv/5loVsh/asSO5+9zCFKSbi2UbV067odypoVD0FGuNRhNx3EBLLAK4yyYR8qEXSKDvbOSf1+jRakke5HjUzaJScdI7vYKwy9R1poPUQs8l7rMli/LdOw/T3OcvbwFfZCRSsp4CWYJebT34dgEucihGud+6HnB+AFRdX1u78LA+TclR90RC2grGiGQaxVbSErs0xZpOCoJCWZ1nGiGv/I9drltTRT6QLte8b2yyFqDVITX/TLoNvgMshlIJgJ9LVO0jKnCyMOoBPspxzfecYJ7oq6ndMUOYEZjrUJ4VhriUBBPpGlxjD60xjQgGv8R3Skuytwy53AAs3Pe6mlVYsSBHEtBFP9j2zgbnkQR4NErjGefSznedNIHDymm6y3UbcTDJlMJ4hNCqWTl3W+We9US45yYzzK3XEJ+kH7rTZ1RUpzcT26F113NUkT0d/GTD/0haxVu0Ec1x1ar4a0HyoRwlYSpCpHH8xqWRnSAIF6ymgRdgVRfk/fAqA3+Itvi6ru+KMaX2sJzK2tgdZiAS0H8P94JNtlm9iO3lNcuER83cJWBVyddCxgD40WxBSQ7gHJ0LnOUb3yrF9nTOkInIwAc5xhsHscpyLzmuKcc67Va8jLZxgjtTo12/nlfVtAXm/jBsBl3PpAy4Uyo88l/Yf2AUdMdgVonxSgnPPCJJAmLBaCPtJtRv9TLfrxPiVO8AdcSge6YTUk+E3OQgvdplU0oCAGBVh5xt1OCmB3iGeo931NhROtKGa5PjcBXLhYYch1WMUUoRbEKvqiHNWegjWYQ2R9CGMArVaul9QsuGEvMl6TWrahufQN3SzTrQkV3rBFlkZ71x9I/p3CtZTwGOGPdnO1ke0DpAazZuKjI179IkdrNrp65yNYSskFUl9Ap/eX9fP+cx7ca8mmsb1KBD2YYLyfBJzHY1uXavQqaO98O0pSgm92ywnoyl+kuk48+V4YUxQzdzOaB9R144StoHkJlZsp22D2c5w9b5sHZXha/dhWPZMDAqBt3I1esu2D3uCKCcgxs/7RCsvz3tefeeBO+hSlpPy2QmuxSJ5XiUMhfK83TGM1NgUz+J8lYMu4KIo8eeYdDMbjElcSe2zzhxD+Vtuwl6190thgWlhMZfc7qyN8w9QIkbJdS/YfXyF6gdYZN0Dkh1WxXPGSp7R3htU+Fpi5Ki4uVexpfMaO4WC9RTQEuwJRfGreMi10ywVy+w72A1lsXUM8qioqP/HhUosodl34CPGvFlbXQjLpNqA0p5+gsfbeik4EdRXf7xbgzYRcks0VIJsFgCwENtnucQlCTMI9g+5n7KZzg4sdKufUKGRlCWv0ejMCtCGBXoDD2siuXf2MpYI/343pdSfvhPYE0TxRqUqaapnWdpejjBlN41Ip6Gt1wwc1qNQaA+LFjHHOKdF/pjkcpIG5TgcKYItuIWEAAAM7UlEQVQ46UkvvcajAhAEsv+ClrrowNBP7wKpPRYXIjBrVZEUOv3SsEg+1lxZ0zYsjbUHc676Uu1txBfcx4rz63SQFgX50yYPtT0oWE8BLcGeUJQKliVyi+DvAWANqlIfpSFKNVIdL/DOc5IJl9KgUE7u1sGQjLZ1WUVX0BRnIDHnhRCiK5zFk+Dz4v+4wGhKmZW6eG0kqQLtxfJlUg3IvDbRZ3N3Nd1rJ4LOsWplTd/H7YYOHHZlCNqEoq1hOVSu9snKixl0vuzmqA/SPFdyu1BQlAJagj2hKANYXEYSFvkjYsrDrWNmWm+MDJmPgmpHLKs1yvUojgWa4O0CAVTmCaq0Wj8rGL2y6JXTnImlseI89XqZxA0eWE1DOvdbF3N2eslngdRGodTlHfhfYvdYJM2WjKAJbc7JcYC0+pN3J2TqZrhjfRbd5Y5CGom7ewHWw54gyuf4GVNyqTngmGg0t3uIGLF6F6oSg3oCmI9+D59fYwynjL3CYJ+wLRSaFZeaFNvFVOKX8UjT5wKt+zBtxyeAYEKjrzPvtaG80WfkE0VcBJ2uhC2swE23lP28/13TovIOYxmv3EwL9Qh0MRffxUJPZomKzhwTrx1/UNhZekYjFKyngJZgTyiKh9V68CAD9J6AVd306y5syCp796WQnA6BHV1OqjgGUl7CnIvDLq50mDTjDjS5S3uXsRh4T628EOrBpYltkcbT+O6xpr+PQvUWJJs7HIfPynxqNchfbXJfhX7GhQ1Nd4/CiW+H03f1+oECzyrpyA/CMaEvx0qkbg5vzVr8BffcPuwZolwXT3JXti95dfmx0K7dIM69Biy85EeX5X8H44JAPjzBG9Ct6JW3ZqSWHGVDy27cZS7FPuc5F19jYGuOlahc4rc1abJ9TABvLvQOgzIRWXPPH0Qu6TyCdyFMx9jgslVKKN2JdwnGRp9y7xNo9U15q9Ug261M/cugYD0FtAR7znpex+T51RpW+NdHuO8nxpp25GFrFQirX8VZLzKeII0M0fUUosqh0U8926RvYEN2lCYtyNj9GzbHLYyiVIBjB93IWTdWV+4IaTCSztjbMVQMN81pwmVcTjFmHuYKhGgdoNtH7faRMl//JH7PtJ1F238U7DK4ujmMCf69A2zckJMV0k2h9SOUQ903SF91lTSNw/tsytLWT3SKS6R16Muu7YMelAXQcHUde8PM7Q9ITeWquRwg1Wh6FYFGSGPrAvKd53S6xxGpOczPdopR+LHIKPfcPZ9/2c29giHHAD4h423eAAKHP7fNfY1/GRSsp4CWYM9ZDxiOX2OY7JDb5r1JOQy2oCrtRVJzvRLYWWzN+9oqaU9dZZ6KVDDK4VPNqqROAhdC2OvWut/iRE0kjfskahhjPudmdjyyU1+mT2foo4LX3bNN8dAE5x5i7nOgHDq6FEt8dZEmeJ3a4caSrcBjQZQLkex1cUyMnre9vyQnGrby3KQLH3PqU0CGCGwM0phZ/QAXeTP2Pctkkx7aXnR38j6axiqKhDhVDzr/7pzUQKfxrnavcS7Hj3/7PuTJFnDJXbi5SlxAg92zLPTKXHrB743sNzvQscvQYL3eG79OMyhYTwEtwWOhKApnmGFBVsJQ53ri39Go+eDrEVH1/qqR+MO9nBQaU8XCfG6QJqxDoA+XY/XHPlJ7hhcbGykMcS9CgBkGrKBLjdSD7Pb9S6Jscl3TVcYkIDSJD960nGDd78pXgsrj7hxKp9QP7xNAqnhNa1m2qvF0cRkfA7P38FgR5TI/QyWNecYYEWOa31gSgA/Fhb6JfZwPV5nvti7KoYcxBFE7aBW4KLVUziU7hA5yUSLNvCPyGkOojDLDMIl1M1fhqWaTTCy2Htl8hNv6IwgM0OsQQXteT1I+K659HBJPliKhS3ulI07L3+cf8XihYD0FtASPlaIEsJxdv7GkZwi+HEbWVrcffJkMF2Nb9mNpTOG4FXtc5CxLro/Rgka/jwqBJaIekVc/YrsTUAo0ydVYhHCGAaFOIUTTG9Z1pzRNrRjJrjEb/VveH9WPWYy8lqZzC/dW+tOO0cLf2mO7SSM8AUQJqtp5Uh/QorRr993WcovAt+SHEhYzOgBVl3iuH0H/L2LK7gQz8UUuYgS7TGOyqldWvffIEkxGJLi7AswnWXblJs/ZEWcxxxBqJR3lOlWRTRSx22N//e8jjj0D89HVev++ONLH1D1uKFhPAS3BE6AoAUYwuT1ZCZ1GVFfvkZYwituwNs9788xDWYAX8G4BqxK/W+mE9cgGb5GawcpulpaTrBQo3M9H3gdqNMUZxmLUnPdULYNE3M1wnrFkNw1lbsfdOAXvs1pxv91izFWL1JH9qMLw+OGJIcoiqadF/TReCfwPYP6gMqZptMF8/GzHUTJ8JQZIv80ZTgFpnYDVD4mBzRsloFfNdri7egvtetSSVoDrEbEMQtilqqHVBrlH2ZntFOSdfleTIsX6BrpIN9HzbNASX3yotEbe7EWVglahYD0FtARPjKK8yc94W27nPTDtOHbxCml9EGfH6JJe6wyg5SN0vV3kVGQMg1hxCSDJqsv2h5Wbd5pd7eUc5mNt1wtR/6liFSanmIg2oABfj710DqPMMhN9LcSnCmUv9Lz3zAQ4z9nEv60Qxlg4gWdQain63BNiO/CYwgw+Gv49AG9zOgnUU4I9iyk9G3ddhy44Jv6ShYSBuURzIeUXORcR5R2g5q+j7pscQ8hD8GW59jCmKHufkiWLEizNdfHvZK8yIncbAi7zlvTyXkTcaK93lQGY5FQiX+kTzXIGlYsmOJdIVFP8UI4eRbzHBQXrKaAleGKsJ0AwNJ/ibS6K8Onl/NfB4kcPz9Iuq/U4XucYIA0XgCAMhquc4y0mpAJUGbc9TIXUd6OCcm4srJ/UsK7nb3qaW9mA7hAIfJK5OK+++DQK3mqkoEymn7fk+YGE3RnNuRXHen1qikvAP+NJwxNGFIWvNi3Iu0zYjAHgHBdjhYLUqOQ/p7dc6qucT+NVmtToB8L2bwA1WBQLrNdFUktuqAwN0NVdT7Z5SeP6dQ7No2a8kU31HB+9N8sozayxU0zG97LTytO7hYL1FNASPCWKAm+IxH6FfU03PLrEuaTw8OVo01gmjVqDwI6W4u/LblwMD6iRxrpKHHLuPNSNQQgxMjUzNjTIo3lF0Fgtw6eZer+SebgW3a/Xoh6TGt90S5Y+4Bx/Iuf3Nmi6VXjCWs+jcJ99/L60/R6dD2nmhtNKj4uul/5qL3nE5fVoz9pdLCNgnch6jjzfvOiWT/Oa5kwMP2xEplLDsd7XjGxezQ0IPs6FR/YOBa9GB+1NoZ9gXniaULCeAlqCp05RAH4gHHAeI/GQCrG+tsrZmOC+4M4G+8okV6OJewUTL+/cB34kBzXiIj94zKLnPEUBEzIbcwAvxMy+DpTWXeJsZD/eUTDccB1IbTTe8D9AEOIDrGP08D/ytOGpySgeXhGyuu7klcbivj4o0ECPbmGFdBZjSKIfl3dCTfOjNomyy0Yd2jO7okcUk3oa97zxESEdcSY6mzlOxvMTXEt2CdLRJdfWq5ktF2CBD0RG+dRTZjtQsJ4CWoRngqIofIGfsSxT8lqEL6P3Bm/xSFWCWg0qEj/WOyu1aMPGRwr92K4bdKdhQ77CiRcym1GAAIGufJPTvME3ATjH29DEa+Ojav09td1Y+f+KeK+HeLK+nF8GzxSigJUB/Zo71wG8wX91R15PIZSiKAmi1GqQByllmVCGA4CtsKECBHaj2Ti9bpOHdiwcxrMS7/yvxDmE61+RNM4ScEqQxqO5RwTPPj3y+PLKiqjPEpJAwXoKaBGeOYrSKSup3wm2b/AnpOvR7yIhkHujeFivK/SRbYlY/H7Y9BJIivqutsGqXCbPLfzAB3fnh9Od332wkw/w1iRxeCMpWdzMQOcFZT0/AJx+xiiJwjOhHn8UXBE87gDejC58n83rQT/eAqZWVsjqIoG8h/l9fE02V9S3123auLHq+vTAEWFbvphymdQGqz6gN/gh3+FvywyaFf6xmJl54OozihweCtZTQEvwTFOUFH5H/nsvjP73cXKL+Fopg0Lkb9dJo+ccdcnd7h6eTSy6tlILXwHUi9Ul0u0sFTxrOeHOf+FjQEU8fIwQxcPvNxx3kG66syjtdZTgD3M90WI8Qnh5wYP26cfCD3wGs1dzfeqWz05ud30U2To/ZkgCBespoEV45rSe1qAxwutd0tADM3hNiNfXs4DGTBrvMfZazKO1D1K7R2MCaLPcozLPhgl+t/AxZT2/DDRc2Up9X+ILzhfTXGV1e3FRJY380BoDXov5RemcTzssYK+hYD0FtAR/QynKL4ZJ9iUajWopI5jm8qyZ0J82/H+JKAVsHwrWU0BLUCBKAS1BgSgFtAQFohTQEhSIUkBLUCBKAS1BgSgFtAT/DyvNP7yuEMQzAAAAAElFTkSuQmCC" y="-576.382338"/>
- </g>
- <g id="LineCollection_78">
- <path clip-path="url(#p4c8b5ccf56)" d="M 403.950473 578.276521
- L 405.763253 578.276521
- L 406.125809 578.639077
- L 409.751368 578.639077
- L 410.113924 579.001633
- L 410.47648 579.001633
- L 410.839036 579.364189
- L 411.201592 579.364189
- L 411.926704 580.089301
- L 412.28926 580.089301
- L 412.651816 580.451857
- L 413.014372 580.451857
- L 414.283317 581.720802
- L 414.283317 582.083358
- L 415.370985 583.171026
- L 415.370985 583.533582
- L 415.733541 583.896138
- L 415.733541 584.258694
- L 416.096097 584.62125
- L 416.096097 584.983806
- L 416.458653 585.346362
- L 416.458653 585.708918
- L 416.821209 586.071474
- L 416.821209 586.434029
- L 417.183765 586.796585
- L 417.183765 587.159141
- L 417.546321 587.521697
- L 417.546321 587.884253
- L 417.908877 588.246809
- L 417.908877 588.971921
- L 418.271433 589.334477
- L 418.271433 590.059589
- L 418.633988 590.422145
- L 418.633988 592.234924
- L 418.996544 592.59748
- L 418.996544 593.322592
- L 419.3591 593.685148
- L 419.3591 595.497928
- L 419.721656 595.860484
- L 419.721656 599.486043
- L 419.3591 599.848599
- L 419.3591 600.936267
- L 418.996544 601.298823
- L 418.996544 602.023934
- L 418.633988 602.38649
- L 418.633988 603.111602
- L 418.271433 603.474158
- L 418.271433 603.836714
- L 417.908877 604.19927
- L 417.908877 604.561826
- L 417.546321 604.924382
- L 417.546321 605.286938
- L 417.183765 605.649494
- L 417.183765 606.01205
- L 416.096097 607.099717
- L 416.096097 607.462273
- L 414.645873 608.912497
- L 414.645873 609.275053
- L 413.014372 610.906555
- L 412.651816 610.906555
- L 411.926704 611.631666
- L 411.564148 611.631666
- L 410.839036 612.356778
- L 410.47648 612.356778
- L 410.113924 612.719334
- L 409.388812 612.719334
- L 409.026256 613.08189
- L 407.576033 613.08189
- L 407.213477 612.719334
- L 404.675585 612.719334
- L 404.313029 613.08189
- L 403.225362 613.08189
- L 402.862806 612.719334
- L 401.775138 612.719334
- L 401.412582 612.356778
- L 401.050026 612.356778
- L 400.68747 611.994222
- L 400.324914 611.994222
- L 399.962358 611.631666
- L 399.599802 611.631666
- L 398.512134 610.543999
- L 398.149579 610.543999
- L 396.336799 608.731219
- L 395.974243 608.731219
- L 395.792965 608.549941
- L 395.792965 608.187385
- L 395.067853 607.462273
- L 395.067853 607.099717
- L 394.342741 606.374605
- L 394.342741 606.01205
- L 393.617629 605.286938
- L 393.617629 604.924382
- L 393.255073 604.561826
- L 393.255073 604.19927
- L 392.892518 603.836714
- L 392.892518 601.661378
- L 392.529962 601.298823
- L 392.529962 599.848599
- L 392.167406 599.486043
- L 392.167406 598.035819
- L 392.529962 597.673263
- L 392.529962 593.322592
- L 392.892518 592.960036
- L 392.892518 591.872368
- L 393.255073 591.509812
- L 393.255073 589.334477
- L 393.617629 588.971921
- L 393.617629 588.609365
- L 393.980185 588.246809
- L 393.980185 587.884253
- L 394.342741 587.521697
- L 394.342741 587.159141
- L 394.705297 586.796585
- L 394.705297 586.434029
- L 395.067853 586.071474
- L 395.067853 585.708918
- L 395.430409 585.346362
- L 395.430409 584.62125
- L 395.792965 584.258694
- L 395.792965 583.896138
- L 396.880633 582.80847
- L 396.880633 582.445914
- L 397.968301 581.358246
- L 397.968301 580.995691
- L 398.87469 580.089301
- L 399.237246 580.089301
- L 399.599802 579.726745
- L 399.962358 579.726745
- L 400.324914 579.364189
- L 400.68747 579.364189
- L 401.050026 579.001633
- L 401.775138 579.001633
- L 402.137694 578.639077
- L 403.587917 578.639077
- L 403.950473 578.276521
- L 403.950473 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:#008000;" 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:#008000;" 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:#008000;" 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(#p0b65ae6013)" d="M 432.524642 589.982427
- L 433.291912 588.073295
- L 434.059181 589.018986
- L 434.826451 587.893476
- L 435.59372 587.511399
- L 436.36099 586.640888
- L 437.128259 586.362378
- L 437.895529 587.589652
- L 438.662798 585.141095
- L 439.430068 588.438641
- L 440.197337 584.451779
- L 440.964607 586.175395
- L 441.731876 583.940609
- L 442.499146 584.59483
- L 443.266415 587.248543
- L 444.033685 584.635995
- L 444.800954 588.624816
- L 445.568224 587.061669
- L 446.335493 592.259339
- L 447.102763 590.729872
- L 447.870033 586.079976
- L 448.637302 585.088584
- L 449.404572 585.979661
- L 450.171841 586.68529
- L 451.70638 589.736003
- L 452.47365 586.286628
- L 453.240919 583.852961
- L 454.775458 585.193856
- L 455.542728 583.802438
- L 456.309997 583.549936
- L 457.077267 585.025185
- L 457.844536 587.720725
- L 458.611806 586.986602
- L 459.379075 586.799863
- L 460.146345 585.590732
- L 460.913614 587.636996
- L 461.680884 586.614335
- L 462.448153 585.893441
- L 463.215423 586.628749
- L 463.982693 584.891061
- L 464.749962 584.961259
- L 465.517232 583.919623
- L 466.284501 584.945084
- L 467.051771 586.845971
- L 467.81904 589.984419
- L 468.58631 587.858053
- L 469.353579 586.804107
- L 470.120849 587.232156
- L 470.888118 587.887051
- L 471.655388 590.512731
- L 472.422657 590.612682
- L 473.189927 587.507656
- L 473.957196 586.192827
- L 474.724466 588.126231
- L 475.491735 585.515021
- L 476.259005 587.956008
- L 477.026274 587.241885
- L 477.793544 588.72006
- L 478.560813 588.040991
- L 479.328083 587.67603
- L 480.095352 587.972848
- L 480.862622 587.845059
- L 481.629892 587.289683
- L 482.397161 588.133492
- L 483.164431 588.596909
- L 483.9317 584.59013
- L 485.466239 586.81616
- L 486.233509 586.823363
- L 487.768048 587.612618
- L 488.535317 589.166208
- L 489.302587 586.970804
- L 490.069856 587.022616
- L 490.837126 588.230284
- L 491.604395 586.984896
- L 492.371665 583.527685
- L 493.138934 586.257698
- L 493.906204 587.694619
- L 494.673473 588.023848
- L 495.440743 590.618004
- L 496.975282 591.636702
- L 497.742552 590.528569
- L 498.509821 589.090112
- L 499.277091 585.742151
- L 500.04436 587.909469
- L 500.81163 585.290478
- L 501.578899 585.378294
- L 502.346169 586.704739
- L 503.113438 585.474643
- L 503.880708 584.788661
- L 504.647977 586.830404
- L 505.415247 584.987984
- L 506.182516 582.746676
- L 506.949786 581.836481
- L 507.717055 585.299519
- L 508.484325 590.51658
- L 509.251594 586.838693
- L 510.018864 584.485988
- L 510.786133 584.503323
- L 511.553403 588.375584
- L 513.087942 585.130642
- L 513.855211 586.421685
- L 514.622481 589.256662
- L 515.389751 585.969588
- L 516.15702 586.622618
- L 516.92429 586.10795
- L 517.691559 589.137926
- L 518.458829 585.8908
- L 519.226098 585.588632
- L 519.993368 584.54857
- L 520.760637 587.016183
- L 521.527907 586.056358
- L 522.295176 581.520582
- L 523.062446 582.337877
- L 523.829715 582.329291
- L 524.596985 581.935575
- L 525.364254 584.966435
- L 526.131524 584.434041
- L 526.898793 584.525347
- L 527.666063 585.423486
- L 528.433332 584.182674
- L 529.200602 586.512155
- L 529.967871 585.552875
- L 530.735141 587.388329
- L 531.502411 585.504637
- L 532.26968 582.894875
- L 533.03695 585.278254
- L 533.804219 584.548423
- L 534.571489 580.853314
- L 535.338758 584.432455
- L 536.106028 584.251106
- L 536.873297 586.588772
- L 537.640567 580.880762
- L 538.407836 580.524953
- L 539.175106 578.445026
- L 539.942375 579.735197
- L 540.709645 579.328802
- L 541.476914 582.725071
- L 542.244184 581.312191
- L 543.011453 581.286511
- L 543.778723 582.802568
- L 544.545992 580.090552
- L 545.313262 579.34612
- L 546.080531 582.06096
- L 547.61507 581.350566
- L 548.38234 580.69351
- L 549.14961 584.942404
- L 549.916879 583.681892
- L 550.684149 584.535145
- L 551.451418 583.817885
- L 552.218688 583.502347
- L 552.985957 580.572216
- L 553.753227 582.0351
- L 554.520496 584.975399
- L 555.287766 580.435145
- L 556.055035 584.137756
- L 556.822305 580.933539
- L 557.589574 580.909735
- L 558.356844 577.159525
- L 559.124113 582.652867
- L 559.891383 580.749968
- L 560.658652 578.201866
- L 561.425922 579.985083
- L 562.193191 583.360164
- L 562.960461 585.644096
- L 563.72773 583.21612
- L 563.72773 583.21612
- " style="fill:none;stroke:#008000;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:#008000;" 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:#008000;" 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:#008000;" 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:#008000;" 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(#p368cd1d171)" d="M 432.524642 601.628086
- L 434.077235 613.313314
- L 435.629827 613.639891
- L 437.182419 615.068095
- L 438.735012 614.767248
- L 440.287604 615.293183
- L 441.840197 613.383682
- L 443.392789 613.070559
- L 444.945382 615.176366
- L 446.497974 614.415824
- L 448.050567 614.182759
- L 449.603159 615.283643
- L 451.155751 615.226101
- L 452.708344 614.7537
- L 454.260936 615.197143
- L 455.813529 615.203862
- L 457.366121 615.090643
- L 458.918714 615.055417
- L 460.471306 614.620636
- L 462.023899 615.009904
- L 463.576491 615.171117
- L 465.129083 615.265182
- L 466.681676 614.741034
- L 468.234268 615.350778
- L 469.786861 614.979216
- L 471.339453 615.29361
- L 472.892046 615.119954
- L 474.444638 615.243818
- L 475.997231 615.093416
- L 477.549823 615.178367
- L 479.102415 615.348432
- L 480.655008 614.858951
- L 482.2076 615.333285
- L 483.760193 615.211466
- L 485.312785 615.345892
- L 486.865378 615.260764
- L 488.41797 615.04416
- L 489.970563 615.350298
- L 491.523155 615.133955
- L 493.075747 615.256867
- L 494.62834 615.10051
- L 496.180932 614.911479
- L 497.733525 615.327742
- L 499.286117 615.031692
- L 500.83871 615.294876
- L 502.391302 615.260807
- L 503.943895 615.116749
- L 505.496487 615.274626
- L 507.049079 615.272912
- L 508.601672 614.947291
- L 510.154264 615.260038
- L 511.706857 615.047779
- L 513.259449 615.318834
- L 514.812042 615.3188
- L 516.364634 615.311389
- L 517.917227 615.308978
- L 519.469819 615.213969
- L 521.022412 615.353855
- L 522.575004 615.349692
- L 524.127596 615.325078
- L 525.680189 615.291041
- L 527.232781 615.320475
- L 528.785374 615.16593
- L 530.337966 615.266936
- L 531.890559 615.348988
- L 533.443151 615.32767
- L 534.995744 615.282293
- L 536.548336 615.335012
- L 538.100928 615.24487
- L 539.653521 615.314766
- L 541.206113 615.334278
- L 542.758706 615.278929
- L 544.311298 615.332582
- L 545.863891 615.305004
- L 547.416483 615.141814
- L 548.969076 614.863105
- L 550.521668 615.224157
- L 552.07426 615.049873
- L 553.626853 615.225735
- L 555.179445 615.342876
- L 556.732038 615.354491
- L 558.28463 615.214749
- L 559.837223 615.125423
- L 561.389815 615.31622
- L 562.942408 615.325384
- L 564.495 615.355189
- " style="fill:none;stroke:#008000;stroke-linecap:round;"/>
- </g>
- </g>
- <g id="axes_131">
- <g clip-path="url(#pc73cfcc659)">
- <image height="27.6" id="imagee2a4fc736f" 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(#pc73cfcc659)" d="M 37.849348 632.739474
- L 39.060085 632.739474
- L 39.362769 633.042158
- L 39.665454 633.042158
- L 39.968138 633.344842
- L 40.876191 633.344842
- L 41.178875 633.647526
- L 42.086928 633.647526
- L 42.389612 633.950211
- L 42.692297 633.950211
- L 42.994981 634.252895
- L 43.297665 634.252895
- L 43.600349 634.555579
- L 43.903034 634.555579
- L 44.205718 634.858264
- L 44.811087 634.858264
- L 45.113771 635.160948
- L 45.416455 635.160948
- L 46.324508 636.069001
- L 46.627193 636.069001
- L 48.897325 638.339133
- L 48.897325 638.641817
- L 49.502693 639.247186
- L 49.502693 639.54987
- L 50.108062 640.155239
- L 50.108062 640.457923
- L 50.713431 641.063292
- L 50.713431 641.668661
- L 51.016115 641.971345
- L 51.016115 642.274029
- L 51.318799 642.576713
- L 51.318799 642.879398
- L 51.621484 643.182082
- L 51.621484 643.787451
- L 51.924168 644.090135
- L 51.924168 644.998188
- L 51.621484 645.300872
- L 51.621484 645.906241
- L 49.502693 648.025031
- L 49.502693 648.327715
- L 49.048667 648.781742
- L 48.745983 648.781742
- L 48.140614 649.38711
- L 46.627193 649.38711
- L 46.324508 649.689795
- L 46.021824 649.689795
- L 45.71914 649.992479
- L 44.508402 649.992479
- L 44.35706 650.143821
- L 44.35706 650.446505
- L 44.054376 650.74919
- L 44.054376 651.354558
- L 43.751692 651.657243
- L 43.751692 651.959927
- L 42.086928 653.624691
- L 40.270822 653.624691
- L 39.968138 653.927375
- L 38.454716 653.927375
- L 38.152032 653.624691
- L 37.546663 653.624691
- L 37.243979 653.322006
- L 36.941295 653.624691
- L 36.63861 653.322006
- L 32.40103 653.322006
- L 32.098346 653.624691
- L 30.28224 653.624691
- L 29.979556 653.322006
- L 27.255397 653.322006
- L 26.952713 653.019322
- L 24.833922 653.019322
- L 24.68258 652.86798
- L 24.985265 652.565296
- L 24.985265 651.051874
- L 24.68258 650.74919
- L 24.68258 650.143821
- L 24.077212 649.538453
- L 24.077212 649.235768
- L 23.774527 648.933084
- L 23.774527 648.6304
- L 23.471843 648.327715
- L 23.471843 648.025031
- L 23.169159 647.722347
- L 23.169159 647.419662
- L 22.866474 647.116978
- L 22.866474 644.998188
- L 23.169159 644.695504
- L 23.169159 644.090135
- L 23.471843 643.787451
- L 23.471843 643.484766
- L 23.774527 643.182082
- L 23.774527 642.879398
- L 24.379896 642.274029
- L 24.379896 641.971345
- L 24.68258 641.668661
- L 24.68258 641.063292
- L 24.985265 640.760608
- L 24.985265 640.457923
- L 25.287949 640.155239
- L 25.287949 639.852555
- L 25.590633 639.54987
- L 25.590633 639.247186
- L 25.893318 638.944502
- L 25.893318 638.641817
- L 26.196002 638.339133
- L 26.196002 638.036449
- L 28.466134 635.766317
- L 28.768818 635.766317
- L 29.374187 635.160948
- L 29.676871 635.160948
- L 29.979556 634.858264
- L 30.28224 634.858264
- L 30.584924 634.555579
- L 30.887609 634.555579
- L 31.190293 634.252895
- L 31.492977 634.252895
- L 32.098346 633.647526
- L 32.40103 633.647526
- L 32.703714 633.344842
- L 36.941295 633.344842
- L 37.243979 633.042158
- L 37.546663 633.042158
- L 37.849348 632.739474
- L 37.849348 632.739474
- " style="fill:none;stroke:#000000;stroke-width:0.5;"/>
- </g>
- <g id="text_209">
- <!-- C27: Tot. var. expl. 1.6% -->
- <g style="fill:#008000;" 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-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_132">
- <g clip-path="url(#p74ebbdf647)">
- <image height="33.12" id="image2c49efcb0a" 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(#p74ebbdf647)" d="M 77.661087 630.554159
- L 79.473867 630.554159
- L 79.836423 630.916715
- L 80.198979 630.916715
- L 80.561534 631.279271
- L 84.54965 631.279271
- L 85.274762 632.004383
- L 85.637317 632.004383
- L 85.999873 632.366939
- L 86.362429 632.366939
- L 86.724985 632.729495
- L 87.450097 632.729495
- L 88.900321 634.179719
- L 89.262877 634.179719
- L 89.987989 634.90483
- L 90.350545 634.90483
- L 91.61949 636.173776
- L 91.61949 636.536332
- L 92.344602 637.261444
- L 92.344602 637.624
- L 92.707158 637.986556
- L 92.707158 638.349112
- L 93.069714 638.711668
- L 93.069714 639.43678
- L 93.43227 639.799336
- L 93.43227 640.524447
- L 93.794826 640.887003
- L 93.794826 643.062339
- L 94.157382 643.424895
- L 94.157382 646.325342
- L 93.794826 646.687898
- L 93.794826 647.050454
- L 93.43227 647.41301
- L 93.43227 647.775566
- L 93.069714 648.138122
- L 93.069714 648.500678
- L 91.982046 649.588346
- L 91.982046 649.950902
- L 91.256934 650.676013
- L 91.256934 651.763681
- L 90.894378 652.126237
- L 90.894378 652.488793
- L 90.531823 652.851349
- L 90.531823 654.664129
- L 89.987989 655.207962
- L 89.262877 655.207962
- L 88.900321 655.570518
- L 85.637317 655.570518
- L 85.274762 655.207962
- L 78.023643 655.207962
- L 77.661087 655.570518
- L 77.298531 655.207962
- L 76.573419 655.933074
- L 75.848307 655.933074
- L 75.485751 655.570518
- L 74.76064 655.570518
- L 74.398084 655.207962
- L 73.310416 655.207962
- L 72.94786 655.570518
- L 71.13508 655.570518
- L 70.409968 654.845407
- L 70.047413 654.845407
- L 69.866135 654.664129
- L 69.866135 652.851349
- L 68.778467 651.763681
- L 68.778467 651.401125
- L 68.415911 651.038569
- L 68.415911 650.676013
- L 68.053355 650.313457
- L 68.053355 649.950902
- L 67.690799 649.588346
- L 67.690799 649.22579
- L 67.328243 648.863234
- L 67.328243 648.500678
- L 66.603131 647.775566
- L 66.603131 646.687898
- L 66.965687 646.325342
- L 66.965687 640.524447
- L 67.328243 640.161891
- L 67.328243 638.349112
- L 67.690799 637.986556
- L 67.690799 637.624
- L 70.409968 634.90483
- L 70.772524 634.90483
- L 71.13508 634.542275
- L 71.497636 634.542275
- L 72.94786 633.092051
- L 73.310416 633.092051
- L 74.035528 632.366939
- L 74.398084 632.366939
- L 75.123196 631.641827
- L 75.848307 631.641827
- L 76.210863 631.279271
- L 76.573419 631.279271
- L 76.935975 630.916715
- L 77.298531 630.916715
- L 77.661087 630.554159
- L 77.661087 630.554159
- " style="fill:none;stroke:#000000;stroke-width:0.5;"/>
- </g>
- </g>
- <g id="axes_133">
- <g clip-path="url(#pd51965afcb)">
- <image height="39.6" id="imagedc41dd58f7" 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(#pd51965afcb)" d="M 121.643883 625.840932
- L 123.456662 625.840932
- L 123.819218 626.203488
- L 127.444778 626.203488
- L 127.807334 626.566044
- L 128.169889 626.566044
- L 128.532445 626.9286
- L 128.895001 626.9286
- L 129.620113 627.653712
- L 129.982669 627.653712
- L 130.345225 628.016268
- L 130.707781 628.016268
- L 131.976727 629.285214
- L 131.976727 629.64777
- L 133.064394 630.735437
- L 133.064394 631.097993
- L 133.42695 631.460549
- L 133.42695 631.823105
- L 133.789506 632.185661
- L 133.789506 632.548217
- L 134.152062 632.910773
- L 134.152062 633.273329
- L 134.514618 633.635885
- L 134.514618 633.998441
- L 134.877174 634.360997
- L 134.877174 634.723553
- L 135.23973 635.086108
- L 135.23973 635.448664
- L 135.602286 635.81122
- L 135.602286 636.536332
- L 135.964842 636.898888
- L 135.964842 637.624
- L 136.327398 637.986556
- L 136.327398 639.799336
- L 136.689954 640.161891
- L 136.689954 640.887003
- L 137.05251 641.249559
- L 137.05251 643.062339
- L 137.415066 643.424895
- L 137.415066 647.050454
- L 137.05251 647.41301
- L 137.05251 648.500678
- L 136.689954 648.863234
- L 136.689954 649.588346
- L 136.327398 649.950902
- L 136.327398 650.676013
- L 135.964842 651.038569
- L 135.964842 651.401125
- L 135.602286 651.763681
- L 135.602286 652.126237
- L 135.23973 652.488793
- L 135.23973 652.851349
- L 134.877174 653.213905
- L 134.877174 653.576461
- L 133.789506 654.664129
- L 133.789506 655.026684
- L 132.339283 656.476908
- L 132.339283 656.839464
- L 130.707781 658.470966
- L 130.345225 658.470966
- L 129.620113 659.196078
- L 129.257557 659.196078
- L 128.532445 659.92119
- L 128.169889 659.92119
- L 127.807334 660.283745
- L 127.082222 660.283745
- L 126.719666 660.646301
- L 125.269442 660.646301
- L 124.906886 660.283745
- L 122.368995 660.283745
- L 122.006439 660.646301
- L 120.918771 660.646301
- L 120.556215 660.283745
- L 119.468547 660.283745
- L 119.105991 659.92119
- L 118.743435 659.92119
- L 118.380879 659.558634
- L 118.018323 659.558634
- L 117.655768 659.196078
- L 117.293212 659.196078
- L 116.205544 658.10841
- L 115.842988 658.10841
- L 114.030208 656.29563
- L 113.667652 656.29563
- L 113.486374 656.114352
- L 113.486374 655.751796
- L 112.761262 655.026684
- L 112.761262 654.664129
- L 112.036151 653.939017
- L 112.036151 653.576461
- L 111.311039 652.851349
- L 111.311039 652.488793
- L 110.948483 652.126237
- L 110.948483 651.763681
- L 110.585927 651.401125
- L 110.585927 649.22579
- L 110.223371 648.863234
- L 110.223371 647.41301
- L 109.860815 647.050454
- L 109.860815 645.60023
- L 110.223371 645.237674
- L 110.223371 640.887003
- L 110.585927 640.524447
- L 110.585927 639.43678
- L 110.948483 639.074224
- L 110.948483 636.898888
- L 111.311039 636.536332
- L 111.311039 636.173776
- L 111.673595 635.81122
- L 111.673595 635.448664
- L 112.036151 635.086108
- L 112.036151 634.723553
- L 112.398707 634.360997
- L 112.398707 633.998441
- L 112.761262 633.635885
- L 112.761262 633.273329
- L 113.123818 632.910773
- L 113.123818 632.185661
- L 113.486374 631.823105
- L 113.486374 631.460549
- L 114.574042 630.372881
- L 114.574042 630.010325
- L 115.66171 628.922658
- L 115.66171 628.560102
- L 116.5681 627.653712
- L 116.930656 627.653712
- L 117.293212 627.291156
- L 117.655768 627.291156
- L 118.018323 626.9286
- L 118.380879 626.9286
- L 118.743435 626.566044
- L 119.468547 626.566044
- L 119.831103 626.203488
- L 121.281327 626.203488
- L 121.643883 625.840932
- L 121.643883 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:#008000;" 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:#008000;" 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:#008000;" 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(#pdea1d7d67e)" d="M 150.218051 628.389164
- L 150.985321 630.830527
- L 151.75259 631.543729
- L 152.51986 631.101848
- L 153.28713 629.964257
- L 154.054399 630.135478
- L 154.821669 631.433099
- L 155.588938 636.228183
- L 156.356208 632.827909
- L 157.123477 636.188148
- L 157.890747 631.819419
- L 158.658016 630.826129
- L 159.425286 631.408197
- L 160.192555 629.730107
- L 160.959825 633.588492
- L 161.727094 629.534813
- L 162.494364 632.452177
- L 163.261633 629.917316
- L 164.028903 629.633898
- L 164.796172 627.917435
- L 165.563442 627.057771
- L 166.330711 628.157429
- L 167.097981 629.889863
- L 167.86525 630.324666
- L 168.63252 629.291155
- L 169.39979 630.320565
- L 170.167059 630.578562
- L 170.934329 633.882127
- L 171.701598 634.18449
- L 172.468868 637.802274
- L 173.236137 636.609925
- L 174.003407 639.82375
- L 174.770676 634.757312
- L 175.537946 636.524664
- L 176.305215 634.241426
- L 177.072485 634.329621
- L 177.839754 631.893786
- L 178.607024 632.273072
- L 179.374293 633.102315
- L 180.141563 633.738253
- L 180.908832 633.675431
- L 182.443371 630.236011
- L 183.210641 631.11031
- L 183.97791 632.425309
- L 184.74518 632.179234
- L 185.512449 633.701924
- L 186.279719 632.071359
- L 187.046989 631.93668
- L 187.814258 632.418436
- L 188.581528 634.632458
- L 189.348797 634.895623
- L 190.883336 631.423418
- L 191.650606 633.36993
- L 192.417875 635.829089
- L 193.185145 633.588173
- L 193.952414 634.531702
- L 194.719684 634.602845
- L 196.254223 633.52945
- L 197.021492 633.93874
- L 197.788762 633.835268
- L 198.556031 632.670871
- L 199.323301 632.653755
- L 200.09057 631.076741
- L 200.85784 633.630213
- L 201.625109 631.172275
- L 202.392379 633.523116
- L 203.159649 633.372092
- L 203.926918 632.533145
- L 204.694188 631.919186
- L 205.461457 633.067411
- L 206.228727 635.296546
- L 206.995996 634.315647
- L 207.763266 634.127399
- L 208.530535 632.573508
- L 209.297805 633.805212
- L 210.065074 633.989608
- L 210.832344 632.485157
- L 211.599613 634.585966
- L 212.366883 634.385939
- L 213.134152 637.147377
- L 213.901422 636.596526
- L 214.668691 634.088722
- L 215.435961 633.371875
- L 216.20323 631.810752
- L 216.9705 630.577167
- L 217.737769 631.447351
- L 218.505039 630.437805
- L 219.272309 632.833422
- L 220.039578 634.57646
- L 220.806848 634.784934
- L 221.574117 634.059452
- L 222.341387 634.929043
- L 223.108656 632.42747
- L 223.875926 631.085914
- L 224.643195 632.759716
- L 225.410465 632.553195
- L 226.177734 630.418618
- L 226.945004 630.668006
- L 227.712273 632.796185
- L 228.479543 633.675343
- L 229.246812 636.311214
- L 230.014082 634.56876
- L 231.548621 634.145469
- L 232.31589 633.821144
- L 233.08316 630.2713
- L 233.850429 633.963036
- L 234.617699 634.165274
- L 235.384968 636.091377
- L 236.152238 633.48742
- L 236.919508 632.258566
- L 238.454047 632.374405
- L 239.221316 629.158702
- L 239.988586 626.495504
- L 241.523125 632.62097
- L 242.290394 632.596378
- L 243.057664 637.114976
- L 243.824933 634.088269
- L 244.592203 631.514368
- L 245.359472 634.570902
- L 246.126742 633.711713
- L 246.894011 635.723476
- L 247.661281 634.784521
- L 248.42855 632.687221
- L 249.19582 631.401034
- L 249.963089 630.987642
- L 250.730359 630.132264
- L 251.497628 629.631836
- L 252.264898 629.310208
- L 253.032168 632.65683
- L 253.799437 630.744191
- L 254.566707 631.071333
- L 255.333976 627.494662
- L 256.101246 627.770268
- L 256.868515 629.567847
- L 257.635785 630.37593
- L 258.403054 631.929535
- L 259.170324 633.189781
- L 259.937593 631.182159
- L 261.472132 631.947775
- L 262.239402 629.626037
- L 263.006671 630.079393
- L 263.773941 629.631578
- L 264.54121 629.946476
- L 265.30848 632.482183
- L 266.075749 634.42635
- L 266.843019 633.10788
- L 267.610288 630.925451
- L 268.377558 630.305152
- L 269.144827 628.548025
- L 269.912097 629.673116
- L 270.679367 627.033759
- L 271.446636 630.33037
- L 272.213906 631.466137
- L 272.981175 628.187532
- L 273.748445 628.458418
- L 274.515714 627.876215
- L 275.282984 626.891705
- L 276.050253 628.172386
- L 276.817523 630.448849
- L 277.584792 627.806111
- L 278.352062 626.852068
- L 279.119331 628.434221
- L 279.886601 630.296644
- L 280.65387 624.723937
- L 281.42114 627.763569
- L 281.42114 627.763569
- " style="fill:none;stroke:#008000;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:#008000;" 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:#008000;" 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:#008000;" 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:#008000;" 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(#p8b84f73d40)" d="M 150.218051 649.192497
- L 151.770644 660.947196
- L 153.323236 662.689432
- L 154.875829 662.884295
- L 156.428421 662.244491
- L 157.981014 660.410038
- L 159.533606 655.512392
- L 161.086199 662.169999
- L 162.638791 660.587648
- L 164.191383 662.716028
- L 165.743976 661.657641
- L 167.296568 662.800906
- L 168.849161 662.114806
- L 170.401753 662.581611
- L 171.954346 662.892115
- L 173.506938 662.191177
- L 175.059531 661.331976
- L 176.612123 661.929035
- L 178.164715 662.70223
- L 179.717308 662.312363
- L 181.2699 662.797684
- L 182.822493 662.21792
- L 184.375085 660.440488
- L 185.927678 662.875549
- L 187.48027 662.561324
- L 189.032863 662.714303
- L 190.585455 662.795333
- L 192.138047 662.900694
- L 193.69064 662.35985
- L 195.243232 662.861524
- L 196.795825 662.856489
- L 198.348417 662.058483
- L 199.90101 662.9196
- L 201.453602 662.823285
- L 203.006195 662.707327
- L 204.558787 662.310673
- L 206.11138 662.822104
- L 207.663972 662.84754
- L 209.216564 662.860536
- L 210.769157 662.863272
- L 212.321749 662.672301
- L 213.874342 662.840597
- L 215.426934 662.603119
- L 216.979527 662.877608
- L 218.532119 662.882871
- L 220.084712 662.877998
- L 221.637304 662.856056
- L 223.189896 662.800752
- L 224.742489 662.910834
- L 226.295081 662.748863
- L 227.847674 662.567761
- L 229.400266 662.855068
- L 230.952859 662.883116
- L 232.505451 662.879481
- L 234.058044 662.813298
- L 235.610636 662.87235
- L 237.163228 662.763991
- L 238.715821 662.703352
- L 240.268413 662.612353
- L 241.821006 662.898593
- L 243.373598 662.851113
- L 244.926191 662.916145
- L 246.478783 662.81615
- L 248.031376 662.918762
- L 249.583968 662.897218
- L 251.13656 662.749116
- L 252.689153 662.892351
- L 254.241745 662.787079
- L 255.794338 662.632405
- L 257.34693 662.569824
- L 258.899523 662.85163
- L 260.452115 662.71863
- L 262.004708 662.835671
- L 263.5573 662.913922
- L 265.109892 662.796309
- L 266.662485 662.790855
- L 268.215077 662.870582
- L 269.76767 662.863669
- L 271.320262 662.612556
- L 272.872855 662.522679
- L 274.425447 662.619559
- L 275.97804 662.80155
- L 277.530632 662.76177
- L 279.083224 662.726392
- L 280.635817 662.860037
- L 282.188409 662.872045
- " style="fill:none;stroke:#008000;stroke-linecap:round;"/>
- </g>
- </g>
- <g id="axes_136">
- <g clip-path="url(#pe1e1674f56)">
- <image height="27.6" id="image6300e23a9c" 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(#pe1e1674f56)" d="M 320.155938 632.739474
- L 321.366676 632.739474
- L 321.66936 633.042158
- L 321.972044 633.042158
- L 322.274728 633.344842
- L 323.182781 633.344842
- L 323.485466 633.647526
- L 324.393519 633.647526
- L 324.696203 633.950211
- L 324.998887 633.950211
- L 325.301572 634.252895
- L 325.604256 634.252895
- L 325.90694 634.555579
- L 326.209624 634.555579
- L 326.512309 634.858264
- L 327.117677 634.858264
- L 327.420362 635.160948
- L 327.723046 635.160948
- L 328.631099 636.069001
- L 328.933783 636.069001
- L 331.203916 638.339133
- L 331.203916 638.641817
- L 331.809284 639.247186
- L 331.809284 639.54987
- L 332.414653 640.155239
- L 332.414653 640.457923
- L 333.020021 641.063292
- L 333.020021 641.668661
- L 333.322706 641.971345
- L 333.322706 642.274029
- L 333.62539 642.576713
- L 333.62539 642.879398
- L 333.928074 643.182082
- L 333.928074 643.787451
- L 334.230759 644.090135
- L 334.230759 644.998188
- L 333.928074 645.300872
- L 333.928074 645.906241
- L 331.809284 648.025031
- L 331.809284 648.327715
- L 331.355258 648.781742
- L 331.052573 648.781742
- L 330.447205 649.38711
- L 328.933783 649.38711
- L 328.631099 649.689795
- L 328.328415 649.689795
- L 328.02573 649.992479
- L 326.814993 649.992479
- L 326.663651 650.143821
- L 326.663651 650.446505
- L 326.360967 650.74919
- L 326.360967 651.354558
- L 326.058282 651.657243
- L 326.058282 651.959927
- L 324.393519 653.624691
- L 322.577413 653.624691
- L 322.274728 653.927375
- L 320.761307 653.927375
- L 320.458623 653.624691
- L 319.853254 653.624691
- L 319.55057 653.322006
- L 319.247885 653.624691
- L 318.945201 653.322006
- L 314.707621 653.322006
- L 314.404936 653.624691
- L 312.588831 653.624691
- L 312.286146 653.322006
- L 309.561988 653.322006
- L 309.259303 653.019322
- L 307.140513 653.019322
- L 306.989171 652.86798
- L 307.291855 652.565296
- L 307.291855 651.051874
- L 306.989171 650.74919
- L 306.989171 650.143821
- L 306.383802 649.538453
- L 306.383802 649.235768
- L 306.081118 648.933084
- L 306.081118 648.6304
- L 305.778434 648.327715
- L 305.778434 648.025031
- L 305.475749 647.722347
- L 305.475749 647.419662
- L 305.173065 647.116978
- L 305.173065 644.998188
- L 305.475749 644.695504
- L 305.475749 644.090135
- L 305.778434 643.787451
- L 305.778434 643.484766
- L 306.081118 643.182082
- L 306.081118 642.879398
- L 306.686487 642.274029
- L 306.686487 641.971345
- L 306.989171 641.668661
- L 306.989171 641.063292
- L 307.291855 640.760608
- L 307.291855 640.457923
- L 307.59454 640.155239
- L 307.59454 639.852555
- L 307.897224 639.54987
- L 307.897224 639.247186
- L 308.199908 638.944502
- L 308.199908 638.641817
- L 308.502592 638.339133
- L 308.502592 638.036449
- L 310.772725 635.766317
- L 311.075409 635.766317
- L 311.680778 635.160948
- L 311.983462 635.160948
- L 312.286146 634.858264
- L 312.588831 634.858264
- L 312.891515 634.555579
- L 313.194199 634.555579
- L 313.496884 634.252895
- L 313.799568 634.252895
- L 314.404936 633.647526
- L 314.707621 633.647526
- L 315.010305 633.344842
- L 319.247885 633.344842
- L 319.55057 633.042158
- L 319.853254 633.042158
- L 320.155938 632.739474
- L 320.155938 632.739474
- " style="fill:none;stroke:#000000;stroke-width:0.5;"/>
- </g>
- <g id="text_217">
- <!-- C28: Tot. var. expl. 1.6% -->
- <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-36"/>
- <use x="1146.892578" xlink:href="#DejaVuSans-25"/>
- </g>
- </g>
- </g>
- <g id="axes_137">
- <g clip-path="url(#pc30fb9b4da)">
- <image height="33.12" id="imagee6e2a830a0" 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(#pc30fb9b4da)" d="M 359.967678 630.554159
- L 361.780457 630.554159
- L 362.143013 630.916715
- L 362.505569 630.916715
- L 362.868125 631.279271
- L 366.85624 631.279271
- L 367.581352 632.004383
- L 367.943908 632.004383
- L 368.306464 632.366939
- L 368.66902 632.366939
- L 369.031576 632.729495
- L 369.756688 632.729495
- L 371.206911 634.179719
- L 371.569467 634.179719
- L 372.294579 634.90483
- L 372.657135 634.90483
- L 373.926081 636.173776
- L 373.926081 636.536332
- L 374.651193 637.261444
- L 374.651193 637.624
- L 375.013749 637.986556
- L 375.013749 638.349112
- L 375.376305 638.711668
- L 375.376305 639.43678
- L 375.738861 639.799336
- L 375.738861 640.524447
- L 376.101417 640.887003
- L 376.101417 643.062339
- L 376.463972 643.424895
- L 376.463972 646.325342
- L 376.101417 646.687898
- L 376.101417 647.050454
- L 375.738861 647.41301
- L 375.738861 647.775566
- L 375.376305 648.138122
- L 375.376305 648.500678
- L 374.288637 649.588346
- L 374.288637 649.950902
- L 373.563525 650.676013
- L 373.563525 651.763681
- L 373.200969 652.126237
- L 373.200969 652.488793
- L 372.838413 652.851349
- L 372.838413 654.664129
- L 372.294579 655.207962
- L 371.569467 655.207962
- L 371.206911 655.570518
- L 367.943908 655.570518
- L 367.581352 655.207962
- L 360.330234 655.207962
- L 359.967678 655.570518
- L 359.605122 655.207962
- L 358.88001 655.933074
- L 358.154898 655.933074
- L 357.792342 655.570518
- L 357.06723 655.570518
- L 356.704674 655.207962
- L 355.617007 655.207962
- L 355.254451 655.570518
- L 353.441671 655.570518
- L 352.716559 654.845407
- L 352.354003 654.845407
- L 352.172725 654.664129
- L 352.172725 652.851349
- L 351.085057 651.763681
- L 351.085057 651.401125
- L 350.722502 651.038569
- L 350.722502 650.676013
- L 350.359946 650.313457
- L 350.359946 649.950902
- L 349.99739 649.588346
- L 349.99739 649.22579
- L 349.634834 648.863234
- L 349.634834 648.500678
- L 348.909722 647.775566
- L 348.909722 646.687898
- L 349.272278 646.325342
- L 349.272278 640.524447
- L 349.634834 640.161891
- L 349.634834 638.349112
- L 349.99739 637.986556
- L 349.99739 637.624
- L 352.716559 634.90483
- L 353.079115 634.90483
- L 353.441671 634.542275
- L 353.804227 634.542275
- L 355.254451 633.092051
- L 355.617007 633.092051
- L 356.342118 632.366939
- L 356.704674 632.366939
- L 357.429786 631.641827
- L 358.154898 631.641827
- L 358.517454 631.279271
- L 358.88001 631.279271
- L 359.242566 630.916715
- L 359.605122 630.916715
- L 359.967678 630.554159
- L 359.967678 630.554159
- " style="fill:none;stroke:#000000;stroke-width:0.5;"/>
- </g>
- </g>
- <g id="axes_138">
- <g clip-path="url(#pd2b25f946b)">
- <image height="39.6" id="image33df7f5449" 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(#pd2b25f946b)" d="M 403.950473 625.840932
- L 405.763253 625.840932
- L 406.125809 626.203488
- L 409.751368 626.203488
- L 410.113924 626.566044
- L 410.47648 626.566044
- L 410.839036 626.9286
- L 411.201592 626.9286
- L 411.926704 627.653712
- L 412.28926 627.653712
- L 412.651816 628.016268
- L 413.014372 628.016268
- L 414.283317 629.285214
- L 414.283317 629.64777
- L 415.370985 630.735437
- L 415.370985 631.097993
- L 415.733541 631.460549
- L 415.733541 631.823105
- L 416.096097 632.185661
- L 416.096097 632.548217
- L 416.458653 632.910773
- L 416.458653 633.273329
- L 416.821209 633.635885
- L 416.821209 633.998441
- L 417.183765 634.360997
- L 417.183765 634.723553
- L 417.546321 635.086108
- L 417.546321 635.448664
- L 417.908877 635.81122
- L 417.908877 636.536332
- L 418.271433 636.898888
- L 418.271433 637.624
- L 418.633988 637.986556
- L 418.633988 639.799336
- L 418.996544 640.161891
- L 418.996544 640.887003
- L 419.3591 641.249559
- L 419.3591 643.062339
- L 419.721656 643.424895
- L 419.721656 647.050454
- L 419.3591 647.41301
- L 419.3591 648.500678
- L 418.996544 648.863234
- L 418.996544 649.588346
- L 418.633988 649.950902
- L 418.633988 650.676013
- L 418.271433 651.038569
- L 418.271433 651.401125
- L 417.908877 651.763681
- L 417.908877 652.126237
- L 417.546321 652.488793
- L 417.546321 652.851349
- L 417.183765 653.213905
- L 417.183765 653.576461
- L 416.096097 654.664129
- L 416.096097 655.026684
- L 414.645873 656.476908
- L 414.645873 656.839464
- L 413.014372 658.470966
- L 412.651816 658.470966
- L 411.926704 659.196078
- L 411.564148 659.196078
- L 410.839036 659.92119
- L 410.47648 659.92119
- L 410.113924 660.283745
- L 409.388812 660.283745
- L 409.026256 660.646301
- L 407.576033 660.646301
- L 407.213477 660.283745
- L 404.675585 660.283745
- L 404.313029 660.646301
- L 403.225362 660.646301
- L 402.862806 660.283745
- L 401.775138 660.283745
- L 401.412582 659.92119
- L 401.050026 659.92119
- L 400.68747 659.558634
- L 400.324914 659.558634
- L 399.962358 659.196078
- L 399.599802 659.196078
- L 398.512134 658.10841
- L 398.149579 658.10841
- L 396.336799 656.29563
- L 395.974243 656.29563
- L 395.792965 656.114352
- L 395.792965 655.751796
- L 395.067853 655.026684
- L 395.067853 654.664129
- L 394.342741 653.939017
- L 394.342741 653.576461
- L 393.617629 652.851349
- L 393.617629 652.488793
- L 393.255073 652.126237
- L 393.255073 651.763681
- L 392.892518 651.401125
- L 392.892518 649.22579
- L 392.529962 648.863234
- L 392.529962 647.41301
- L 392.167406 647.050454
- L 392.167406 645.60023
- L 392.529962 645.237674
- L 392.529962 640.887003
- L 392.892518 640.524447
- L 392.892518 639.43678
- L 393.255073 639.074224
- L 393.255073 636.898888
- L 393.617629 636.536332
- L 393.617629 636.173776
- L 393.980185 635.81122
- L 393.980185 635.448664
- L 394.342741 635.086108
- L 394.342741 634.723553
- L 394.705297 634.360997
- L 394.705297 633.998441
- L 395.067853 633.635885
- L 395.067853 633.273329
- L 395.430409 632.910773
- L 395.430409 632.185661
- L 395.792965 631.823105
- L 395.792965 631.460549
- L 396.880633 630.372881
- L 396.880633 630.010325
- L 397.968301 628.922658
- L 397.968301 628.560102
- L 398.87469 627.653712
- L 399.237246 627.653712
- L 399.599802 627.291156
- L 399.962358 627.291156
- L 400.324914 626.9286
- L 400.68747 626.9286
- L 401.050026 626.566044
- L 401.775138 626.566044
- L 402.137694 626.203488
- L 403.587917 626.203488
- L 403.950473 625.840932
- L 403.950473 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(#p741f4a9942)" d="M 432.524642 638.661438
- L 433.291912 638.809936
- L 434.059181 639.82375
- L 434.826451 637.975463
- L 435.59372 636.657055
- L 436.36099 633.959938
- L 437.128259 630.175533
- L 437.895529 631.119257
- L 438.662798 627.564991
- L 439.430068 629.983856
- L 440.197337 626.334624
- L 440.964607 625.972566
- L 441.731876 626.483571
- L 442.499146 626.355576
- L 443.266415 628.633131
- L 444.033685 627.503708
- L 444.800954 629.723322
- L 445.568224 630.382726
- L 446.335493 632.046334
- L 447.102763 634.676986
- L 447.870033 633.797879
- L 449.404572 634.751972
- L 450.171841 634.509793
- L 450.939111 636.307723
- L 451.70638 635.613087
- L 452.47365 635.858196
- L 453.240919 637.637648
- L 454.775458 635.974987
- L 456.309997 629.676911
- L 457.077267 629.587534
- L 457.844536 629.166919
- L 458.611806 626.532602
- L 459.379075 627.866126
- L 460.146345 626.283433
- L 460.913614 628.988285
- L 461.680884 626.78823
- L 462.448153 626.811044
- L 463.215423 628.692305
- L 463.982693 630.879962
- L 464.749962 633.610146
- L 465.517232 635.067777
- L 466.284501 635.62214
- L 467.051771 637.110371
- L 467.81904 636.138812
- L 468.58631 637.01776
- L 469.353579 635.014148
- L 470.120849 636.00211
- L 470.888118 635.27455
- L 471.655388 634.348418
- L 472.422657 635.210078
- L 473.189927 631.525277
- L 473.957196 628.536096
- L 474.724466 628.915853
- L 475.491735 626.571628
- L 476.259005 629.469893
- L 477.026274 627.71602
- L 477.793544 629.413825
- L 478.560813 629.06857
- L 479.328083 628.110441
- L 480.095352 628.315965
- L 480.862622 628.777002
- L 481.629892 629.926794
- L 482.397161 630.846505
- L 483.164431 634.333483
- L 483.9317 633.80724
- L 485.466239 634.323446
- L 486.233509 633.431579
- L 487.000778 634.467458
- L 487.768048 634.77564
- L 488.535317 634.795368
- L 489.302587 634.359115
- L 490.069856 632.468781
- L 490.837126 633.408933
- L 491.604395 632.24448
- L 492.371665 629.984463
- L 493.138934 630.593585
- L 493.906204 629.594084
- L 494.673473 630.060959
- L 495.440743 632.091825
- L 496.208012 631.930052
- L 496.975282 630.949476
- L 497.742552 628.660347
- L 498.509821 630.191103
- L 499.277091 628.216173
- L 500.04436 629.95337
- L 500.81163 631.040625
- L 501.578899 634.327086
- L 502.346169 636.080133
- L 503.113438 635.567185
- L 503.880708 637.970107
- L 504.647977 637.045033
- L 505.415247 633.871503
- L 506.182516 635.02312
- L 506.949786 635.699265
- L 507.717055 637.723711
- L 508.484325 635.346123
- L 509.251594 634.818721
- L 510.018864 632.809475
- L 510.786133 630.433396
- L 511.553403 629.67437
- L 512.320672 627.856215
- L 513.087942 624.723937
- L 513.855211 627.173807
- L 514.622481 631.212145
- L 515.389751 629.297257
- L 516.15702 630.740523
- L 516.92429 628.975383
- L 517.691559 630.326927
- L 518.458829 629.53288
- L 519.226098 628.523438
- L 519.993368 634.541422
- L 520.760637 633.899128
- L 521.527907 633.755124
- L 522.295176 633.198585
- L 523.062446 632.961174
- L 523.829715 634.502922
- L 524.596985 634.604695
- L 525.364254 634.889344
- L 526.131524 634.852446
- L 527.666063 634.367717
- L 528.433332 630.764876
- L 529.200602 628.848074
- L 529.967871 628.977635
- L 530.735141 627.285135
- L 531.502411 628.857834
- L 532.26968 629.714296
- L 533.03695 630.018742
- L 533.804219 629.093132
- L 534.571489 629.869957
- L 535.338758 632.789784
- L 536.106028 632.609528
- L 537.640567 631.873008
- L 538.407836 631.597283
- L 539.175106 631.993456
- L 539.942375 631.108607
- L 540.709645 633.182119
- L 541.476914 631.258479
- L 542.244184 633.941756
- L 543.011453 634.13327
- L 543.778723 632.079826
- L 544.545992 631.043983
- L 545.313262 632.078527
- L 546.080531 631.836194
- L 546.847801 628.913113
- L 547.61507 631.466898
- L 548.38234 629.829757
- L 549.916879 631.371954
- L 550.684149 630.40542
- L 551.451418 629.674601
- L 552.218688 629.511434
- L 552.985957 633.582891
- L 553.753227 634.506794
- L 554.520496 633.161642
- L 555.287766 634.249739
- L 556.055035 633.205318
- L 556.822305 636.064919
- L 557.589574 636.173992
- L 558.356844 637.38613
- L 559.124113 637.263724
- L 559.891383 636.33526
- L 560.658652 634.783171
- L 561.425922 635.054425
- L 562.193191 636.554223
- L 562.960461 634.641475
- L 563.72773 633.581912
- L 563.72773 633.581912
- " 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(#p6b0d8a3199)" d="M 432.524642 662.662616
- L 434.077235 661.968395
- L 435.629827 662.325822
- L 437.182419 661.814745
- L 438.735012 661.824107
- L 440.287604 662.139137
- L 441.840197 649.192497
- L 443.392789 659.977713
- L 444.945382 661.84504
- L 446.497974 662.880094
- L 448.050567 662.730668
- L 449.603159 662.763301
- L 451.155751 662.06207
- L 452.708344 662.885602
- L 454.260936 662.856088
- L 455.813529 662.728249
- L 457.366121 662.783821
- L 458.918714 662.913942
- L 460.471306 662.746873
- L 462.023899 662.885058
- L 463.576491 662.084282
- L 465.129083 662.57448
- L 466.681676 662.855624
- L 468.234268 662.670224
- L 469.786861 662.916279
- L 471.339453 662.915331
- L 472.892046 662.885773
- L 474.444638 662.893063
- L 475.997231 662.911777
- L 477.549823 662.897771
- L 479.102415 662.831719
- L 480.655008 662.827532
- L 482.2076 662.910005
- L 483.760193 662.815017
- L 485.312785 662.918968
- L 486.865378 662.868478
- L 488.41797 662.811494
- L 489.970563 662.919158
- L 491.523155 662.876226
- L 493.075747 662.910929
- L 494.62834 662.879716
- L 496.180932 662.83989
- L 497.733525 662.919021
- L 499.286117 662.84779
- L 500.83871 662.906577
- L 502.391302 662.905652
- L 503.943895 662.896442
- L 505.496487 662.871279
- L 507.049079 662.913336
- L 508.601672 662.852158
- L 510.154264 662.820836
- L 511.706857 662.901812
- L 513.259449 662.888027
- L 514.812042 662.905645
- L 516.364634 662.894642
- L 517.917227 662.903245
- L 519.469819 662.902906
- L 521.022412 662.91414
- L 522.575004 662.914767
- L 524.127596 662.906242
- L 525.680189 662.91488
- L 527.232781 662.901249
- L 528.785374 662.869276
- L 530.337966 662.90325
- L 531.890559 662.901924
- L 533.443151 662.919294
- L 534.995744 662.797395
- L 536.548336 662.910864
- L 538.100928 662.810841
- L 539.653521 662.882478
- L 541.206113 662.919451
- L 542.758706 662.661216
- L 544.311298 662.885741
- L 545.863891 662.89244
- L 547.416483 662.904984
- L 548.969076 662.844993
- L 550.521668 662.915569
- L 552.07426 662.903676
- L 553.626853 662.886138
- L 555.179445 662.9196
- L 556.732038 662.898424
- L 558.28463 662.908859
- L 559.837223 662.918579
- L 561.389815 662.872109
- L 562.942408 662.901199
- L 564.495 662.918068
- " style="fill:none;stroke:#008000;stroke-linecap:round;"/>
- </g>
- </g>
- <g id="axes_141">
- <g clip-path="url(#p82ce546bcb)">
- <image height="27.6" id="imagee284c9560d" 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(#p82ce546bcb)" d="M 37.849348 680.303885
- L 39.060085 680.303885
- L 39.362769 680.606569
- L 39.665454 680.606569
- L 39.968138 680.909253
- L 40.876191 680.909253
- L 41.178875 681.211938
- L 42.086928 681.211938
- L 42.389612 681.514622
- L 42.692297 681.514622
- L 42.994981 681.817306
- L 43.297665 681.817306
- L 43.600349 682.119991
- L 43.903034 682.119991
- L 44.205718 682.422675
- L 44.811087 682.422675
- L 45.113771 682.725359
- L 45.416455 682.725359
- L 46.324508 683.633412
- L 46.627193 683.633412
- L 48.897325 685.903544
- L 48.897325 686.206229
- L 49.502693 686.811597
- L 49.502693 687.114282
- L 50.108062 687.71965
- L 50.108062 688.022335
- L 50.713431 688.627703
- L 50.713431 689.233072
- L 51.016115 689.535756
- L 51.016115 689.83844
- L 51.318799 690.141125
- L 51.318799 690.443809
- L 51.621484 690.746493
- L 51.621484 691.351862
- L 51.924168 691.654546
- L 51.924168 692.562599
- L 51.621484 692.865283
- L 51.621484 693.470652
- L 49.502693 695.589442
- L 49.502693 695.892127
- L 49.048667 696.346153
- L 48.745983 696.346153
- L 48.140614 696.951522
- L 46.627193 696.951522
- L 46.324508 697.254206
- L 46.021824 697.254206
- L 45.71914 697.55689
- L 44.508402 697.55689
- L 44.35706 697.708232
- L 44.35706 698.010917
- L 44.054376 698.313601
- L 44.054376 698.91897
- L 43.751692 699.221654
- L 43.751692 699.524338
- L 42.086928 701.189102
- L 40.270822 701.189102
- L 39.968138 701.491786
- L 38.454716 701.491786
- L 38.152032 701.189102
- L 37.546663 701.189102
- L 37.243979 700.886418
- L 36.941295 701.189102
- L 36.63861 700.886418
- L 32.40103 700.886418
- L 32.098346 701.189102
- L 30.28224 701.189102
- L 29.979556 700.886418
- L 27.255397 700.886418
- L 26.952713 700.583733
- L 24.833922 700.583733
- L 24.68258 700.432391
- L 24.985265 700.129707
- L 24.985265 698.616285
- L 24.68258 698.313601
- L 24.68258 697.708232
- L 24.077212 697.102864
- L 24.077212 696.800179
- L 23.774527 696.497495
- L 23.774527 696.194811
- L 23.471843 695.892127
- L 23.471843 695.589442
- L 23.169159 695.286758
- L 23.169159 694.984074
- L 22.866474 694.681389
- L 22.866474 692.562599
- L 23.169159 692.259915
- L 23.169159 691.654546
- L 23.471843 691.351862
- L 23.471843 691.049178
- L 23.774527 690.746493
- L 23.774527 690.443809
- L 24.379896 689.83844
- L 24.379896 689.535756
- L 24.68258 689.233072
- L 24.68258 688.627703
- L 24.985265 688.325019
- L 24.985265 688.022335
- L 25.287949 687.71965
- L 25.287949 687.416966
- L 25.590633 687.114282
- L 25.590633 686.811597
- L 25.893318 686.508913
- L 25.893318 686.206229
- L 26.196002 685.903544
- L 26.196002 685.60086
- L 28.466134 683.330728
- L 28.768818 683.330728
- L 29.374187 682.725359
- L 29.676871 682.725359
- L 29.979556 682.422675
- L 30.28224 682.422675
- L 30.584924 682.119991
- L 30.887609 682.119991
- L 31.190293 681.817306
- L 31.492977 681.817306
- L 32.098346 681.211938
- L 32.40103 681.211938
- L 32.703714 680.909253
- L 36.941295 680.909253
- L 37.243979 680.606569
- L 37.546663 680.606569
- L 37.849348 680.303885
- L 37.849348 680.303885
- " style="fill:none;stroke:#000000;stroke-width:0.5;"/>
- </g>
- <g id="text_225">
- <!-- C29 [noise]: Tot. var. expl. 1.5% -->
- <g style="fill:#ff0000;" 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-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-35"/>
- <use x="1522.673828" xlink:href="#DejaVuSans-25"/>
- </g>
- </g>
- </g>
- <g id="axes_142">
- <g clip-path="url(#p242769cdd5)">
- <image height="33.12" id="imagea656fe5f7f" 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(#p242769cdd5)" d="M 77.661087 678.118571
- L 79.473867 678.118571
- L 79.836423 678.481126
- L 80.198979 678.481126
- L 80.561534 678.843682
- L 84.54965 678.843682
- L 85.274762 679.568794
- L 85.637317 679.568794
- L 85.999873 679.93135
- L 86.362429 679.93135
- L 86.724985 680.293906
- L 87.450097 680.293906
- L 88.900321 681.74413
- L 89.262877 681.74413
- L 89.987989 682.469242
- L 90.350545 682.469242
- L 91.61949 683.738187
- L 91.61949 684.100743
- L 92.344602 684.825855
- L 92.344602 685.188411
- L 92.707158 685.550967
- L 92.707158 685.913523
- L 93.069714 686.276079
- L 93.069714 687.001191
- L 93.43227 687.363747
- L 93.43227 688.088859
- L 93.794826 688.451415
- L 93.794826 690.62675
- L 94.157382 690.989306
- L 94.157382 693.889753
- L 93.794826 694.252309
- L 93.794826 694.614865
- L 93.43227 694.977421
- L 93.43227 695.339977
- L 93.069714 695.702533
- L 93.069714 696.065089
- L 91.982046 697.152757
- L 91.982046 697.515313
- L 91.256934 698.240425
- L 91.256934 699.328092
- L 90.894378 699.690648
- L 90.894378 700.053204
- L 90.531823 700.41576
- L 90.531823 702.22854
- L 89.987989 702.772374
- L 89.262877 702.772374
- L 88.900321 703.13493
- L 85.637317 703.13493
- L 85.274762 702.772374
- L 78.023643 702.772374
- L 77.661087 703.13493
- L 77.298531 702.772374
- L 76.573419 703.497486
- L 75.848307 703.497486
- L 75.485751 703.13493
- L 74.76064 703.13493
- L 74.398084 702.772374
- L 73.310416 702.772374
- L 72.94786 703.13493
- L 71.13508 703.13493
- L 70.409968 702.409818
- L 70.047413 702.409818
- L 69.866135 702.22854
- L 69.866135 700.41576
- L 68.778467 699.328092
- L 68.778467 698.965536
- L 68.415911 698.602981
- L 68.415911 698.240425
- L 68.053355 697.877869
- L 68.053355 697.515313
- L 67.690799 697.152757
- L 67.690799 696.790201
- L 67.328243 696.427645
- L 67.328243 696.065089
- L 66.603131 695.339977
- L 66.603131 694.252309
- L 66.965687 693.889753
- L 66.965687 688.088859
- L 67.328243 687.726303
- L 67.328243 685.913523
- L 67.690799 685.550967
- L 67.690799 685.188411
- L 70.409968 682.469242
- L 70.772524 682.469242
- L 71.13508 682.106686
- L 71.497636 682.106686
- L 72.94786 680.656462
- L 73.310416 680.656462
- L 74.035528 679.93135
- L 74.398084 679.93135
- L 75.123196 679.206238
- L 75.848307 679.206238
- L 76.210863 678.843682
- L 76.573419 678.843682
- L 76.935975 678.481126
- L 77.298531 678.481126
- L 77.661087 678.118571
- L 77.661087 678.118571
- " style="fill:none;stroke:#000000;stroke-width:0.5;"/>
- </g>
- </g>
- <g id="axes_143">
- <g clip-path="url(#p646a41adae)">
- <image height="39.6" id="image38a7b5f9e9" 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(#p646a41adae)" d="M 121.643883 673.405343
- L 123.456662 673.405343
- L 123.819218 673.767899
- L 127.444778 673.767899
- L 127.807334 674.130455
- L 128.169889 674.130455
- L 128.532445 674.493011
- L 128.895001 674.493011
- L 129.620113 675.218123
- L 129.982669 675.218123
- L 130.345225 675.580679
- L 130.707781 675.580679
- L 131.976727 676.849625
- L 131.976727 677.212181
- L 133.064394 678.299849
- L 133.064394 678.662404
- L 133.42695 679.02496
- L 133.42695 679.387516
- L 133.789506 679.750072
- L 133.789506 680.112628
- L 134.152062 680.475184
- L 134.152062 680.83774
- L 134.514618 681.200296
- L 134.514618 681.562852
- L 134.877174 681.925408
- L 134.877174 682.287964
- L 135.23973 682.65052
- L 135.23973 683.013076
- L 135.602286 683.375632
- L 135.602286 684.100743
- L 135.964842 684.463299
- L 135.964842 685.188411
- L 136.327398 685.550967
- L 136.327398 687.363747
- L 136.689954 687.726303
- L 136.689954 688.451415
- L 137.05251 688.81397
- L 137.05251 690.62675
- L 137.415066 690.989306
- L 137.415066 694.614865
- L 137.05251 694.977421
- L 137.05251 696.065089
- L 136.689954 696.427645
- L 136.689954 697.152757
- L 136.327398 697.515313
- L 136.327398 698.240425
- L 135.964842 698.602981
- L 135.964842 698.965536
- L 135.602286 699.328092
- L 135.602286 699.690648
- L 135.23973 700.053204
- L 135.23973 700.41576
- L 134.877174 700.778316
- L 134.877174 701.140872
- L 133.789506 702.22854
- L 133.789506 702.591096
- L 132.339283 704.041319
- L 132.339283 704.403875
- L 130.707781 706.035377
- L 130.345225 706.035377
- L 129.620113 706.760489
- L 129.257557 706.760489
- L 128.532445 707.485601
- L 128.169889 707.485601
- L 127.807334 707.848157
- L 127.082222 707.848157
- L 126.719666 708.210713
- L 125.269442 708.210713
- L 124.906886 707.848157
- L 122.368995 707.848157
- L 122.006439 708.210713
- L 120.918771 708.210713
- L 120.556215 707.848157
- L 119.468547 707.848157
- L 119.105991 707.485601
- L 118.743435 707.485601
- L 118.380879 707.123045
- L 118.018323 707.123045
- L 117.655768 706.760489
- L 117.293212 706.760489
- L 116.205544 705.672821
- L 115.842988 705.672821
- L 114.030208 703.860041
- L 113.667652 703.860041
- L 113.486374 703.678763
- L 113.486374 703.316208
- L 112.761262 702.591096
- L 112.761262 702.22854
- L 112.036151 701.503428
- L 112.036151 701.140872
- L 111.311039 700.41576
- L 111.311039 700.053204
- L 110.948483 699.690648
- L 110.948483 699.328092
- L 110.585927 698.965536
- L 110.585927 696.790201
- L 110.223371 696.427645
- L 110.223371 694.977421
- L 109.860815 694.614865
- L 109.860815 693.164642
- L 110.223371 692.802086
- L 110.223371 688.451415
- L 110.585927 688.088859
- L 110.585927 687.001191
- L 110.948483 686.638635
- L 110.948483 684.463299
- L 111.311039 684.100743
- L 111.311039 683.738187
- L 111.673595 683.375632
- L 111.673595 683.013076
- L 112.036151 682.65052
- L 112.036151 682.287964
- L 112.398707 681.925408
- L 112.398707 681.562852
- L 112.761262 681.200296
- L 112.761262 680.83774
- L 113.123818 680.475184
- L 113.123818 679.750072
- L 113.486374 679.387516
- L 113.486374 679.02496
- L 114.574042 677.937293
- L 114.574042 677.574737
- L 115.66171 676.487069
- L 115.66171 676.124513
- L 116.5681 675.218123
- L 116.930656 675.218123
- L 117.293212 674.855567
- L 117.655768 674.855567
- L 118.018323 674.493011
- L 118.380879 674.493011
- L 118.743435 674.130455
- L 119.468547 674.130455
- L 119.831103 673.767899
- L 121.281327 673.767899
- L 121.643883 673.405343
- L 121.643883 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:#ff0000;" 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:#ff0000;" 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:#ff0000;" 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(#p4636029708)" d="M 150.218051 687.388161
- L 150.985321 672.288348
- L 151.75259 676.026843
- L 152.51986 675.423991
- L 153.28713 675.107726
- L 154.054399 674.582926
- L 154.821669 675.376725
- L 155.588938 675.681535
- L 156.356208 675.278275
- L 157.123477 675.789185
- L 157.890747 674.831251
- L 158.658016 675.433936
- L 159.425286 674.613565
- L 160.192555 675.025989
- L 160.959825 675.262883
- L 161.727094 674.388413
- L 162.494364 676.076955
- L 163.261633 674.62533
- L 164.028903 675.251153
- L 164.796172 674.715452
- L 165.563442 674.768924
- L 166.330711 675.066419
- L 167.097981 675.16793
- L 167.86525 674.902562
- L 168.63252 675.319766
- L 169.39979 675.110331
- L 170.167059 675.19953
- L 170.934329 674.129423
- L 171.701598 674.817581
- L 172.468868 675.008021
- L 173.236137 674.234842
- L 174.003407 675.436732
- L 174.770676 674.767325
- L 175.537946 675.208701
- L 177.072485 675.10831
- L 177.839754 674.787112
- L 178.607024 675.346142
- L 179.374293 675.062258
- L 180.141563 675.310872
- L 180.908832 674.886809
- L 181.676102 675.133039
- L 182.443371 674.886849
- L 183.210641 675.322602
- L 183.97791 675.451266
- L 184.74518 674.884944
- L 185.512449 675.226117
- L 186.279719 675.00498
- L 187.814258 675.478935
- L 188.581528 675.042652
- L 189.348797 675.527615
- L 190.116067 674.728825
- L 190.883336 675.191505
- L 191.650606 675.426113
- L 193.185145 675.366109
- L 193.952414 675.50195
- L 194.719684 675.171085
- L 195.486953 675.105784
- L 196.254223 675.321657
- L 197.021492 675.364313
- L 197.788762 674.945314
- L 198.556031 675.55653
- L 199.323301 674.902337
- L 200.09057 674.935383
- L 200.85784 675.504289
- L 201.625109 674.731418
- L 202.392379 675.624586
- L 203.159649 675.075775
- L 204.694188 675.341463
- L 205.461457 674.648126
- L 206.228727 675.731517
- L 206.995996 674.631419
- L 207.763266 675.347307
- L 208.530535 675.040738
- L 209.297805 675.463805
- L 210.065074 675.083902
- L 210.832344 674.906184
- L 211.599613 675.438223
- L 212.366883 674.970398
- L 213.134152 675.373112
- L 213.901422 675.497934
- L 214.668691 674.965257
- L 215.435961 675.412736
- L 216.20323 675.232377
- L 216.9705 674.903825
- L 217.737769 674.955939
- L 218.505039 675.175989
- L 219.272309 675.543613
- L 221.574117 675.060932
- L 222.341387 674.251936
- L 223.108656 675.405737
- L 223.875926 675.117408
- L 224.643195 675.287142
- L 225.410465 674.893654
- L 226.177734 674.308715
- L 226.945004 675.648993
- L 227.712273 674.904827
- L 228.479543 674.829659
- L 229.246812 675.585409
- L 230.014082 674.930492
- L 230.781351 675.2484
- L 231.548621 674.800889
- L 233.08316 675.159596
- L 233.850429 675.637053
- L 234.617699 675.154136
- L 235.384968 675.858399
- L 236.152238 674.645971
- L 236.919508 675.023123
- L 237.686777 674.745112
- L 238.454047 674.052233
- L 239.221316 675.066763
- L 239.988586 674.367685
- L 240.755855 675.36077
- L 241.523125 675.035609
- L 242.290394 675.012362
- L 243.057664 675.554779
- L 243.824933 674.239092
- L 244.592203 675.195418
- L 245.359472 675.034658
- L 246.126742 674.668816
- L 246.894011 675.989054
- L 247.661281 674.384656
- L 248.42855 674.940408
- L 249.19582 674.926519
- L 249.963089 674.319285
- L 250.730359 675.258037
- L 251.497628 674.996725
- L 253.032168 674.890649
- L 253.799437 674.032524
- L 254.566707 675.553796
- L 255.333976 673.940044
- L 256.101246 675.010409
- L 256.868515 674.320831
- L 257.635785 674.719089
- L 258.403054 674.478419
- L 259.170324 674.688518
- L 259.937593 675.160972
- L 260.704863 674.162313
- L 261.472132 674.908644
- L 262.239402 674.516968
- L 263.006671 675.107561
- L 263.773941 674.502268
- L 264.54121 674.367817
- L 265.30848 675.187697
- L 266.075749 674.067738
- L 266.843019 674.989767
- L 267.610288 674.339052
- L 268.377558 674.601571
- L 269.144827 674.177069
- L 269.912097 674.716643
- L 270.679367 674.748995
- L 271.446636 674.199635
- L 272.213906 675.578708
- L 272.981175 673.566027
- L 273.748445 674.506283
- L 274.515714 674.237011
- L 275.282984 674.651749
- L 276.050253 673.842844
- L 276.817523 674.520359
- L 277.584792 674.351281
- L 278.352062 673.98545
- L 279.119331 674.277491
- L 279.886601 674.215525
- L 280.65387 673.462992
- L 281.42114 674.422298
- L 281.42114 674.422298
- " style="fill:none;stroke:#ff0000;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:#ff0000;" 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:#ff0000;" 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:#ff0000;" 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:#ff0000;" 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(#p69c173eee9)" d="M 150.218051 702.950304
- L 151.770644 707.798577
- L 153.323236 705.607813
- L 154.875829 706.203902
- L 156.428421 708.351026
- L 157.981014 708.3423
- L 159.533606 707.836871
- L 161.086199 706.926027
- L 162.638791 709.215771
- L 164.191383 707.350622
- L 165.743976 708.423811
- L 167.296568 709.573754
- L 168.849161 708.005039
- L 170.401753 707.172265
- L 171.954346 708.190651
- L 173.506938 708.348991
- L 175.059531 707.68358
- L 176.612123 709.781145
- L 178.164715 707.571644
- L 179.717308 707.163709
- L 181.2699 707.407709
- L 182.822493 704.369481
- L 184.375085 705.395691
- L 185.927678 709.685667
- L 187.48027 705.152556
- L 189.032863 708.840991
- L 190.585455 707.818298
- L 192.138047 708.280284
- L 193.69064 708.520462
- L 195.243232 707.718189
- L 196.795825 708.84257
- L 198.348417 708.467216
- L 199.90101 708.890096
- L 201.453602 706.529791
- L 203.006195 708.284289
- L 204.558787 706.697378
- L 206.11138 709.471796
- L 207.663972 707.495585
- L 209.216564 707.60378
- L 210.769157 706.50686
- L 212.321749 705.780822
- L 213.874342 707.652706
- L 215.426934 706.862381
- L 216.979527 708.224841
- L 218.532119 708.233653
- L 220.084712 707.891042
- L 221.637304 706.147075
- L 223.189896 704.128065
- L 224.742489 707.340613
- L 226.295081 706.161486
- L 227.847674 706.953585
- L 229.400266 703.138726
- L 230.952859 703.888431
- L 232.505451 700.719006
- L 234.058044 703.862755
- L 235.610636 704.213265
- L 237.163228 706.618426
- L 238.715821 707.593467
- L 240.268413 708.807036
- L 241.821006 702.578481
- L 243.373598 707.61797
- L 244.926191 706.709001
- L 246.478783 704.158111
- L 248.031376 704.540029
- L 249.583968 703.709331
- L 251.13656 707.851708
- L 252.689153 698.505906
- L 254.241745 705.081289
- L 255.794338 710.484011
- L 257.34693 707.599792
- L 258.899523 698.639473
- L 260.452115 705.33759
- L 262.004708 708.169309
- L 263.5573 706.152107
- L 265.109892 705.767505
- L 266.662485 696.756909
- L 268.215077 697.957183
- L 269.76767 698.88514
- L 271.320262 703.974393
- L 272.872855 705.593489
- L 274.425447 707.105302
- L 275.97804 705.264454
- L 277.530632 706.175741
- L 279.083224 707.594532
- L 280.635817 703.59793
- L 282.188409 707.496091
- " style="fill:none;stroke:#ff0000;stroke-linecap:round;"/>
- </g>
- </g>
- <g id="axes_146">
- <g clip-path="url(#pcf7bce9704)">
- <image height="27.6" id="imaged841ffb6ff" 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(#pcf7bce9704)" d="M 320.155938 680.303885
- L 321.366676 680.303885
- L 321.66936 680.606569
- L 321.972044 680.606569
- L 322.274728 680.909253
- L 323.182781 680.909253
- L 323.485466 681.211938
- L 324.393519 681.211938
- L 324.696203 681.514622
- L 324.998887 681.514622
- L 325.301572 681.817306
- L 325.604256 681.817306
- L 325.90694 682.119991
- L 326.209624 682.119991
- L 326.512309 682.422675
- L 327.117677 682.422675
- L 327.420362 682.725359
- L 327.723046 682.725359
- L 328.631099 683.633412
- L 328.933783 683.633412
- L 331.203916 685.903544
- L 331.203916 686.206229
- L 331.809284 686.811597
- L 331.809284 687.114282
- L 332.414653 687.71965
- L 332.414653 688.022335
- L 333.020021 688.627703
- L 333.020021 689.233072
- L 333.322706 689.535756
- L 333.322706 689.83844
- L 333.62539 690.141125
- L 333.62539 690.443809
- L 333.928074 690.746493
- L 333.928074 691.351862
- L 334.230759 691.654546
- L 334.230759 692.562599
- L 333.928074 692.865283
- L 333.928074 693.470652
- L 331.809284 695.589442
- L 331.809284 695.892127
- L 331.355258 696.346153
- L 331.052573 696.346153
- L 330.447205 696.951522
- L 328.933783 696.951522
- L 328.631099 697.254206
- L 328.328415 697.254206
- L 328.02573 697.55689
- L 326.814993 697.55689
- L 326.663651 697.708232
- L 326.663651 698.010917
- L 326.360967 698.313601
- L 326.360967 698.91897
- L 326.058282 699.221654
- L 326.058282 699.524338
- L 324.393519 701.189102
- L 322.577413 701.189102
- L 322.274728 701.491786
- L 320.761307 701.491786
- L 320.458623 701.189102
- L 319.853254 701.189102
- L 319.55057 700.886418
- L 319.247885 701.189102
- L 318.945201 700.886418
- L 314.707621 700.886418
- L 314.404936 701.189102
- L 312.588831 701.189102
- L 312.286146 700.886418
- L 309.561988 700.886418
- L 309.259303 700.583733
- L 307.140513 700.583733
- L 306.989171 700.432391
- L 307.291855 700.129707
- L 307.291855 698.616285
- L 306.989171 698.313601
- L 306.989171 697.708232
- L 306.383802 697.102864
- L 306.383802 696.800179
- L 306.081118 696.497495
- L 306.081118 696.194811
- L 305.778434 695.892127
- L 305.778434 695.589442
- L 305.475749 695.286758
- L 305.475749 694.984074
- L 305.173065 694.681389
- L 305.173065 692.562599
- L 305.475749 692.259915
- L 305.475749 691.654546
- L 305.778434 691.351862
- L 305.778434 691.049178
- L 306.081118 690.746493
- L 306.081118 690.443809
- L 306.686487 689.83844
- L 306.686487 689.535756
- L 306.989171 689.233072
- L 306.989171 688.627703
- L 307.291855 688.325019
- L 307.291855 688.022335
- L 307.59454 687.71965
- L 307.59454 687.416966
- L 307.897224 687.114282
- L 307.897224 686.811597
- L 308.199908 686.508913
- L 308.199908 686.206229
- L 308.502592 685.903544
- L 308.502592 685.60086
- L 310.772725 683.330728
- L 311.075409 683.330728
- L 311.680778 682.725359
- L 311.983462 682.725359
- L 312.286146 682.422675
- L 312.588831 682.422675
- L 312.891515 682.119991
- L 313.194199 682.119991
- L 313.496884 681.817306
- L 313.799568 681.817306
- L 314.404936 681.211938
- L 314.707621 681.211938
- L 315.010305 680.909253
- L 319.247885 680.909253
- L 319.55057 680.606569
- L 319.853254 680.606569
- L 320.155938 680.303885
- L 320.155938 680.303885
- " style="fill:none;stroke:#000000;stroke-width:0.5;"/>
- </g>
- <g id="text_233">
- <!-- C30: Tot. var. expl. 1.5% -->
- <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-35"/>
- <use x="1146.892578" xlink:href="#DejaVuSans-25"/>
- </g>
- </g>
- </g>
- <g id="axes_147">
- <g clip-path="url(#pfd65bf725c)">
- <image height="33.12" id="image3cfcd01156" transform="scale(1 -1)translate(0 -33.12)" width="33.12" x="346.009274" xlink:href="data:image/png;base64,
- iVBORw0KGgoAAAANSUhEUgAAAIoAAACKCAYAAAB1h9JkAAAABHNCSVQICAgIfAhkiAAAIABJREFUeJztnV9sXUd+3z+3K17SJEFetuEfUAvxGpZMgd6aerBNR3GrRZzIQYxlgjpQCghVH1ywDwbUBwHMAwE+EOCLABWoChUoEQeICvWB7QIJF0ZhxW5DwbtZ2gYiGokgSg50KawIitysLgVRS116ffsw85vfby6vdo9EipI38325c8+ZM2fOOb/5/Z+ZXLW6WSUh4Vfgnz3tDiR8M5AIJSETEqEkZEIilIRMSISSkAmJUBIyIRFKQiYkQknIhEQoCZmQCCUhExKhJGRCIpSETEiEkpAJiVASMiERSkImJEJJyIREKAmZsOdpd2Cn8KV/lCbg2/zUHy08tf78uiFxlIRMyD2tnNlxzwEacVxAIOUe4B2+qnvt3/lry+aaV/i7Oq1sAAcB+Cl7+I2HtLd7+Evfl3e46o/cBkqmRsH8vsP7/t+/343O/VI8FUK5wB42fLkMLPrysqnTZP4fBIZ8uYR7uaAvdZCYNKTtZVPG1CmgRNZj2mkH3uADU7sPgE/Yb4538yWvALA/Is7bpsfLppcloFjTg1mg2/TA9l56Jr9y/IEv94d+wZ+wW0iiJyETdlGZ/TGwAMBx5tFRdBURDyOcDmOygI50y10K6Nhq9L9lc34Nxxnw9aQs7Uj9DXPsbc7V1HB3+pg3AXiTD3w/3dX7w9ULNdfYVi2XkN71m7qLpixP2kcM4SoPzLGSKc8CR9gN7CKhrKEvp4S+1NuhPMU4sbBw5UnORkfldcqnOM4ZTnAKcJ/EiiS5rmDqvxdkP75PUmvD1OrzBAJwmfjDWlhNCVNuN+VaQulHBk18z/ma9tb0/pW7rphvM8f72S1CSaInIRN2kaMso+x73hzfQNnpAk65Ays0xhhhnCnAMeFTQVTI6FsLddfMvyZUjSwAxxn3/0rEoqHJXGE5w5zpu9xrHuUG/Q+51qrRVnWudx2m7gLc+8IV7wNdXXq+InXvQr7kyzPAf2I3sIuE0kQsFATWWihD5aYrrgMt/nB+HxMM+z+HiEWFw3kmATjBWGQvSMvOxhDiK5hre8LxccYiLWOCM/5fCf3YiygxN6GsP9ZvtP0+tloya6gAvY0OoJJS+TpQWHHl/GvQWjJtlLX+LiGJnoRM2EWOYm2T2+gI7EaVvDLkvdKYv0qMNa0TfBC2DYfznGOc94DYL/Me4zVHhCvotY0oH3AWlXV/CRaJ+VTJlzcYZwxw/ElaP84Zc3051NU7zZk2CtDpldZmIC+ipx/lhlaprrWSnhx20eH2X1AZbQ3UAvpaa4lJ0E6sC9hrwb1IMSFV5zjDRKSJnOJEaGPS6zyHgLeDdbPB+7wTWn6H7/vjV1FCnUM/eD+xlebM/Auc5nhoc5mYQOXZSr68ANVrrpjbZ+pYB0Ef+o5KxCL8P7IbSKInIRN2gaP8GID3eSNy1dsxJuPjPCPmjPVvQOw9EW4j57uxbvJJzgIwxplQZ9wouWViXiRXbgDv8LG5pw00WMtF+tiEcsl2HH8Cp+AKV3vTWGnzpg0rhkqmPatkCz+0VpL1CB3hS88B9z/hONYTJpQy5/gNwL0a0QasgdmEaiiOUPTaON5hhYj1VOJbFtZ81ZzvY5Tz4Sprl4jEL5rjZeDd8FFro0RWTxFCsURTRCNS1htrrbp6US1rPm9A1Vs6uX3EepQMjqumL6Om9082cJhET0ImPCGO4kbM53w7uKw20HEwT+wBOOh/rbO7DExzzJyREW5FkhUgIprWiNm69Xk4jDMROMopLvABxwF4mwuoeFg21/SE9t/n3YgbTjBa+/C4US/cY2tIIu5Poea4oM/UsZyrbI4PmfsMAX9Wp52dwRMilJf8bw9wFIBRbzpC7OcEtScsQ16IIjWDHGMaiAnufPC0bqCEYs3HErHAsXe1RCakukF9Qunjgu9/ybQwxklifcV4b8Vx2ADkukwd+XX3H2KOueBMtL7kJlyMCeBDuOdds62vxc9z55rep3WTJ4UkehIy4Qk43P4N/IWn8s5rcPgSAKdzC4wbxVK4SAm4ec//aYF9OcwZh34WonFbDGf+0tzXJgIJt7COLatUSr1aNDHK6XCltDLBuSjNQXlUCeVANtZTNrEZIO+O93lud/MOsOrPdcJgxwzgbCV5ijFGCSr/jQrk/YlW11JAg/+9L+eeDHaeUG79QF/CffRtvzTLhLdqhpmKpbKP6eRz9lM20e81ffu5AeYkVlT9Qg9GzqqHwbderUCunl5Q4HSwvNTMtqSxgP1MTVC9afrgRUz1rh5rcO0C3BTiuQ5s6vnlDu1dyR/u5zTXqo5oqy258B6HmWMm9HEDWv+1K7bWOvV2Fkn0JGTCDnKU33I/ncTB4U4pFBBWOsMIx7wL3aqXlXsE7jKYux1G7gNqJ174q3J5c6xgattwvrV6ZNTd5OGZtToyx0JUt4dTXmwcY8JEhza0D/cqkPc+kAagNR+uFR7U5Q+t2IfprG/zNAFtXgy3d1VZ80bBDJPoC7YJUBC+AT+s0+L2sIOE4l9wA+qgzOeJjd/GLVdZQmlrhbXwEkqoNjJI0AUqX8QXgSPGXMFcp3khI14vApjyL9uJHUMoIj42UbG5DvT+lSu35kOb0/w5sQ4kz2r6k+syfe9j3Ftsf+yPzL4Y57HJgJhmmK0xLqlldSqbDCHoNsd/DLzOTiKJnoRM2CGO8gKsGKVONPFKxSTcHIqusO4osXQWOUJQ527chbxXVvc2wYovX0GHo4i1ZqB1a3ZsNxdD1SJwlIsAXGQImx4QKlk3xH3gS1/uq0CD10Tv38WJLn//3MuunLd+FOUTo0xviR3PB/8PbI2kiz2oQYcTzHA+RL6nif0xcs9uc3yKneYoO0Mof38TfuTLLeZ4M1D0FsDgJX2p9ETSY9Hmo9zz9VdRdr63pMRnQ0ByLA/yYYaZZtYfvruidZY7rPtuziQf9kNHyf1ZqahZ24wjFoAlYqIU5PYRBysfJiq06wCTTPiApT0KsSZW5iQzobU4B0YIYhEu+wG0am5/AOiQdnbGW5tET0ImbM+FX/HD9X8CH/ljDShX6cRRN8Bvovpd7jXiPFIbU5GxXgrHh7jNnERmVz5VhVMG4N6XOeqV3Vmg4o0P1gmcoKvGGWXvGNq+96njHhCLoQI6WlvbzNUFhKMc8WINX9UKk2lOAjDq/TJNRIIvimLVu6VNOChQEw+75eV2CX3v+4HWF/2fI8B/Y7tIHCUhE7anowhTyKPUXEF1hwZTbsF4T6+iMrzAoPcF2DAcxKM+ZK10DUKXuM3dmBvmYtBLKrdwnETu6fWcenFbuWfQM9YMt2oh1keCX+QgOtYXkCkdNt9Fp7TJMfeiTnsldoSJiIvU01Ia0Te0TJwIGcWl9/p3ute+PavrlIAPffktHhePTyh/0aBsuoxjd+D6KIpfEfUNLQF3vLXQkUce/Sizwa1VqXjXC+p9kebtpx71H8e+FnmRNzuJP7An1LtVdWAVqU3PXtQbrZrr5DnsvNQor3fZhQOAudwgI178bUBkbQmRn/QR6GVi26bP1H1YZrAldOmO80pZ55v4YKxiXYQtdtejI4mehEx4dGW26ofov0VHH6jS+go6J+rFNj1/666Koa48wgaHmAlZFwWUk1yl/tIUQ8Spi3Je8CHwhTzROkH0tOVVl7Z5sleBGeEvl1fglj8xAOz15bx6Zh38+K6YEHH+ZcY9R6l1HEvf5TltxuxBYNYru1DgJBOhDev/FZ6gcyIdhG/MhJwW2BpBt7m3j5cy+eiiR+R/GRU97SgRRLkzJte09645p3p8H/GcOTuXTx61iVhU1M67s3W7cVFogEqLli37th/KZdf6M1bcFMyzUoG8kGOt214+QncghNpZS1KWj3ytqv1qRK2hMmoN1U6dr6dj2QFyjBmmg1POPmGtRvZ4hJJET0ImPDpHEa7wKrFF0+vLDSinaVmBvRLpbQsJPFBkxAfKisBp76U8yamQBmT1dptjbxOXLIvfqHOeXDzqSuY65S5D+s+yplXUM9sMFL0inn+55s5yt4MRs5f79qBcUrhiV0jOijkkGK5TQcVgHlXQG2CjVe8sYVbLN9yTLtc5Uwb+uy8/2sSxRyeUjj91v8P/QWXGJkoomygxrQN3vBxvqECLd8/nekL324Fzfm2TEvUnaNRqB5Ylw1YrQgICReCsn7zuBILPiPvhTdWvetEw1N685qbWmvkihta/qDH51cwX1WwZyVBzkKw5a8lZwrbPKX1fznsLDiCv1mCTaWeOPtPSEeJ8WyO4JTqe64HgSHg0QkmiJyETHsOP4pWh1yZgwFPqKhppXa2pLqOvNbYcrEJqlcyHjTSbsyrXiuPpKmqAdOWV0Z3lDDoZrATXfH8/x6UjglNexVnYXFFuWEAH6HVc1BpiZb0BKH7qyns3eDecaI+e0M43lOfRqShgnY/yBkY4zXKr1hf+MMUJ4pkCgg1UuNm5yo2G6+n0+Qvs4fgjzC7chmf2CLT6T9VySfWSBlSedgKt4o0tmmvb605Xh/qEUkbzuGwMRF5T5Q7hA5a7tI0RTjEVPsisUpaVb+socTcTL2Ag4ua+qb9pjls0fAEyK4Mh5IOcZGqLlbYBQUebCpaKnNnwx09ywltD5zmGvI1hzgcxO8sQsT2oOmB9FBAHXeEhNR6GJHoSMmEbHMU4znPd8Or/cuUrBN7f2FGN3OxFX25EnU+Ve0QZ6XnDbkWjXyOeLi6iJSiHHbFPRTDFMIGNrNxVK2LJVCqY//uJo8eioDejbGyV2JckfW8BuiQYMcgJ7zirxy3XUOExwvktoglqeUJs0whcRv7R0LqsCzPBSY55buR8K+47neN04MxDPBq2QSjdYeEYgFmvlc8e6uOI/zhFtk7+BGd/VO74P/eJrAvRNcp5tWS6iZ1v1s8I8eqP1qPpUNIfG5uylovoH7fQD38f+B1fHjDN1bpG5euWgAHX+aP589FqLbXvwM4ZKhFnyVq9TAbCqCEma+7PcAw7If9qOLPMdCAgbXUeFdc2/z0LkuhJyIRtcJQeJswSEbLOKwwy6xVIUdgAphhB3fZndSS2EIZXPg8VH6e5W4Wyd0z1EY+AWv9KAZgISqsdn2ZGnfXvNBNnzUvIZh7lOiWU07yrfaSFmOtYzuTLdlEOOxnEKupRQNrcElNnOnhm7OyFB8QCTd+ClIaZNrEftZksJyvWuf8vwzYIxRqtdsL4HKq5D6GfuI9JL6qaIMRU8q2xm2jZE0dtYO28D5wd4+wWQnErRvp1E+6s6Ifs0nQGWu6qzmFXnKyYspmu8fMb8JxYSQ3AH/mytc83iZ1y4UnrOw7teWtcCWw6cAmgcmlrH8HMZ4rDqPINTjLBqM+3PW0WebZe4nqE+suQRE9CJmwzC1+YbO34t851nVc35rnLGNDf6vT+hUj/7mPIi6tl4lE3YiKsAh2pa3DPJ8raeb2bFZ/5RTzMW4h9JOInMRxiE9j82pXbSqiDrowqtA1oeoXhKHNarJnU7lArOCSCUERXnL1It/Zx1bR/H1j3srJlBQZkhaaXEeF1dst0kKZwLxvqeBRsk1CECGyAfIh44S3ftRs/iLybCy1exlgH3YFPmetwcrmf2Ui2W6undgW3iJFuogRxC52P05WHV3x5idgC+syXrxA+Tts/N4/ZiRLKlzXHJR5jHHELrYMh2Ru2bhtjs9c2gNMhHjVPILOVFX2lS6g9bQdCL/D7vvy7y5hIEXZIjZjBJ7DZK1mQRE9CJmyDo8zX/K8TZL9xSYOVs6gLvRnNHmtGlcw1oM8pcAsvNtLoRVsT8QiQO8tIHWaGmVZv4fTe1MFk406lSqw5SnmJMHlt+YZe2gzskykeJkmbBiIHYZSfK3y9tcRFb4UdMZZfvQXWl9Fc2rMMaV7xZ+ZBPydwvV/8BL4lw/swagm0r8BrcsEQ8naGmY3CJWJHyWVZsQ1CuUrMTKW8DD/02vqfEgjl7g1VBTqBbwmXtIsv30fF0/UKFc9WN3Kx801euHzU2xCcfLPPt/tpnzjWLaKigooJa+Jeh1/ccMUrqPN2DdjvF/j5vY8ghGQGzaNaM7tkOlS+Cy+5B7dpD3KZ1bOsMQ8bKhJnCXOlfv638Df+8Dow4HWnF26hMzSbgUN+AaP8CCf85PzaFe1EX/r2Iy43mkRPQiZs049iy6LYfqhc4SP4h5+4olXc14EXSv5PJ1q/BbOeClRXncLb31W1q8Vv0djtCB1kjfmBnN5UxN06ccaaiKVV9bfdwnF5cFxfONfmz+B70sfDqKjEtLmKcoNVAGeNNL2kbnebGyyKpZ3aAQV9F38D//i3rvgj4uC83PLmDdhn2bRwl+/OUDAbXRVNd+tHjX41tkEobzHiMzCmmCTyRxq7ttMTirEene9IHEhXUDlfNJXWCW+wqUtZtJ1cZWMoQqZrQH/OuXcXBnL6FZaI0x9EJBkqs5LvM/MYh4DvyZTZV03fe82DWWvLYBad7/OwPcQ0fNSuFHE9nmIkXd9rblOG8GL2/Qg11QcvMe8nqTcST6N/XEJJoichE7bBUYpBSTvDWBgtZ5mFPq9UHYY2rzS2lQgK5C++hqs/c+VmYJ91hNVZ3kJddo5vSXUZKT3E0y+lfn9X1XEVaVtwBZU3S/CcHy7NX8exEAk+DFLTr/2mkrV6bAzIy60h5qN+QhxRtukUMKsP1wsHPLdoJk6sqxcE33cF9fWswmxHu7//WpTobbe/fBQ8NqF8wJvRXFuRuUeYZVY+zm+iZkRFrYtZ9Jn6gLzX4ntK5gZrhLdzkSMMe/PJxisEPcQZ9hL9mGY4zqoX8bFkLrgOd/39B1B2345KwgOgutM6KkMGCKsG9LEQ3sdCRxzEr51hY/WSdiRdAPjru9qvTvjWG6647zIs39PHEIetjXP+/AE8JxT0EbDkLL+5gRx0/a4/cQjCZDObsPCrkURPQiY8NkexelsjsUclrM3x6jVVGtdg1XOUvyLeOk9QfAAHhdXstzcpRYlJmtUleaQzdefxQ1GXYrxS0ZvdMm3fj/OpxSHViR5vh1h0ybVrQGtB7hREyDHmmfYxLCtmrCtfxOM0w/DpD9yfj4iz7yRhqgI94kt7EAev5Xmfa0XZ4XVUJB6GeEPPx1NnH5tQ7KRFTdmF9xjVjh245sQPwHXlqquoGXoLfTcDQIM4k1bRB6/e5GJOJL1d3sEJmdhpZbcROMtc5b+6P1dQorU8uwH+heerq1+r6fkq+q73NRI766wJ57GBJDv7f36x5PlcI30128Z0Y3JNLl+C/+NPXDeVelFCaSA49npuQbMfcKsYQ/EAsb4UNu7MM2lWxvwD//ud5HBLeBJ4bI4ywScQKNU63PoIwXIbhj8Cgz7s0YkOyi/RUdyADqIXllAOUIKwEiNAwZssHY6nzTHIoFmbJHLIGcdaFPsRjlJWZbaMcrcCsO87/s+AeY5eooX/+ny0twxQ8XN81k37zZUwP0cEQBHgng9zXCeW4+LMexVl0+3mnmVo82KobR2NmYklJv09LH/+JIj5q8DYY+4Utg3z+HXwUyXtWmb6H5eJ1eI/6gF4ziv3fzCt7/EKSjRrGBG9RKwLlEzzRf8rqzneqTDf4L24rbqKxwbEGWjG6yvW2D8+iFcQEFqqmMdgkJhQhK0XYFFssL83FovN4C8SNjMQgTnFcOwltv2S8iCx6LF1rFG1aX5F9BzCTY/FZbvV8QM+MpLoSciEbSYuqa9+0scWxhhHx84h6DXs2I+E15fgdR+X+L9fxzqctPjzr+E5Gd4ltJJdL+6OSUTyo2mhtZ1Bz2ybQK2ewybN4Dohql1CJZyESsAPZnHKFVGGWUC5VK7NLRAEjjXaGYcmHvQgeH5E2V3TNorEEWjpo+UgNtpt42H3if38RV8+lEfUVhsbezTPSYxtEoqaXWO8H8rRYgw5TzTFS8oyzSyu316C3/Yf7R++1vf3XCP6cmx2vJ2MJR/DuiiNhjLHoE4U6kNZ87qWN38Wm+hSttvtuGUvfNksj5qrrFGt5OJ6EK9jZ7Zh0QH0ADr8/NOWFSXCAeLOiPl2CyUmaxMX0HfQq2J3gWNM+jwYu5Tp6W3sZJpET0ImbJOjaBTj+37/XVAKPs4FdNJONxzx0043iR1LvpkX5okXGxYuYePsA+joLpk2ZJStVJgvmDQDm4kkWl2nttHyE71Nr6kSRbgtOrr0ZlXiCewy6q237j5QkPVJpJN9DHvvz3xer1tsHXILLkO8Q6flIu0o5xqA/rwq7/I1TjIdbFCbrLQdbJNQigB8wtvRygPaMbs0TFk3TvzDy/BDz9xXUS9QASUUq6rbF2Vta2s5rJuytDGP6jZ2FYIGwnTRf/kZXDf+MJtgH6UQyLXVFSTXpLqUi3NQ5AO2EHl+NYAkm0B8wUzevZchFoywLGtdm25n17zNo+8i/70gze1KU1bc1O4Q/bhIoichE7bJUdyoWGTr3uAKG1D35TuVWKsXzjCIZg6BjkqbnWY3X7Jc5oC5xlpL9RbA6UTFxGHo/X+uuETs/ogUUmE1n5lrV6kvHqQxqSN9t7tfDLhUjLmOIwyFDPSSXmeVWtt2H/Cii6X1MxM4ipsl6G5wgVOR0/HdbSixgsRREjJhR3SUAlsnbzjUZrd61/6PiLZzDSO3Fx1994nX2hfYhAyj1AU8n3czBKVt0TNKKFe5hSqqB+B1PxVi855Z5LgRZS+d6CSxJdOmVXY7TT9sWmS9jahsuWM5zA7M3XhAtdmswy7X2VDIi/sY9hMwCtQu8eWCpPVydraLHdnY6TL159ef43g4fopxdML4zVgU2Dj/K768Trz5gV2JQD6gnRvUYahJzv8RcaTXsnUrvoqu+K9KZg/mAkqgn6MibJ3YWSb9fRXo8lvLVsxSZV8Sx5vkNyjrTdwVw2UJcmX/ZwCqDWY15b3O73KMxfB+5zhGnDnsVIFu4Dt84o+/zk4giZ6ETNgRjjLGV5zzTdmpYHaFn3EmmBCG+N0ZjZ4uEs+8e9WXN4mXoxAMoKO4QxYSNMv6VlZ05K6hNuMRlCvYjPw8Wn8v7BOT1GbY2+kZdkHAw4SRHqUu5V+E/T5v2JrNgoJpg/6wp+JN639Zh1yn4y75vfEeAbKGzFBumrmQ2jjI9zkOyMxjl0f5xg4osrDdHcDqYJI9mjtKnC9a9OVG1Ig4TR/ck1Whgbx8/ILulF47pSPnWLxaCzAXctOAqifCeeIprRLMKaNheKvfrJuOdaIE+TuYDRS69KkqZg/C1jb6zcSLBSGaGxUVQ9bv4+9/NKfr3P2givp9TIJ2/nmzP8MqgXD/XU534LH+OYDpHSIQQRI9CZmwgxtkO4zxFZO+2TKxa0HEkHW6nmSRs639NTUA+tTl/ZKd5wyiwDWZqwY965jnWOA49F6Kp1nYxCU53oeyukLNebFMns+j2bQFQrQuf5WccJE7emlbBwQl8vnLurS7zR31fbRLYOzLmWXN7xM4RxEoecW6sFdj0EOERdtZRN/H7A5zE3gChAKaRTXJnmhyuZTtjDXHXW0mTsn/2qV0BlEpXUKyZGfDddbm6g+tRvlUNjK7RrxLmaUBT0A5qlRzdv0X1+NxpkMP/8c9VKz06tKnbwEjnnCnOKZb23UF4zv00a215to+ynTYhrbcEU9FtRPdi748h7olald82Gkk0ZOQCU+EowjG+IpRf4sNdHBvTZoUbmEyXu/dhE2/7FTHHFEyVHBR2VxJOd+jbeS74IBvw078LaPD0lo36wR/TDVavVbahQlGw/H51rN0+5kpRdODArIAIbhxX5uMaG3DfiaZCncQrlsk3hXQBkJKvryBMsMhdsZV/zDsuNXzMIyyJ9pkUV5dCX3BpxhFX8MCShB2ed5Bxv2LtaF0TM33wi7lcwQp/mlFFxlZRZOR7b5DBWjvqoZ2bkfTu98K5XGfK1w297blGYbgzqd6Qsx8ybbjICpuVQydZCxyn8nd59nq4wYnjg758ttPkEggiZ6EjNg1jgLwvhdDPSgX+TFxYs2pwA1sTHrB1LBTQ0TdG+ScXwfeHi2BmTzfDpdrrA8pi0PtEHTnlaNIO03EE+Jt7o00tWjK87RrLu06KubyL4f+xoJKzaFJz63eQleXXDC17dO/Bex/wpxEsKuEYvG5J5oCSgZv8775VyJmuKLf269c9L+DiF1wgrFwdIN48vpFkejVS/C//YlV1LFm0g8a9+prqVThtZzeacrs7nUsTFnx00MBmHMeYvBbd4nYFPFVS6mCHkTr+Jh3wsYSFkXgnV0iDoskehIy4alxlBgl/2sd0bXpUPU4jbV03EgcZSoKsZv9v0JrF+mHT30sZgn1qSyiiu1hjbW05WHNhggiQWTvJoKuZO7cjbrIrNCyM6bVAvrEx2usKMO08MpT4CbwhM3j7Cj6X0sYVhrXbhQgr3CrjXCaC4z7lw36Se22A1SuaQpBL/p9K2hMqQJVZCpGF3Z3rWE/lXaDmBzEjhkLCwy7vl3w+pNdH+W4X116kolAgtbItzrS0xA1tUiiJyETnhHRYyEqnHKQD3iDt0M43a7XaO0Sx77PMREtsH46bBVzmxBKvnxJUw4aiBNlJUrbiUZ7u17EOtSFo1jhuIHyxbdQXmgFjBVSwjmGUCebncHQxJP3jTwKnhHRY+FcSJ+wJ5pqcM5vmmAFUL0X3AecDbMWN1BrySQ9NKAE0Uu8PYtgE+Mg02knZ5jasnCq9KHky3Oox7Rk6topnd2mriUmSWx8WrrIw5BET0ImPIMcxcFmZn3MHruAehAtD99KRLTTZYLbqvpFvJykpBwMELnwQ4ZZBah6tpPbQITMKUaD76R21w+rYpvZ1wE2Yi5c5CrKGef4KXGuw7ODZ5ZQLN7kKz72XT3OB4zzNmAnX48Qm8zC5E0EpmY5Lr7bVad+O+T9J8zb6I2923LUupTtTIQ+6u9ALOJmARVJFyMR82wSCSTRk5ARz6DVkwUf+l+xkGbNuYPEq86XfNm6sJpQr4cVZv3E3MiY3HvQAAABIUlEQVRuIWXjS06xHTXb+dqFhc12VpRRZ5m0/OYzpqhmwTeUUASOQD7gTWM+93PGO7hsCkofcCo4wuzSBj3YoNyw39j6NmrOXuQodgW2SV/HboFsF+Z0qQ4XAPic48+cBfM4SKInIRO+Ecrsw+G8Fc4x9Z8BOGfydJtQrnCKCxDFla24cRbNJKfq7nYez7ZrjPLxanPX8Hf5iQ8j/DpwE/jGi55fjhEzx6gbdYK9wTnUijnIJ96KmkPFycSvyQfeKSTRk5AJv9YcxWKSPUEdfZczxJ4OESB/vNvd+sbgnwyhJGwPSfQkZEIilIRMSISSkAmJUBIyIRFKQiYkQknIhEQoCZmQCCUhExKhJGRCIpSETEiEkpAJiVASMiERSkIm/H+DKqDQnoAKwQAAAABJRU5ErkJggg==" y="-674.728157"/>
- </g>
- <g id="LineCollection_89">
- <path clip-path="url(#pfd65bf725c)" d="M 359.967678 678.118571
- L 361.780457 678.118571
- L 362.143013 678.481126
- L 362.505569 678.481126
- L 362.868125 678.843682
- L 366.85624 678.843682
- L 367.581352 679.568794
- L 367.943908 679.568794
- L 368.306464 679.93135
- L 368.66902 679.93135
- L 369.031576 680.293906
- L 369.756688 680.293906
- L 371.206911 681.74413
- L 371.569467 681.74413
- L 372.294579 682.469242
- L 372.657135 682.469242
- L 373.926081 683.738187
- L 373.926081 684.100743
- L 374.651193 684.825855
- L 374.651193 685.188411
- L 375.013749 685.550967
- L 375.013749 685.913523
- L 375.376305 686.276079
- L 375.376305 687.001191
- L 375.738861 687.363747
- L 375.738861 688.088859
- L 376.101417 688.451415
- L 376.101417 690.62675
- L 376.463972 690.989306
- L 376.463972 693.889753
- L 376.101417 694.252309
- L 376.101417 694.614865
- L 375.738861 694.977421
- L 375.738861 695.339977
- L 375.376305 695.702533
- L 375.376305 696.065089
- L 374.288637 697.152757
- L 374.288637 697.515313
- L 373.563525 698.240425
- L 373.563525 699.328092
- L 373.200969 699.690648
- L 373.200969 700.053204
- L 372.838413 700.41576
- L 372.838413 702.22854
- L 372.294579 702.772374
- L 371.569467 702.772374
- L 371.206911 703.13493
- L 367.943908 703.13493
- L 367.581352 702.772374
- L 360.330234 702.772374
- L 359.967678 703.13493
- L 359.605122 702.772374
- L 358.88001 703.497486
- L 358.154898 703.497486
- L 357.792342 703.13493
- L 357.06723 703.13493
- L 356.704674 702.772374
- L 355.617007 702.772374
- L 355.254451 703.13493
- L 353.441671 703.13493
- L 352.716559 702.409818
- L 352.354003 702.409818
- L 352.172725 702.22854
- L 352.172725 700.41576
- L 351.085057 699.328092
- L 351.085057 698.965536
- L 350.722502 698.602981
- L 350.722502 698.240425
- L 350.359946 697.877869
- L 350.359946 697.515313
- L 349.99739 697.152757
- L 349.99739 696.790201
- L 349.634834 696.427645
- L 349.634834 696.065089
- L 348.909722 695.339977
- L 348.909722 694.252309
- L 349.272278 693.889753
- L 349.272278 688.088859
- L 349.634834 687.726303
- L 349.634834 685.913523
- L 349.99739 685.550967
- L 349.99739 685.188411
- L 352.716559 682.469242
- L 353.079115 682.469242
- L 353.441671 682.106686
- L 353.804227 682.106686
- L 355.254451 680.656462
- L 355.617007 680.656462
- L 356.342118 679.93135
- L 356.704674 679.93135
- L 357.429786 679.206238
- L 358.154898 679.206238
- L 358.517454 678.843682
- L 358.88001 678.843682
- L 359.242566 678.481126
- L 359.605122 678.481126
- L 359.967678 678.118571
- L 359.967678 678.118571
- " style="fill:none;stroke:#000000;stroke-width:0.5;"/>
- </g>
- </g>
- <g id="axes_148">
- <g clip-path="url(#p04372f204b)">
- <image height="39.6" id="image11c3ff6ec8" 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(#p04372f204b)" d="M 403.950473 673.405343
- L 405.763253 673.405343
- L 406.125809 673.767899
- L 409.751368 673.767899
- L 410.113924 674.130455
- L 410.47648 674.130455
- L 410.839036 674.493011
- L 411.201592 674.493011
- L 411.926704 675.218123
- L 412.28926 675.218123
- L 412.651816 675.580679
- L 413.014372 675.580679
- L 414.283317 676.849625
- L 414.283317 677.212181
- L 415.370985 678.299849
- L 415.370985 678.662404
- L 415.733541 679.02496
- L 415.733541 679.387516
- L 416.096097 679.750072
- L 416.096097 680.112628
- L 416.458653 680.475184
- L 416.458653 680.83774
- L 416.821209 681.200296
- L 416.821209 681.562852
- L 417.183765 681.925408
- L 417.183765 682.287964
- L 417.546321 682.65052
- L 417.546321 683.013076
- L 417.908877 683.375632
- L 417.908877 684.100743
- L 418.271433 684.463299
- L 418.271433 685.188411
- L 418.633988 685.550967
- L 418.633988 687.363747
- L 418.996544 687.726303
- L 418.996544 688.451415
- L 419.3591 688.81397
- L 419.3591 690.62675
- L 419.721656 690.989306
- L 419.721656 694.614865
- L 419.3591 694.977421
- L 419.3591 696.065089
- L 418.996544 696.427645
- L 418.996544 697.152757
- L 418.633988 697.515313
- L 418.633988 698.240425
- L 418.271433 698.602981
- L 418.271433 698.965536
- L 417.908877 699.328092
- L 417.908877 699.690648
- L 417.546321 700.053204
- L 417.546321 700.41576
- L 417.183765 700.778316
- L 417.183765 701.140872
- L 416.096097 702.22854
- L 416.096097 702.591096
- L 414.645873 704.041319
- L 414.645873 704.403875
- L 413.014372 706.035377
- L 412.651816 706.035377
- L 411.926704 706.760489
- L 411.564148 706.760489
- L 410.839036 707.485601
- L 410.47648 707.485601
- L 410.113924 707.848157
- L 409.388812 707.848157
- L 409.026256 708.210713
- L 407.576033 708.210713
- L 407.213477 707.848157
- L 404.675585 707.848157
- L 404.313029 708.210713
- L 403.225362 708.210713
- L 402.862806 707.848157
- L 401.775138 707.848157
- L 401.412582 707.485601
- L 401.050026 707.485601
- L 400.68747 707.123045
- L 400.324914 707.123045
- L 399.962358 706.760489
- L 399.599802 706.760489
- L 398.512134 705.672821
- L 398.149579 705.672821
- L 396.336799 703.860041
- L 395.974243 703.860041
- L 395.792965 703.678763
- L 395.792965 703.316208
- L 395.067853 702.591096
- L 395.067853 702.22854
- L 394.342741 701.503428
- L 394.342741 701.140872
- L 393.617629 700.41576
- L 393.617629 700.053204
- L 393.255073 699.690648
- L 393.255073 699.328092
- L 392.892518 698.965536
- L 392.892518 696.790201
- L 392.529962 696.427645
- L 392.529962 694.977421
- L 392.167406 694.614865
- L 392.167406 693.164642
- L 392.529962 692.802086
- L 392.529962 688.451415
- L 392.892518 688.088859
- L 392.892518 687.001191
- L 393.255073 686.638635
- L 393.255073 684.463299
- L 393.617629 684.100743
- L 393.617629 683.738187
- L 393.980185 683.375632
- L 393.980185 683.013076
- L 394.342741 682.65052
- L 394.342741 682.287964
- L 394.705297 681.925408
- L 394.705297 681.562852
- L 395.067853 681.200296
- L 395.067853 680.83774
- L 395.430409 680.475184
- L 395.430409 679.750072
- L 395.792965 679.387516
- L 395.792965 679.02496
- L 396.880633 677.937293
- L 396.880633 677.574737
- L 397.968301 676.487069
- L 397.968301 676.124513
- L 398.87469 675.218123
- L 399.237246 675.218123
- L 399.599802 674.855567
- L 399.962358 674.855567
- L 400.324914 674.493011
- L 400.68747 674.493011
- L 401.050026 674.130455
- L 401.775138 674.130455
- L 402.137694 673.767899
- L 403.587917 673.767899
- L 403.950473 673.405343
- L 403.950473 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(#p57f9d6effa)" d="M 432.524642 683.943875
- L 433.291912 681.329311
- L 434.059181 684.734806
- L 434.826451 682.176148
- L 435.59372 683.24387
- L 436.36099 682.633281
- L 437.128259 682.605383
- L 437.895529 682.183596
- L 438.662798 678.81905
- L 439.430068 681.414744
- L 440.197337 678.915187
- L 440.964607 679.654022
- L 441.731876 678.920573
- L 442.499146 678.496559
- L 443.266415 680.635621
- L 444.033685 679.524314
- L 444.800954 681.503042
- L 445.568224 677.218434
- L 446.335493 677.195276
- L 447.102763 679.463757
- L 447.870033 680.092453
- L 448.637302 682.079615
- L 449.404572 682.875587
- L 450.171841 685.485793
- L 450.939111 686.897709
- L 451.70638 687.388161
- L 452.47365 686.196733
- L 454.008189 679.701636
- L 454.775458 680.373778
- L 455.542728 680.305198
- L 456.309997 679.85851
- L 457.077267 681.617236
- L 457.844536 683.666657
- L 458.611806 682.684435
- L 459.379075 683.819044
- L 460.146345 680.883959
- L 460.913614 682.738836
- L 461.680884 682.232929
- L 462.448153 681.058733
- L 463.215423 681.475634
- L 463.982693 682.021911
- L 464.749962 681.894144
- L 465.517232 680.371042
- L 466.284501 680.066535
- L 467.051771 680.005055
- L 467.81904 681.897034
- L 468.58631 684.296221
- L 469.353579 679.808199
- L 470.120849 679.807323
- L 470.888118 677.59244
- L 471.655388 679.748998
- L 472.422657 680.558432
- L 473.189927 680.178054
- L 473.957196 680.794543
- L 474.724466 683.721483
- L 475.491735 680.98648
- L 476.259005 684.180221
- L 477.026274 681.190666
- L 477.793544 682.152155
- L 478.560813 681.766493
- L 479.328083 680.415337
- L 480.095352 680.336967
- L 480.862622 682.187
- L 481.629892 682.191981
- L 482.397161 682.669812
- L 483.164431 681.935001
- L 483.9317 677.814674
- L 484.69897 675.054612
- L 485.466239 672.923201
- L 486.233509 672.556939
- L 487.000778 675.622166
- L 487.768048 675.410369
- L 488.535317 677.234882
- L 490.069856 679.945852
- L 490.837126 683.804296
- L 491.604395 685.758378
- L 492.371665 683.915143
- L 493.138934 683.405848
- L 493.906204 684.485808
- L 494.673473 683.882298
- L 495.440743 685.681044
- L 496.208012 685.110589
- L 496.975282 684.777803
- L 497.742552 683.772161
- L 498.509821 681.693986
- L 499.277091 680.404114
- L 500.04436 681.793619
- L 500.81163 680.412956
- L 501.578899 680.104166
- L 502.346169 678.716384
- L 503.113438 679.476059
- L 503.880708 677.595973
- L 504.647977 680.092697
- L 505.415247 682.20814
- L 506.182516 685.196331
- L 506.949786 680.657158
- L 507.717055 682.60339
- L 508.484325 683.668981
- L 509.251594 683.618671
- L 510.018864 682.600988
- L 510.786133 680.154528
- L 511.553403 682.043883
- L 513.087942 679.046643
- L 513.855211 678.232985
- L 514.622481 679.348388
- L 515.389751 677.70084
- L 516.15702 680.678525
- L 516.92429 679.412652
- L 517.691559 684.248145
- L 519.226098 680.718726
- L 519.993368 681.221647
- L 520.760637 679.798041
- L 521.527907 679.297103
- L 522.295176 677.80737
- L 523.062446 678.021338
- L 523.829715 679.061227
- L 524.596985 677.438607
- L 526.898793 682.101439
- L 527.666063 678.473231
- L 528.433332 679.01144
- L 529.200602 682.408892
- L 529.967871 680.961253
- L 530.735141 681.604125
- L 531.502411 680.244057
- L 532.26968 680.360653
- L 533.03695 681.672454
- L 533.804219 679.841136
- L 534.571489 679.828482
- L 535.338758 680.144034
- L 536.106028 678.607116
- L 536.873297 678.599335
- L 537.640567 676.636372
- L 538.407836 675.100554
- L 539.175106 672.757417
- L 539.942375 672.288348
- L 541.476914 673.472444
- L 542.244184 676.532627
- L 543.011453 677.360786
- L 543.778723 680.100345
- L 544.545992 677.483736
- L 545.313262 678.932029
- L 546.080531 679.281467
- L 546.847801 679.780084
- L 547.61507 678.992423
- L 548.38234 678.68138
- L 549.14961 682.110194
- L 549.916879 681.869233
- L 550.684149 682.87369
- L 551.451418 679.736194
- L 552.218688 679.239959
- L 552.985957 680.121597
- L 553.753227 679.345094
- L 554.520496 680.759132
- L 555.287766 679.59567
- L 557.589574 678.315658
- L 558.356844 675.817067
- L 559.124113 674.707669
- L 559.891383 678.716341
- L 560.658652 680.503565
- L 561.425922 678.423164
- L 562.193191 677.986941
- L 562.960461 674.436972
- L 563.72773 674.485705
- L 563.72773 674.485705
- " 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(#pfbc1585ae3)" d="M 432.524642 702.843676
- L 434.077235 705.065928
- L 435.629827 709.487355
- L 437.182419 709.512867
- L 438.735012 707.611465
- L 440.287604 709.93667
- L 441.840197 696.756909
- L 443.392789 707.547408
- L 444.945382 703.026799
- L 446.497974 706.125446
- L 448.050567 708.290696
- L 449.603159 710.273878
- L 451.155751 710.382984
- L 452.708344 708.358898
- L 454.260936 710.128723
- L 455.813529 707.850225
- L 457.366121 707.057347
- L 458.918714 710.197054
- L 460.471306 710.387143
- L 462.023899 709.821232
- L 463.576491 710.153376
- L 465.129083 709.453359
- L 466.681676 709.880134
- L 468.234268 710.038688
- L 469.786861 710.329617
- L 471.339453 710.407452
- L 472.892046 709.320835
- L 474.444638 710.332023
- L 475.997231 709.93578
- L 477.549823 710.082962
- L 479.102415 710.352376
- L 480.655008 710.440199
- L 482.2076 710.316696
- L 483.760193 709.672091
- L 485.312785 710.294699
- L 486.865378 710.071043
- L 488.41797 710.002715
- L 489.970563 710.29562
- L 491.523155 710.21844
- L 493.075747 710.39468
- L 494.62834 710.445282
- L 496.180932 710.406725
- L 497.733525 710.354083
- L 499.286117 710.353588
- L 500.83871 710.080831
- L 502.391302 710.198124
- L 503.943895 710.379958
- L 505.496487 710.425036
- L 507.049079 710.474853
- L 508.601672 710.464108
- L 510.154264 710.478465
- L 511.706857 710.400231
- L 513.259449 710.484011
- L 514.812042 710.333968
- L 516.364634 710.375978
- L 517.917227 710.383979
- L 519.469819 710.480532
- L 521.022412 710.398207
- L 522.575004 710.375541
- L 524.127596 710.301209
- L 525.680189 710.423247
- L 527.232781 710.424751
- L 528.785374 709.84695
- L 530.337966 710.474004
- L 531.890559 710.441777
- L 533.443151 710.455992
- L 534.995744 710.403441
- L 536.548336 710.324561
- L 538.100928 710.282121
- L 539.653521 710.415894
- L 541.206113 710.24359
- L 542.758706 709.836643
- L 544.311298 710.381684
- L 545.863891 710.395295
- L 547.416483 710.29731
- L 548.969076 710.306675
- L 550.521668 710.102932
- L 552.07426 710.351703
- L 553.626853 710.384834
- L 555.179445 710.404606
- L 556.732038 710.436292
- L 558.28463 710.291086
- L 559.837223 710.405368
- L 561.389815 710.146862
- L 562.942408 710.434263
- L 564.495 710.426872
- " style="fill:none;stroke:#008000;stroke-linecap:round;"/>
- </g>
- </g>
- <g id="axes_151">
- <g clip-path="url(#p39910d7d54)">
- <image height="27.6" id="imageb0a5150e2d" 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(#p39910d7d54)" d="M 37.849348 727.868296
- L 39.060085 727.868296
- L 39.362769 728.17098
- L 39.665454 728.17098
- L 39.968138 728.473665
- L 40.876191 728.473665
- L 41.178875 728.776349
- L 42.086928 728.776349
- L 42.389612 729.079033
- L 42.692297 729.079033
- L 42.994981 729.381717
- L 43.297665 729.381717
- L 43.600349 729.684402
- L 43.903034 729.684402
- L 44.205718 729.987086
- L 44.811087 729.987086
- L 45.113771 730.28977
- L 45.416455 730.28977
- L 46.324508 731.197823
- L 46.627193 731.197823
- L 48.897325 733.467956
- L 48.897325 733.77064
- L 49.502693 734.376009
- L 49.502693 734.678693
- L 50.108062 735.284061
- L 50.108062 735.586746
- L 50.713431 736.192114
- L 50.713431 736.797483
- L 51.016115 737.100167
- L 51.016115 737.402852
- L 51.318799 737.705536
- L 51.318799 738.00822
- L 51.621484 738.310905
- L 51.621484 738.916273
- L 51.924168 739.218957
- L 51.924168 740.12701
- L 51.621484 740.429695
- L 51.621484 741.035063
- L 49.502693 743.153853
- L 49.502693 743.456538
- L 49.048667 743.910564
- L 48.745983 743.910564
- L 48.140614 744.515933
- L 46.627193 744.515933
- L 46.324508 744.818617
- L 46.021824 744.818617
- L 45.71914 745.121301
- L 44.508402 745.121301
- L 44.35706 745.272644
- L 44.35706 745.575328
- L 44.054376 745.878012
- L 44.054376 746.483381
- L 43.751692 746.786065
- L 43.751692 747.088749
- L 42.086928 748.753513
- L 40.270822 748.753513
- L 39.968138 749.056197
- L 38.454716 749.056197
- L 38.152032 748.753513
- L 37.546663 748.753513
- L 37.243979 748.450829
- L 36.941295 748.753513
- L 36.63861 748.450829
- L 32.40103 748.450829
- L 32.098346 748.753513
- L 30.28224 748.753513
- L 29.979556 748.450829
- L 27.255397 748.450829
- L 26.952713 748.148145
- L 24.833922 748.148145
- L 24.68258 747.996802
- L 24.985265 747.694118
- L 24.985265 746.180697
- L 24.68258 745.878012
- L 24.68258 745.272644
- L 24.077212 744.667275
- L 24.077212 744.364591
- L 23.774527 744.061906
- L 23.774527 743.759222
- L 23.471843 743.456538
- L 23.471843 743.153853
- L 23.169159 742.851169
- L 23.169159 742.548485
- L 22.866474 742.245801
- L 22.866474 740.12701
- L 23.169159 739.824326
- L 23.169159 739.218957
- L 23.471843 738.916273
- L 23.471843 738.613589
- L 23.774527 738.310905
- L 23.774527 738.00822
- L 24.379896 737.402852
- L 24.379896 737.100167
- L 24.68258 736.797483
- L 24.68258 736.192114
- L 24.985265 735.88943
- L 24.985265 735.586746
- L 25.287949 735.284061
- L 25.287949 734.981377
- L 25.590633 734.678693
- L 25.590633 734.376009
- L 25.893318 734.073324
- L 25.893318 733.77064
- L 26.196002 733.467956
- L 26.196002 733.165271
- L 28.466134 730.895139
- L 28.768818 730.895139
- L 29.374187 730.28977
- L 29.676871 730.28977
- L 29.979556 729.987086
- L 30.28224 729.987086
- L 30.584924 729.684402
- L 30.887609 729.684402
- L 31.190293 729.381717
- L 31.492977 729.381717
- L 32.098346 728.776349
- L 32.40103 728.776349
- L 32.703714 728.473665
- L 36.941295 728.473665
- L 37.243979 728.17098
- L 37.546663 728.17098
- L 37.849348 727.868296
- L 37.849348 727.868296
- " style="fill:none;stroke:#000000;stroke-width:0.5;"/>
- </g>
- <g id="text_241">
- <!-- C31 [noise]: Tot. var. expl. 1.5% -->
- <g style="fill:#ff0000;" 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-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-35"/>
- <use x="1522.673828" xlink:href="#DejaVuSans-25"/>
- </g>
- </g>
- </g>
- <g id="axes_152">
- <g clip-path="url(#p3959669307)">
- <image height="33.12" id="imageeeff50070c" 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(#p3959669307)" d="M 77.661087 725.682982
- L 79.473867 725.682982
- L 79.836423 726.045538
- L 80.198979 726.045538
- L 80.561534 726.408094
- L 84.54965 726.408094
- L 85.274762 727.133205
- L 85.637317 727.133205
- L 85.999873 727.495761
- L 86.362429 727.495761
- L 86.724985 727.858317
- L 87.450097 727.858317
- L 88.900321 729.308541
- L 89.262877 729.308541
- L 89.987989 730.033653
- L 90.350545 730.033653
- L 91.61949 731.302599
- L 91.61949 731.665155
- L 92.344602 732.390266
- L 92.344602 732.752822
- L 92.707158 733.115378
- L 92.707158 733.477934
- L 93.069714 733.84049
- L 93.069714 734.565602
- L 93.43227 734.928158
- L 93.43227 735.65327
- L 93.794826 736.015826
- L 93.794826 738.191161
- L 94.157382 738.553717
- L 94.157382 741.454165
- L 93.794826 741.816721
- L 93.794826 742.179277
- L 93.43227 742.541832
- L 93.43227 742.904388
- L 93.069714 743.266944
- L 93.069714 743.6295
- L 91.982046 744.717168
- L 91.982046 745.079724
- L 91.256934 745.804836
- L 91.256934 746.892504
- L 90.894378 747.25506
- L 90.894378 747.617615
- L 90.531823 747.980171
- L 90.531823 749.792951
- L 89.987989 750.336785
- L 89.262877 750.336785
- L 88.900321 750.699341
- L 85.637317 750.699341
- L 85.274762 750.336785
- L 78.023643 750.336785
- L 77.661087 750.699341
- L 77.298531 750.336785
- L 76.573419 751.061897
- L 75.848307 751.061897
- L 75.485751 750.699341
- L 74.76064 750.699341
- L 74.398084 750.336785
- L 73.310416 750.336785
- L 72.94786 750.699341
- L 71.13508 750.699341
- L 70.409968 749.974229
- L 70.047413 749.974229
- L 69.866135 749.792951
- L 69.866135 747.980171
- L 68.778467 746.892504
- L 68.778467 746.529948
- L 68.415911 746.167392
- L 68.415911 745.804836
- L 68.053355 745.44228
- L 68.053355 745.079724
- L 67.690799 744.717168
- L 67.690799 744.354612
- L 67.328243 743.992056
- L 67.328243 743.6295
- L 66.603131 742.904388
- L 66.603131 741.816721
- L 66.965687 741.454165
- L 66.965687 735.65327
- L 67.328243 735.290714
- L 67.328243 733.477934
- L 67.690799 733.115378
- L 67.690799 732.752822
- L 70.409968 730.033653
- L 70.772524 730.033653
- L 71.13508 729.671097
- L 71.497636 729.671097
- L 72.94786 728.220873
- L 73.310416 728.220873
- L 74.035528 727.495761
- L 74.398084 727.495761
- L 75.123196 726.77065
- L 75.848307 726.77065
- L 76.210863 726.408094
- L 76.573419 726.408094
- L 76.935975 726.045538
- L 77.298531 726.045538
- L 77.661087 725.682982
- L 77.661087 725.682982
- " style="fill:none;stroke:#000000;stroke-width:0.5;"/>
- </g>
- </g>
- <g id="axes_153">
- <g clip-path="url(#p46d0a7b513)">
- <image height="39.6" id="imageae759feeac" 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(#p46d0a7b513)" d="M 121.643883 720.969755
- L 123.456662 720.969755
- L 123.819218 721.332311
- L 127.444778 721.332311
- L 127.807334 721.694867
- L 128.169889 721.694867
- L 128.532445 722.057422
- L 128.895001 722.057422
- L 129.620113 722.782534
- L 129.982669 722.782534
- L 130.345225 723.14509
- L 130.707781 723.14509
- L 131.976727 724.414036
- L 131.976727 724.776592
- L 133.064394 725.86426
- L 133.064394 726.226816
- L 133.42695 726.589372
- L 133.42695 726.951928
- L 133.789506 727.314483
- L 133.789506 727.677039
- L 134.152062 728.039595
- L 134.152062 728.402151
- L 134.514618 728.764707
- L 134.514618 729.127263
- L 134.877174 729.489819
- L 134.877174 729.852375
- L 135.23973 730.214931
- L 135.23973 730.577487
- L 135.602286 730.940043
- L 135.602286 731.665155
- L 135.964842 732.027711
- L 135.964842 732.752822
- L 136.327398 733.115378
- L 136.327398 734.928158
- L 136.689954 735.290714
- L 136.689954 736.015826
- L 137.05251 736.378382
- L 137.05251 738.191161
- L 137.415066 738.553717
- L 137.415066 742.179277
- L 137.05251 742.541832
- L 137.05251 743.6295
- L 136.689954 743.992056
- L 136.689954 744.717168
- L 136.327398 745.079724
- L 136.327398 745.804836
- L 135.964842 746.167392
- L 135.964842 746.529948
- L 135.602286 746.892504
- L 135.602286 747.25506
- L 135.23973 747.617615
- L 135.23973 747.980171
- L 134.877174 748.342727
- L 134.877174 748.705283
- L 133.789506 749.792951
- L 133.789506 750.155507
- L 132.339283 751.605731
- L 132.339283 751.968287
- L 130.707781 753.599788
- L 130.345225 753.599788
- L 129.620113 754.3249
- L 129.257557 754.3249
- L 128.532445 755.050012
- L 128.169889 755.050012
- L 127.807334 755.412568
- L 127.082222 755.412568
- L 126.719666 755.775124
- L 125.269442 755.775124
- L 124.906886 755.412568
- L 122.368995 755.412568
- L 122.006439 755.775124
- L 120.918771 755.775124
- L 120.556215 755.412568
- L 119.468547 755.412568
- L 119.105991 755.050012
- L 118.743435 755.050012
- L 118.380879 754.687456
- L 118.018323 754.687456
- L 117.655768 754.3249
- L 117.293212 754.3249
- L 116.205544 753.237232
- L 115.842988 753.237232
- L 114.030208 751.424453
- L 113.667652 751.424453
- L 113.486374 751.243175
- L 113.486374 750.880619
- L 112.761262 750.155507
- L 112.761262 749.792951
- L 112.036151 749.067839
- L 112.036151 748.705283
- L 111.311039 747.980171
- L 111.311039 747.617615
- L 110.948483 747.25506
- L 110.948483 746.892504
- L 110.585927 746.529948
- L 110.585927 744.354612
- L 110.223371 743.992056
- L 110.223371 742.541832
- L 109.860815 742.179277
- L 109.860815 740.729053
- L 110.223371 740.366497
- L 110.223371 736.015826
- L 110.585927 735.65327
- L 110.585927 734.565602
- L 110.948483 734.203046
- L 110.948483 732.027711
- L 111.311039 731.665155
- L 111.311039 731.302599
- L 111.673595 730.940043
- L 111.673595 730.577487
- L 112.036151 730.214931
- L 112.036151 729.852375
- L 112.398707 729.489819
- L 112.398707 729.127263
- L 112.761262 728.764707
- L 112.761262 728.402151
- L 113.123818 728.039595
- L 113.123818 727.314483
- L 113.486374 726.951928
- L 113.486374 726.589372
- L 114.574042 725.501704
- L 114.574042 725.139148
- L 115.66171 724.05148
- L 115.66171 723.688924
- L 116.5681 722.782534
- L 116.930656 722.782534
- L 117.293212 722.419978
- L 117.655768 722.419978
- L 118.018323 722.057422
- L 118.380879 722.057422
- L 118.743435 721.694867
- L 119.468547 721.694867
- L 119.831103 721.332311
- L 121.281327 721.332311
- L 121.643883 720.969755
- L 121.643883 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:#ff0000;" 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:#ff0000;" 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:#ff0000;" 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(#p9127119e74)" d="M 150.218051 724.308962
- L 150.985321 723.004821
- L 151.75259 726.711379
- L 152.51986 724.071423
- L 153.28713 729.122657
- L 154.054399 725.809678
- L 154.821669 726.949962
- L 155.588938 719.940748
- L 156.356208 728.351676
- L 157.123477 723.02209
- L 157.890747 726.589702
- L 158.658016 724.951812
- L 159.425286 726.752498
- L 160.192555 726.368956
- L 160.959825 724.279288
- L 161.727094 726.059133
- L 162.494364 723.409653
- L 163.261633 726.599581
- L 164.028903 730.407337
- L 164.796172 731.439547
- L 165.563442 728.06267
- L 166.330711 729.992384
- L 167.097981 726.595301
- L 167.86525 730.077468
- L 168.63252 727.248385
- L 170.167059 728.461133
- L 170.934329 734.544914
- L 171.701598 734.279557
- L 172.468868 731.510865
- L 173.236137 734.952572
- L 174.003407 727.956556
- L 174.770676 733.478188
- L 175.537946 725.60454
- L 176.305215 730.351085
- L 177.072485 727.380358
- L 177.839754 730.392623
- L 178.607024 728.295472
- L 179.374293 727.69305
- L 180.141563 727.927132
- L 180.908832 729.701825
- L 181.676102 729.422224
- L 182.443371 729.517786
- L 183.210641 727.199031
- L 183.97791 727.546889
- L 184.74518 730.736871
- L 185.512449 727.10326
- L 186.279719 730.129917
- L 187.046989 726.810547
- L 187.814258 729.086192
- L 188.581528 724.347488
- L 189.348797 728.696015
- L 190.116067 729.090468
- L 190.883336 728.162517
- L 191.650606 728.844629
- L 192.417875 724.847696
- L 193.185145 729.11302
- L 193.952414 727.25924
- L 194.719684 725.824456
- L 195.486953 728.419493
- L 196.254223 725.160204
- L 197.021492 727.723382
- L 197.788762 729.303571
- L 198.556031 728.221897
- L 199.323301 726.883228
- L 200.09057 730.003558
- L 200.85784 725.217478
- L 201.625109 730.351728
- L 202.392379 724.283411
- L 203.159649 731.697666
- L 203.926918 727.341577
- L 204.694188 728.06766
- L 205.461457 726.982982
- L 206.228727 727.760682
- L 206.995996 730.261977
- L 207.763266 727.974978
- L 208.530535 730.990793
- L 209.297805 719.852759
- L 210.065074 723.693821
- L 210.832344 729.438485
- L 211.599613 723.732976
- L 212.366883 729.757071
- L 213.134152 725.381922
- L 213.901422 726.055477
- L 214.668691 726.445148
- L 215.435961 724.910319
- L 216.20323 727.744522
- L 216.9705 726.236106
- L 217.737769 724.466958
- L 218.505039 725.484308
- L 219.272309 723.78812
- L 220.039578 726.639572
- L 220.806848 724.623637
- L 221.574117 726.358618
- L 222.341387 724.131377
- L 223.108656 724.441227
- L 223.875926 724.959909
- L 224.643195 723.583699
- L 225.410465 727.870324
- L 226.177734 733.75695
- L 226.945004 725.950419
- L 227.712273 725.231156
- L 228.479543 728.729075
- L 229.246812 726.318145
- L 230.014082 725.846641
- L 230.781351 723.667495
- L 231.548621 728.651007
- L 232.31589 724.989887
- L 233.08316 727.73086
- L 233.850429 723.384627
- L 234.617699 726.666651
- L 235.384968 723.726074
- L 236.152238 725.747627
- L 236.919508 722.404632
- L 237.686777 729.056211
- L 238.454047 725.639426
- L 239.988586 723.793346
- L 240.755855 724.082519
- L 241.523125 726.469511
- L 242.290394 724.837179
- L 243.057664 726.936017
- L 244.592203 724.913457
- L 245.359472 726.530503
- L 246.126742 724.397558
- L 246.894011 725.765589
- L 247.661281 725.916578
- L 248.42855 725.028214
- L 249.19582 726.413151
- L 249.963089 724.885051
- L 250.730359 723.787696
- L 251.497628 726.915602
- L 252.264898 724.453534
- L 253.032168 729.962627
- L 253.799437 728.005656
- L 254.566707 728.543594
- L 255.333976 724.898565
- L 256.101246 725.170916
- L 256.868515 725.259408
- L 257.635785 723.591386
- L 258.403054 728.234513
- L 259.170324 724.568708
- L 259.937593 729.71792
- L 260.704863 723.3934
- L 261.472132 723.603396
- L 262.239402 725.398893
- L 263.006671 726.624855
- L 263.773941 724.764469
- L 264.54121 722.011122
- L 265.30848 726.487676
- L 266.075749 723.248199
- L 266.843019 723.112952
- L 267.610288 726.51745
- L 268.377558 724.588956
- L 269.144827 723.624935
- L 269.912097 724.582775
- L 270.679367 729.459455
- L 271.446636 725.033454
- L 272.213906 726.836361
- L 272.981175 726.879997
- L 273.748445 725.071749
- L 274.515714 728.775763
- L 275.282984 728.6543
- L 276.050253 727.244892
- L 276.817523 727.217824
- L 277.584792 727.985349
- L 278.352062 727.518627
- L 279.119331 726.284336
- L 279.886601 730.928842
- L 281.42114 725.123849
- L 281.42114 725.123849
- " style="fill:none;stroke:#ff0000;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:#ff0000;" 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:#ff0000;" 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:#ff0000;" 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:#ff0000;" 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(#p20a018b249)" d="M 150.218051 744.32132
- L 151.770644 755.942987
- L 153.323236 757.274204
- L 154.875829 755.875902
- L 156.428421 753.131582
- L 157.981014 756.570981
- L 159.533606 757.746327
- L 161.086199 757.898481
- L 162.638791 757.305737
- L 164.191383 757.769739
- L 165.743976 757.867494
- L 167.296568 757.738866
- L 168.849161 757.615359
- L 170.401753 758.03358
- L 171.954346 756.590132
- L 173.506938 757.490484
- L 175.059531 757.930013
- L 176.612123 757.998385
- L 178.164715 757.398153
- L 179.717308 756.681055
- L 181.2699 757.519325
- L 182.822493 757.062255
- L 184.375085 758.048423
- L 185.927678 757.054073
- L 187.48027 756.635523
- L 189.032863 757.809353
- L 190.585455 757.756991
- L 192.138047 757.987948
- L 193.69064 756.858546
- L 195.243232 757.762642
- L 196.795825 756.527722
- L 198.348417 757.947254
- L 199.90101 758.019369
- L 201.453602 757.97741
- L 203.006195 758.029591
- L 204.558787 757.203833
- L 206.11138 757.732183
- L 207.663972 757.951558
- L 209.216564 757.612537
- L 210.769157 757.828629
- L 212.321749 757.570894
- L 213.874342 757.896224
- L 215.426934 757.517014
- L 216.979527 757.051186
- L 218.532119 758.005597
- L 220.084712 757.581287
- L 221.637304 757.631112
- L 223.189896 757.999471
- L 224.742489 757.836749
- L 226.295081 758.046503
- L 227.847674 756.624323
- L 229.400266 758.047154
- L 230.952859 757.031581
- L 232.505451 757.866037
- L 234.058044 757.979189
- L 235.610636 757.921274
- L 237.163228 756.861881
- L 238.715821 757.982985
- L 240.268413 757.820766
- L 241.821006 757.6875
- L 243.373598 757.601209
- L 244.926191 757.79474
- L 246.478783 757.614868
- L 248.031376 757.621131
- L 249.583968 758.032218
- L 251.13656 757.905583
- L 252.689153 757.990034
- L 254.241745 757.237738
- L 255.794338 756.763628
- L 257.34693 756.143939
- L 258.899523 757.182434
- L 260.452115 757.5362
- L 262.004708 756.777593
- L 263.5573 756.882235
- L 265.109892 757.502851
- L 266.662485 757.605402
- L 268.215077 756.918786
- L 269.76767 757.484909
- L 271.320262 753.181464
- L 272.872855 757.711031
- L 274.425447 756.425264
- L 275.97804 757.720542
- L 277.530632 757.770508
- L 279.083224 756.340005
- L 280.635817 757.630316
- L 282.188409 757.95768
- " style="fill:none;stroke:#ff0000;stroke-linecap:round;"/>
- </g>
- </g>
- <g id="axes_156">
- <g clip-path="url(#paed3c7bcd5)">
- <image height="27.6" id="image9047d7d04c" 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(#paed3c7bcd5)" d="M 320.155938 727.868296
- L 321.366676 727.868296
- L 321.66936 728.17098
- L 321.972044 728.17098
- L 322.274728 728.473665
- L 323.182781 728.473665
- L 323.485466 728.776349
- L 324.393519 728.776349
- L 324.696203 729.079033
- L 324.998887 729.079033
- L 325.301572 729.381717
- L 325.604256 729.381717
- L 325.90694 729.684402
- L 326.209624 729.684402
- L 326.512309 729.987086
- L 327.117677 729.987086
- L 327.420362 730.28977
- L 327.723046 730.28977
- L 328.631099 731.197823
- L 328.933783 731.197823
- L 331.203916 733.467956
- L 331.203916 733.77064
- L 331.809284 734.376009
- L 331.809284 734.678693
- L 332.414653 735.284061
- L 332.414653 735.586746
- L 333.020021 736.192114
- L 333.020021 736.797483
- L 333.322706 737.100167
- L 333.322706 737.402852
- L 333.62539 737.705536
- L 333.62539 738.00822
- L 333.928074 738.310905
- L 333.928074 738.916273
- L 334.230759 739.218957
- L 334.230759 740.12701
- L 333.928074 740.429695
- L 333.928074 741.035063
- L 331.809284 743.153853
- L 331.809284 743.456538
- L 331.355258 743.910564
- L 331.052573 743.910564
- L 330.447205 744.515933
- L 328.933783 744.515933
- L 328.631099 744.818617
- L 328.328415 744.818617
- L 328.02573 745.121301
- L 326.814993 745.121301
- L 326.663651 745.272644
- L 326.663651 745.575328
- L 326.360967 745.878012
- L 326.360967 746.483381
- L 326.058282 746.786065
- L 326.058282 747.088749
- L 324.393519 748.753513
- L 322.577413 748.753513
- L 322.274728 749.056197
- L 320.761307 749.056197
- L 320.458623 748.753513
- L 319.853254 748.753513
- L 319.55057 748.450829
- L 319.247885 748.753513
- L 318.945201 748.450829
- L 314.707621 748.450829
- L 314.404936 748.753513
- L 312.588831 748.753513
- L 312.286146 748.450829
- L 309.561988 748.450829
- L 309.259303 748.148145
- L 307.140513 748.148145
- L 306.989171 747.996802
- L 307.291855 747.694118
- L 307.291855 746.180697
- L 306.989171 745.878012
- L 306.989171 745.272644
- L 306.383802 744.667275
- L 306.383802 744.364591
- L 306.081118 744.061906
- L 306.081118 743.759222
- L 305.778434 743.456538
- L 305.778434 743.153853
- L 305.475749 742.851169
- L 305.475749 742.548485
- L 305.173065 742.245801
- L 305.173065 740.12701
- L 305.475749 739.824326
- L 305.475749 739.218957
- L 305.778434 738.916273
- L 305.778434 738.613589
- L 306.081118 738.310905
- L 306.081118 738.00822
- L 306.686487 737.402852
- L 306.686487 737.100167
- L 306.989171 736.797483
- L 306.989171 736.192114
- L 307.291855 735.88943
- L 307.291855 735.586746
- L 307.59454 735.284061
- L 307.59454 734.981377
- L 307.897224 734.678693
- L 307.897224 734.376009
- L 308.199908 734.073324
- L 308.199908 733.77064
- L 308.502592 733.467956
- L 308.502592 733.165271
- L 310.772725 730.895139
- L 311.075409 730.895139
- L 311.680778 730.28977
- L 311.983462 730.28977
- L 312.286146 729.987086
- L 312.588831 729.987086
- L 312.891515 729.684402
- L 313.194199 729.684402
- L 313.496884 729.381717
- L 313.799568 729.381717
- L 314.404936 728.776349
- L 314.707621 728.776349
- L 315.010305 728.473665
- L 319.247885 728.473665
- L 319.55057 728.17098
- L 319.853254 728.17098
- L 320.155938 727.868296
- L 320.155938 727.868296
- " 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(#pf5f7ac0e77)">
- <image height="33.12" id="image52f5eb34b9" 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(#pf5f7ac0e77)" d="M 359.967678 725.682982
- L 361.780457 725.682982
- L 362.143013 726.045538
- L 362.505569 726.045538
- L 362.868125 726.408094
- L 366.85624 726.408094
- L 367.581352 727.133205
- L 367.943908 727.133205
- L 368.306464 727.495761
- L 368.66902 727.495761
- L 369.031576 727.858317
- L 369.756688 727.858317
- L 371.206911 729.308541
- L 371.569467 729.308541
- L 372.294579 730.033653
- L 372.657135 730.033653
- L 373.926081 731.302599
- L 373.926081 731.665155
- L 374.651193 732.390266
- L 374.651193 732.752822
- L 375.013749 733.115378
- L 375.013749 733.477934
- L 375.376305 733.84049
- L 375.376305 734.565602
- L 375.738861 734.928158
- L 375.738861 735.65327
- L 376.101417 736.015826
- L 376.101417 738.191161
- L 376.463972 738.553717
- L 376.463972 741.454165
- L 376.101417 741.816721
- L 376.101417 742.179277
- L 375.738861 742.541832
- L 375.738861 742.904388
- L 375.376305 743.266944
- L 375.376305 743.6295
- L 374.288637 744.717168
- L 374.288637 745.079724
- L 373.563525 745.804836
- L 373.563525 746.892504
- L 373.200969 747.25506
- L 373.200969 747.617615
- L 372.838413 747.980171
- L 372.838413 749.792951
- L 372.294579 750.336785
- L 371.569467 750.336785
- L 371.206911 750.699341
- L 367.943908 750.699341
- L 367.581352 750.336785
- L 360.330234 750.336785
- L 359.967678 750.699341
- L 359.605122 750.336785
- L 358.88001 751.061897
- L 358.154898 751.061897
- L 357.792342 750.699341
- L 357.06723 750.699341
- L 356.704674 750.336785
- L 355.617007 750.336785
- L 355.254451 750.699341
- L 353.441671 750.699341
- L 352.716559 749.974229
- L 352.354003 749.974229
- L 352.172725 749.792951
- L 352.172725 747.980171
- L 351.085057 746.892504
- L 351.085057 746.529948
- L 350.722502 746.167392
- L 350.722502 745.804836
- L 350.359946 745.44228
- L 350.359946 745.079724
- L 349.99739 744.717168
- L 349.99739 744.354612
- L 349.634834 743.992056
- L 349.634834 743.6295
- L 348.909722 742.904388
- L 348.909722 741.816721
- L 349.272278 741.454165
- L 349.272278 735.65327
- L 349.634834 735.290714
- L 349.634834 733.477934
- L 349.99739 733.115378
- L 349.99739 732.752822
- L 352.716559 730.033653
- L 353.079115 730.033653
- L 353.441671 729.671097
- L 353.804227 729.671097
- L 355.254451 728.220873
- L 355.617007 728.220873
- L 356.342118 727.495761
- L 356.704674 727.495761
- L 357.429786 726.77065
- L 358.154898 726.77065
- L 358.517454 726.408094
- L 358.88001 726.408094
- L 359.242566 726.045538
- L 359.605122 726.045538
- L 359.967678 725.682982
- L 359.967678 725.682982
- " style="fill:none;stroke:#000000;stroke-width:0.5;"/>
- </g>
- </g>
- <g id="axes_158">
- <g clip-path="url(#pbc9197f56f)">
- <image height="39.6" id="imagefe79932cc8" transform="scale(1 -1)translate(0 -39.6)" width="33.12" x="389.266958" xlink:href="data:image/png;base64,
- iVBORw0KGgoAAAANSUhEUgAAAIoAAAClCAYAAACDfWWHAAAABHNCSVQICAgIfAhkiAAAIABJREFUeJztnX9sndd53z8n1r2USYK8THZJgSx0rxBR8ujZVBHZiuU07FrLmVPEDlbPW7wlBbqkQ+s1ARoU25A22DxkW5MmGNIaRdO0Sx1sQZ0UaDyk7mznD7mpXEnuImoNYUkuzEuUrEgi1r0EyYj31j774zznPM+h1flKpH5l7/OHdO7le9/3vO/7nOfn93mO877jKaigt6C3Xe8JFHRzUMEoBXVFBaMU1BUVjFJQV1QwSkFdUcEoBXVFBaMU1BUVjFJQV1QwSkFdUcEoBXVFBaMU1BXtuN4TuFb0LXbwCzLeBbxPxo/zt5d1nil28MJZ+VCHj5XD8CHgpy7zXDcTFRKloK7I/bBlj93njJCsA2syboGfcGHcBg6E4eCYp8Wn5aCLfIbPAvAs8MKfyddHgWUZLwCTMr7PXHgC7uwPwyawX75+9odEyvxQMIr73I78Ra6bP56S/+vAz4ehrzoYld/2eWUmzG/ngadlvAxUZVwlMBpAH+k8lOQzwENwt6ik9xEYB+CLNzHTFKqnoK7opjRm3Z/JtBvyRRmomANa8n8TlRDj5pjD5FIkjjtArzl+SsbfIKgfCBJl2YzvMeeM0mUNTpTC8JQLhi7A/fK4b0Z1dNOoHvc9YY4OMChfRlG/LN9DeOlx/MfAtIyrKKOUgA/JeAI8Yrus6zH3lz3P/Sc55ssoc4yhamgCZZQjMDAWhivezGGZxIh+Xy2cm0Y0kfjsTcI0heopqCu6KVSP+4qZ5mHwew6FsT8BwMiwZ2lJ/t5EV/wMqp7WySWBjH3ZBcM1kkiCxTGCYQxBykQVVkO9nrvkM0AbVlblnB2nFmwLVW1yjuf2AuIh/S47+Jc3gVS5oVWP+xdG3YzLl/8WfL+8qfnT4f8quFm5jXOoShpFVc+s+X4S/DlRN1GlQPCM5NRu3cOP/on84Rskl+mfvyu5xb7icBW5boWg0gBfcspkC6jdM6HnLovu2YlqxJ8DPnWDMk2hegrqim441eOWZEqPA8/Il1XgYBj6GYcbC6vYN4NUcMd8UDMQVnA0didQSTRJUgf+eRckDwTVEFc8JKkQVNBh+VCBu98VhlPg1136rR+XOYz6NJ9MzXX0nK7vzcJ7ZRVWRN39ShO+tCfcf+MGkyw3FKP0sEN1exPV/1PgD8sLmfbwq+FrV5cHXyInCXaxYF5qL8pMT8PrZ/QyUfTfMk1ufzw2IOd/twbrjjk9T4mkYnbfDgzJ8RdW9BhjM/lRuQc87Vfl7+voPY/DnAQIDx3YwfEbiFkK1VNQV3RDGLM1EWwXgaWYmX0JDWCdBH5Xxmdeh/5bwvgu+W4cFfUnSVLBL7hghwLnN/R6J8mFwvtlfNvbwb0WV/Ey/NSuMJwiSSk/69RArhl1UiHFVPyEU2+ro3NzveHY3ftg7jn5+yxqUB9GpSjwy3vC/zdCrOW6qx63uoP3iqv4wquot7CM5mmmCQwCwBqUo0qQr2row26gTDMNvykMMovGwBZQj/WjwG0/KnP57t8A39STPiOM8grKtNPmx71o2HWS4DUBbsbjKy7N0c0IM4mKmXvenKOMRoAnxV0Hesqe35evP8t5Ajji+lGhegrqiq6bRHHPyaVL8IJ4NKyTDFW+8xeEeDlBBTwi6mZhQL0UEe/+JYcblFX7ACpRvqbX60OFzjwaP6sSPBYAvrtCcq+owht/BUDrzF7OifH7Jzor7niFoCIheFgnZbxsDO0Kqk7ivHrRmM44lEWtbVxwab67ykEVAzzCj/DUdVY/15hR/hwAd+E9Kb/iKl51wq8D3/k9+fBNEmjkxf+A/w15iCfJYQTyXXRTqaBexEF4+IT+LPLNDPqeOgRGA3Bv9zA4kP7wzF/vBeAXzaUmUYa788x6mHOkyGPGJfZjNajOhfOj5uA+YY4z3qmKLZFU3EWUmsDn5VV98joxTKF6CuqKrrFEeRIAP/NjwbokeBFuTVbaM6CRsGWSaKgCvyVfm1WXRHkFNQ6n0ZV9F+ySIMkHJmDyv+rPohCbBV5flLn8A5cF3377r8P/3zTHj5sx/beqdFtDxVTJSLi2kSTR+G7Cmefk7zPmhBVSgHDpIAwPhfFzbaiIBDrE9YmvXDtG8SV9INPA8zIugV8W0V/1sBijoWPAwwD8zRmn8n4CfeDRQ5pFX9KEGYN6JQ/AbmGaT/979W1KwC3ihmZudhMOi9q6C728PcQfdrj3G9soMk3J/GCZ5AElW8jO3erBPnWhWYCleJ9l+Lqg6splGJTX1rqGDFOonoK6omsgUd4R/uugRuY5dMWtocCeXgdvD+Pzr8E5MSPnAV4L3++aQZd0RJ2VyCEEE+bc0UV5hSTRKuQQ2CTpBoG9pIPumA3DL5xImpK7gF1RAo0K/hagDm5epIFF3Fng0rIxyDerzzg2kihddIqE2nvfmMb7JtnB9DWSKteAUeSJza/kEMX4QNqkMOn5jTxFkmwBVFJ/APQBxpdhUW0VlFFKwH+W8TfgdcGLzKLS/i5QldFHcrQYBB4NwzvqcEc0ndbJk4iRZjWXQ39ZAdgWomlRbzEfNWG+r6JqdRl1vZ+HWCjwP0/A7rvD+PQ8uhCuMhWqp6Cu6CpLlEdJ+qaj4CJfdrpy5uFPJcx+zPyyjvo/0yhyYPw1uC16NfEcDXSVD6Ie0FH4wVfC8ElUKvWi6INb3obiXg+aC62j6mEcDZotkwXLMvxuf0wItXVubVRilMzvMjhDINfnc5Ea59VCv6/A3NfteeREw1b+bj9dFUZ5Qk77GNO4C0Hf+HGD+tpLpotLohLG0RdYQ9+3LatZBm6Lv40ezSwqyquoilsIpgkEs8AiGyP9xRvwrpjAa5GSiLxoJlBHX6xBsmVMAPCq6Js+ctvDekMQGNC40mlC51DGi6pr8/EdM6+mut5/OgzvuYr2SqF6CuqKropEeYyPyKjCe4fitwNa0nmOLJ3+7lnz4yhSpuE+ya+Mogt31ByaVu2HUI+qjIKlZ9TufQVdpHUUn/SuERIG1h30AUYQ5xhXrvWqZlDJUEelxaiZu00jWHC1lUrDZfMh0O59MBdvcAGVutb4t/VIHdIDCUWN4XVeDcmy7YziXt2B33NcPtU46uXBz5qDOuiNT6G62EIXvwy7xf3d3UCf58Sm4yGI5Siaz6H+40Iu9aNUnwT+UY98+Hng43p8wricQ3VVnRQg/KvXlGcGmuRQh7qMbeFZrzkm+3+nfLiNyFUN9tPTH1ZHu46ujg6qWm0EeJQ0mc9dgFlZlO9h+6lQPQV1RdsnUXxYLr4PYLd82chdmShWK+iqsAZhGV2un0ZRYjZwViJ5OK4cvagReHVJ/x6vU4O9f6mXzmzKqHsOkrCuvuM0T7RMFut5/bV0R0mrvGvBfFhG3TRblbhvgJQLXo1xeFCJ0tS/U+HdMrpYhhPW6ra4YBGNvuRUUlfB+fA8Jt32B+K2j1Fs1FXS6javRxlliHvM72ywzAay+sgDalE3jwL9wogpdbIz72ZQl/EUvEuQ/JU3cvBcYsIGcHYFALdgkGkPo/iS39LTW9eaCZQp11GVZ0O/kysw/IEwFrUC583NjQARpznIUUZktJirNRsUjM/JBOXcQZ8meXoMVVXbRIXqKagr2iaJcgqGhIWX27kItv5/lBz7BmA9rOLMyLUwNGtMLqMLsAOMBonlh6JFulNXUC95RwJJRh/+jp66AyqhZnTsxxwuYs2bJjcD7JIcVPU1uGXE3F8kC8S133dAAzvxJhSWVOPZJHQvAhvz4ZqtkkuZ5H39cFaeY9lB+0IYu4pX7/FF1K17P7je8Gp9//aooG1hlD/kID+d5P1ZFZNNVDTbwNT8Su5K9ppjLgFHyZjMloA25cl0TCR0ghxiL9efIu9/kzFezKm8aPI1BizNKMnDumUNvVYfOYNGKoNrK6TgvfL/0YSi3kWN4BnOtTfdZ2Q2c+7z6PftdXN/vWhE0dZPWxe6n22hQvUU1BVtSaJ8R35+3vxLHRW9Y+WQ94A8HbyGllyM3aYnbJ/IV6v1jKwKkxWYCtPL4gFAWGVxlZtqw113w4ej5OglzzDbmiDbJOdnZHwUVYPWS1sjjwDG1d0wCLdxBSzVXAgM1fUWMi/Oozkwt+DTeMV6ibZc1RbAj+lcBvbAiuBwJ4e3xwPaEqO8h+/I/0/CCbE5+kjum2tvZA/et83L9HI8J/SEbVQlrZMHqGyUEnNMJNs1KertXjSANoZWem1Wa/eYcfy+gjLz5IraUvb6tkNTxczRlomaSO6cqLu5cTK3djiphwF6+lt6nciQTRgeDsMlG/Ud1Xst95Nc6xfaOpfTzwFH2DIVqqegrmiLxmwMHPxBsLohrJ4o1m0F35pgYgEqxqOwbbXaJCPTjXrKstI2qEHFxGbknCnmsUYuIWKsflTPxyg5TtVSlEz3mblMwn7xVs7UtItkJlHqJK/KNVVVsG7afZVQY/lSRnBHp3iIVqoHnBuXkth4zV79bVRl+/r1t/vREN6fl6FtUu+PyGveSm3QFhkloOqZX9EHaKKVfsHh9gpzWGvdimnIxbeont0OGil8CjgJsg03AVFb9hxRh1sbZYycgaxaiXre2Ciu7hOTD5f1wVNBPaAO+nYOoqptmizIlUDSoLaLub5/IKLhBqgJQx5nP8l1XphL6smd88rkxuW/2K9ztBHjCgaYDXz9ezK4nSumQvUU1BVtTaKsiiE6T254mvyHr2lPkLQq7TGbQT4uWG0NRtDA1E5GWEyHLA5H3SKSZQGl0qa5RO04b46rooXhFVEbkKUKlox34xpe4yu9aN5pApWGe8nVk43TxNiQBSNFdbe8QmPBqKl47kFw35B5/deXSQ9sz7tDZT0w93Fo9IegY40N5mxfirr8b0P+W6BCohTUFW1NokTda4uYLI503Biwph73TT1fresbs8BlPY+jlVb33UMwKDq9FUsl7LlL5FHcuIobqAs9YYqxrBs+jq70GVTqlUwflLtMzGZ4OB3k+3twq5Lcs7GVZRSyGRORs+B+Vs532BjlHbTZ4JoP/W2BgM+UB/bqRCjUj8cvhRs8P0wekbUlK+Jxuws78ENXZtBujVEihGANVR91kkE6OeY1w7uG8WIGtTAb1CDsRdMigHvR9BWRG28OwYq8/EGBGbR6DVi7TIYpTQ+shb54m41dA99nyjuNRZhKXUFT+zEWBLjVxXRPFYIXAnB2lTyxtBmedw6N6YySZ76jqvx9YDV2pYRMf8RWX8suLdD2KvrsSuZZt1ya+2D/lfdMKlRPQV3RFiTKT+aAo6hKasBYqFDaD+yUBbizX4ORg7RotYwBF3EfNqK5TA4nNFV+cQWuRABTn1d14MrQNlZjnONBM7aFVqDG5qy5ZgeVdNawXVbcBxWBLAI7x3SzqEo/nIiu8jy60q1kkd8xiEqRcyYtMY35YZUkGvcMqCE+DW7SSAkjSTdinMr03W0dmQT+giuhLTDK/TD6Qhgu6GSC1R52q3mKz/AZPgUE9aw+DOw/Em7wzLzpHL0JWpB09wMwciAcf5wablCUvclSx8bAvjyiGdP1JeXOFlmGOQXE7DUrqNdhvZhpcgY2gbVoA10kZbs4BDSFUc7W0YVg63ss0Dqq7TLKGzWCPRJ/MCI5sZ8hb4kaF2gTfY4L4EqmxWpk8lPTfEAqIZ++zOBboXoK6oq2IFG+mGNHoq11pIyuLfgUjwDwCE9lGKXFmM2y2dh1VKzbTO4yLEYPZ98Avj9YZ25disuqZtWsegZEorSGR6ApXpSt15iCmgsrrjGmxillkhQZGfZqcB/jzTBNyFDw4Z6U4kLf7WAuqqF4Py0d+47LVWKc4wGgc0cYj6Oe0z0k6dYz5rlTvj5tM8yWqtKbF2AWjh+4xDFd0JUzyreWtLP0PHqz820Yi4/sOLGb4TSwtGp+vy65mwZ5V4L4QhbgvDSy2fVl9AF+YQWG9gHgh8PmCT142lE1rMFKfDHlCiP7wlwWO4Yh3IAO530u7uN9fI+wjUucl8X1ms4J+5z+NNIicCLOdx4G5OWsRFVmvas11G0GVSt1FOg9Tqo9GhhSFd72cDqi89AmQG7SJ7XsFnyW3lgSdByp3qo7KlRPQV3RlUuUl+D7AY7CAnBHNNhOAciuF22gEsLszSG0qe+aezOuA/JM8gTsEiNz7g0Y+0oY31IBfi10LZ6UOEodOBuNwxa6mnrPZNnoOB5AYzEZ/HCaS7ep6JBJnQRK6gDlIN3u50xSPdPUcLMiJmZSokGThpPgGyZ7HiXUODnCHv3+iJEAEbP/wgIp0eqmPH5PUMn7gLPRGeolx6/Y+7sMumxGiTtx+YU3F+kDeU8yk8dZHOqBkrwd6/pahFn8G2R76uy2IJ4GqZB8+tHoJ17EdaQ60Qb/+shftlxzpcSbyzwhj2zazy09p2+6XCVVA9M+e8RRK8e3c17dX8ir/CAvqe01mWZbsD4Kvj8etJ8pno1nVmh2E1XJ8+DGAjcfKcNF4cO5eD25vr83NFp5gsd57DI8n0L1FNQVXb7qMS0fYgnDrhL5/n42cxppXpHybkZBPn7M6eranPmNAa8JlGzxeFviOOVy1uw3ekVwkRER1EuefLMlC52M1xxDRb+dy0Le5TFJw1myjPScGK1ubQM/JHPYt8s8kOANutEG7hWRIifR5/QwWiTfQp/L6BxHY5rB1Du7ca842aFciCWysM9qeCYAj/Fx4AuX+sUl6fIZxfYeiy+nTd4Y5lI9XZbNbxvkrQWs6rGlG/a7fQIaLS3ptZL6aDNsIsDOt/SapstjemCD5vq2XMRWJ5qSQL+Qd6WMsARfc8o0dT1neQjFBLuLCjCPLvFwDz0HAgO3zYv0M07BXWtoAM023imb40ddYBaCbxn5qoVRTx00iDgKGoH8p1wOFaqnoK7osiXKb8bweB95YzrrxVjpYg3EuIptw5MqORTSGpBxvACMSuBs3Hwf1Z0bYFFSpO5CS7PaHTQvEn8b5yurzK85hRCYoNrAEKzI5ktuzafuj+6kwhKzSj1rcPdjnkc7jxMBHG6zMXR/GB+Zhu/JvR27xL3F+7feig3+yXXODNU4JAGZl9G5A0l1B/CVdArMIj9vTZfNKI/xh2FgmaBNXv4ZxbHFetg+IYfRmx0aJglKv5LnVGzkNwalbt8N5ShY5eDVlbBZJASdHwOBFVJE07sR+KO4lakm01xTg1O+YoJW8z4DYbuWnL9B7rraDg3L+jgyHIyNPMf/S8+F8bS5T7vYbGCvQ156Kwzv8FrjREPnO2PmOK3Hh72eYz3sGbQF5ltToXoK6oquIOAmS9SG7S3u1eYrrEdhAj++aYBGS8CwIOydoNkQFNmlGtzZZSdGoit7Rdu10FV+n/lda0lXrkXSl0wmedacuuQUnQe56LfVhLFQwHaRsl2RbBAxOmMlcgkc595rrlNFjdA18p778RFsLoazgK0ogY1X5Xo9XnJvuYh6a9oawm3cjKMLe9h8Z5OFNmm1xibAr95xQptB3mQ4HV8hFSk0g2fhm043Jqii6vcAyrSDqKRtm/PVyVXcuh7v62YukQnuMQ182o4eQY21l8x1LdOw+V7JO3ez6XdxXCeHi0YVs+bfzCCbzzOORpKNl0QD2BM/7ORyqFA9BXVFVy5RKuS9XaWHvCuZrkXxOMhB1KYiMKis8GE/Dc6UA+iJ8vmUJwo5lXixXTwiLSOeGpIltDCnXknJZ0G7uIESq2gx2gIq1puopKuYedVQKblAVuXn1zTXk7alXSCpPN9w2q/WxnLuM99F1WO9m0HyOE6URE00T3aXkZ4ldJeSNQP0egV9H/f4PI2RLlDncujKGcW6x6ZhTrYNPaZ01CakrCieJrXyOjPhDARgZ7JXgh0RrPVDHE8/vV8U8bO3T7E/+qCD6c+818FRpNmO9ZyWDZL+KPoiD5jxoDb79aOOQcGvtBghGFabYJHr6MKZJe+mHCl+VyG3UaJ6LJFDMZubfhePiSp/FrXHlrUnS4ruEnZMjUE5JuAjPAXAk3yby6FC9RTUFV25RLFlBpCnkgUZ5qedrpwauhJs4Tao5zALVEXd9O9UIxNwoyGJP9wveRtCmyqAQxxNwmq4XxfiUUa07fiyoMniXOO8NsdF6vJ/xXRfqkJr1VQ8xnjFAvkulrZkJUrbBipJI0rNGs1HN13fSl2Ta7JGa8o7lcAdVvRatl9vfHYNA2noIwHf4fNcDl05o/SSt92yZZNR7zbIW0ZF0TyKqp8qWaFV/O1gvwEW9oFfDzc70u9TXqcuf96Pgi/rqOPn5hfV9WyjUIGqy6PE8SXYaoI4H2DQecWU2PuwzX4m9T7cqE/oNF9SqGNtSOCXQ/uhE+AJHDP3byCSGfxhmdz1jQw5a1z7ujm+bn7/EtmG3kxJGXDZ7BjeBRWqp6Cu6Molyjh5yPikfu8f0jKLlHcxzYZdR41A38wDa+4Zr+eMu3E9SrbN68rvhPGSbEh5/H/3ELG5P0eD46LL3PK0qjVb/tFGpcI4KrL3kmevpdPliq3C64U7JR4z3XZZCn9SDN7p4RFY0nTB/SJJVFjtgtvlhw8s6R8G9Rllhm2cDwTJYktwU7G7OXYcfXZV9D2NA2XJwmdJsLemrTFKFG/nyBrDJNl/GK2lbXhlJlC4Ys0Ub82gXouFHrQFFQ+szKO5nO9+P5zDTeO/+/cB+FLVcWhMrfy4N8Hi8EeYEi/mz4ENsTkYR9VjlSzIN4IRzwaKMD1vOhuY4Nd07LKwtJL1gnlW3PhDye0aJAW8fqoMddGDBuHmjhrPccLAHDbXcNsmPRaaEbE8thH0B+8kVB1dPhWqp6CuaGsBNxvCr5rvI5kgVIaNLaMIt1GT9xlVo9VVfZKOfk+Pei8tcA/EfiayseXCO3C/KDGEzzuOi7cyUvap1dUIT7IYxdvq6awYPlELlRyj6PF9p1Vy2BJRC5dYBkpi8g6XQ2Nm4vlCtvu4VFC6586oFDuMwhAeQgNop8x1fns3rEp5i/WAbJWjafxHhVwyy9yfYJrHeOISN/7WdOWMUt4H5VkZt3WStj8Z5I2Co71QMTmdo6Tfuj6TxxgHX5Y/LLW1R1wb/JQw07hxDaMqe94HeCWwODbFIXkLdYC2VAfMkLvHkZnnScxfc57G0iW6HNTRl7BG1rlR1WUdJsSrcQNwQQJ0HfHkjpG72FGt/D7qPfaRPDN3RyPYe4D/NadejE2WdqS1GOIJid3Xc8SzsTfcx2N8nm/zSQB+sigpLehq0BVLFLd6RgNYFvxsQcnGEvd9TrYkAdilfVMmgeHw/TCwGINcs+S5pLhaTTmGlNSwseRUfFsrv/oCF+UcOyGPV/Tp8W5CVuI5Xa2NjvFoTODvTUgzC6+IzWABnDQ2b7+QwxLi/1Yl1829WQllr/O5H4TxZwdUxWGOnzWh+8PkcZg9sfB0UZTf5dOVq57nyXe8sv3R4oM9hz7YSWBNbrC+ko4fPKDW/U5gRFzMxXUT1W2T7BW35hmWYqhof7wJF4L+rmkZJZJ9iFWS+HZ1j583jBqpYn5jmWNsU4TOi0vsLuoVzbPxTVGZBw2E0uJV5sm3rYn20jrERJV7taVuvq0Dst7gAul5bdQdU+IFHuUJfgSp09Wn1xUVqqegrujKJcoy8EFZrrNm65Ve1HJfRldOFQ2nV0grtoVLUqUJtKUnqpv1OXBI2o0PmP6vc2Y7kn2ihnYC00nANmnEPQ3dgEqCGqrWbL+TWZMxLhv87JiCqwEYCyrmfhbTunyS/cSscpjFy3EKebtzwB90mqM5hxrqFn4wigbNAGakP8qdaC+cOuoBtdHn20FxtaOeqBCf4LHLqg60dMWM4j/2t6Qs131fV53/HLx+Ro+75RJgb7dsMCsz0Ip90cqmlacp43RN04KiF1YsUg5gAXZKs91J4EHCBJ5mRD2E9ooi3PZokz5oXxK66Uo+qwlyp2ReBl7x3mHb4GMXrImn01nS/YvWUfXQ0P/jjq2u4vX61naqgz+sRV8JljmDLsoXzW1YZKFp30EDluQ+jvfDY1wZFaqnoK5oS5hZtxpAML6/ByZkWfySLvSBt5OVembdDONK6KAeS0dT+67Pp/ZSWYMdK8qjETipGu5JHuSQ7AIMF/NKwVRZuJQaHzN2MWmh9jp5AM2Wjtj++TKXFx6AO6XOaT9HmZVxewmIyDdblSgGtx93aV9EP27UUNX0v7ct4TsKLXDjpp/LKfKYyhEZr6Ge6Azbsr/g1sDVkpTjobYm/+6DgfhC6qhnNMald/SyL6eEQv7GzbZtk+j5z5nzRFR/xwShJuB41XgF8fqjKENWSGroQVrpkLM1VD2UUJ1vI6C29ngSRsQ2WkR7DPpll1qP+j6XY1ZAAnaij748hz+qKiYj07AnwSxnjDf4CvyVODHvPAXuQbnmXgdDwSUu34uxo65804RC9RTUFW1Nosjqd9PGQzmAZi5tuUaVPNZi4xIWSxot/QnFtbqmz6WISKCEx33FXGcaNeQ+aq5jV+s8qUT16eFDJEt5oZ3Uilv2KoHmyQJ0NnAWPbBpDkHzRLqPlBHvkIfrkTnVTut849xskbyFHCyb66+TjNmVM3rKdxoYB3fvJjoan0BvYyu0JUbxnwiizP3KDtyHROzNOEWbg1roC8A3ZVxC4RALqOoZJ6kEt2Y8owb6RDrkmA3I2njaDtWuqgzmh0ZgQtxXw8A1jtN4Va4zjTLtGG8OzCHzjsnKoRFYNee8FDbENu2ZNfds64piRYCtSbLIPxvXO4kGK2nRiImnvaQcFwzj/OM6h/h8t2CrFKqnoK5oe/Y9PkUGmErdlxfItkhJ4riBBuUW0FX0sDbSZVnEP+Q4XNP1OcYWfM14Ua8gLUxD7mhJvh9kkRVb9hDD6vt61ItYI4191eE+boJixsPywzLh7y3lXbejyrMdF14hz1RDjiPuQz2UcTO2qZA1NCjXMM+Fl6mNyLiiuR63vHjplMMWJMr2MMo4KlangK/JuImKzHFDNZcXAAAQEUlEQVR0o4CT6I3Pk99UFNsVMshBsntOom523XgLe+Qp7NmZdt9I5wFWzpK3w6jLuE/tkqz7QtWg9u9ShJ1ubS3niZ7RGsrws6gX9hI5Y9jfxv/jNQfJk4VRPf0ximSzzE41d+FtCEEis7v3wKcvcfnLpUL1FNQVbYtE8Yedht73lVV8HkMlyjETnh8FP2iAzrKK3O+acPZdZGHpWKKxePcgvCpZaBOQiruqu7riXMsu5IYAVs6hq9+uvir5it+M0ANowqIY1oNlz6DokFavUxDTz5PHieLczsHrfxmGt0jvHMbM9W3/O+tRnUSlSAOVJGUMcPodST35plNn4aMwLPGdLwA/HXvapMKiy6dtYRS3pk3n9rOh9koHrcGdRV+CbZNhSzG/9AOSkdDYpVDLCdP1en0l398GwsOK6qjsGJG0+tJq2OkCpNdrZEK7W8Y5r7Uxa+SFW3Zre5n7xds1sOZGffA/IwnTlPtho9elOd4SzxmhEH2oarIR4HW173zDKXPYctxB492cMvdkNtfy447Je8N5fpr/zuX2a7sUFaqnoK5oe4zZZfAHhMtXYb8Yfmct4LdJLm7NFipJ9D9yK5RuDeP7FBtLeSD1QslKJ23ZQl3GYwNactoPi9I4xh1+Kptvoo5uA+cbLgddW8NRDMtdSJNfyLyIgbI0OgbaF6BnXzjnxr9zaohHKTqj9/yDE3CrDTjanFJUSePkwTobwIvztfNet0b3cQqJUtA1o20zZtNGiffBmQ+KMp49nW2alDAVa+iqMOh1P+rUgI07SwBcWMniMclYNu2v4rnvBD4mguhLxjHcNwRnIx5lBnXnbXckm5kGlQSjsH+PgquSXWB6n7TKk+ACOqVnaJG2gKp6hj0bj0rrjVPyw3n4vkT7vwE8JONdFfD3meyxvefS3zGOc+8l25Qqlyhbp+1RPfd24Jdk9mvAlOQxFlCjraRgHaYIXgKEFxVjB32oARuBSpB7ImVFoUWPpjW2P4G1z6Pv+tM8zuOies4wgovbGmxmiEi2RNN4Y9y1KX5ie8tZknD+xoJLu6C2l4BjbT0/wCuaf5nFaLhjKHOY4J/dUJ5edDF1zFx60QU0BY1UEfhnb7rNK6FC9RTUFW2PRAE1Jl9BI7OTqM9vw/m2AMvsogGm5raENg0uKabDNX2SMK15dWtjlHaw7IlIzIvAiHQYWrII9w5qiA6CbxlxH6mi83LzPktcDsjhO4essLuYJwXr6Q+495uEKcDX9HRjehjnV6FXYi4mSc47Tbv1zdWZKZy/QNhvECiPwcYV1hj/XbR9jPIHclv/uqTqphf4NRnbAFITzfU8CTwo44dQmWxQZT2/4GlH4E7V5HWit9QgBZ5aRxw90rXx9BKX7vhYQwNldXNN2zKsQt5zRPRD2cGK2B8rHYVT03tWjz2szLQC2V7JANwFD4ddVWgDt4oJ84MNXT/rmPVzALXZLK7XNvWJJyPyyyzbSYXqKagr2j6JEuk3y/ArwtovkfUhcbEdxUktRs+2belDjdxvkm1d752I0vJwwLyCrnjruZyDdvQKpsnBUpFKJNyLx+UdKk3sIjbPs02O2xfIvaTYF79u2ncArWERE02TdIxSbApuEal4a4UkyW5twDutNyj1xpkx2zSpEFu3HD8D7IFLZyKvnJz3EZi6jfR1eVM/C9+X0Ps77gYelotWfQIC+5LiS1kg35Q6puVrcERC8TuBp1P3ZbFG/OkkaV3H6+9myTPQEdzc5/KgnWGyzIuom7nEviX4vKNjfLGjUP5gGG54ox6tixtrbdCclsds2oBWE2YphGX0GS3reZhFPaMS8HE5R91BebNLtjUqVE9BXdHVkSg+SJSvvk0X92HgJ/6hfPhDwjarEER6bFA4QdjXF4LKMh2aBmS13oYu1jNRlvsVRexv3io2JsomXJ6BtVhaGx638EMLuZRUxGC/D12f4vfRcB+E3dJw8SKwuGo8KSnCf0SW/3G0ypEmDO8Jw6U2aY5+2eGOGUkb1WPJqG0M0KsK/gH5vn97pQlcDRsFwIWJ1iklR+ck8BMRuHzMq+1ykrzpS3yxzfxhxIDXiVfRnTk7IndHYVhe0lLVnK8iu3EBNTyN2Jx4yZTANsmq8zLsbXTt+xW0ehswKz7t0iqJsfeZtqUVgP5QLtHTP007Zr5TARHaSKjP4WJyqoLaPLNGhVZM1aDNGFdMK9EJzFY1bDsVqqegrujqSBShHzsDJ6VefAxUfL6IWvJlNPQ8AXdLAd8jw56npCuTn3cpRO+qXuMhMRbTC0vx3HXTJ6SJ1gBD2AAT3rzlbVRJvcCYbAnTnkti3bM/TXgEOBGVtfHYzjAJ8yF1URvzuCXRSRZva0tOZPW7k0ZyTKDYopo+Iz/q1IlpkfeNMZ4ht2+/yol0VRmFfR0+ITL2lh50y7JZp1HPUVVDKXIJobPj2IfDh+ZXtd1ox2nAqWZKToVsA2A6wKowRx95QK1k/i+Z40XJjZQ9u9PBFWIFz9Pcj5t9Vq8r93E/0zREJc0tcelNE+x7jNfsI4sY+8kIkNZosGt5jR6b1qdu3cMX5b5/Y1NQb5upUD0FdUVXx+ux9EeydF5CDchptIPSg0aiHHMpVO0OeO6WFXoKiU1AWKERTR8lS9VTFmN2Y96psTcG6Q9cJDWpuLCkFYFVr40HbVmI201P0gmqEZ7yLt2HW/Z6/F7y/vYRv7pMih8lGkVjIbZIf8qUXDS8qtYSKo17TU32l4FXwz15//e4mnR1VQ/AB0V+vlRS0T9P0rn+Jac2Sg21Y9bgeNx5tN1K+ZuNilO9HGtwOg6kAY8tTLcJxDvLMB2V/tBFiN3tm6QH74d7SHsUcz5hY1mDp4Zk08ZzYPgnR+2ZovKoQjinsAibCUzMOUPONHbjg+dkvI4uoI/6vE7oqViCfuUF6N1QoXoK6oquvkSJtIyuxDKaSbY7c9R1dVMHlmXPwAk1YCkPwJjZGQzCCpvRc2Q5IPn+dA1GhoInssgkDIkasvl8KuAMoikOz4ErBdCT73NJMvqSApSYQAOEZdLmVr7iEso/bXg1jqpH02zQ9sulCazG7o/LMP3OdK+ph8pHgX9y9TwdS9eOUSbIamlWJE0zMIOqmwW0K6PNs1uE29ABGJsN416BOXfQl3qKfJ+bqNay53mR6N34PXZ/tp3ZxeL+Au1lks3hql4Z0SYa/w3K/AaF5u7zaQ7Dkq9a5CN68tJSvjlkDBZ2gLdJu9U3SumavurUdrHXv8pUqJ6CuqJrJ1E+0YGSLPV5YwP+Ndx6qX30ZlBs6F5MOPsFzaTGMPiPm5YWR0l5md0/DnMxUFWxsmJnaP4HsqnlTv1exm7+eJ4BtptVWehCvBFbyDWLBsXqMCCOV16nJ7MpLam6sQBp2zu3civ8FxlPoPml3742ageuhXtsaV7e7D+Dl78ThnZP6IG3wcobYWz3Wxh4DK0+tBDF2M1g1IGL3Zkn+TmeBIJyiV4qhDwNwHFqsCRqq6p20e4yzEUssm3rVULVyinyTRMiraHM3EF7xDyghwyI6nkIeDJBJaZh6Wz6XcKaPE+yefykqTf6iN4/Q9eOUQrVU1BXdG0lSqTbSglo9H/M3kltVKovoAvnH48A/1E+WCPXdieKq7t/AJUdGph5kC/FYg2Om6AZo6G1GJA1G8QAmoedLnpeQr2UPtT4HCNrs57yTes6zygtPrAHno5fzs+px2a20OVrqGpddvpg/tc+NGh07eja2SiWXu7AvwpP4Y4mfF+qPafR99fC1DnZzQSspW9dyTheW4E+qaiqnYChkLF5minC3l8EJo3p/JJZJw00+DVKsjmWrP1h9+gx/V92H9Dan8Wm05dvsCyRCZ+mpvvvmM7ZbsFrP/sZsjqdCN38NmcuewuV7aBC9RTUFV0fiQJqsZ8t8Q4R5dVv5YIjYYoPmN8NknedjP/HFTxtvr8POCArd3QuazWRylsb5IX0l2ga+KYtUaJheRh2i5dyHohY7Ky43bS4SPsof48cD9s0czEpAf9xOf72O4l9k66HNIHrySiR9n0YHv0qALVvKXOMA+/8EfkwRY4fEVE9eXt4wNMXnCbWvkgOc4wP3gb8ymi0dM3UxpTR8Uvk8IPITOOoC3sO5kxPlLhhN33ke0LHc/6x+fusjFukDRncoNd8mN0xlYtspQnOdlChegrqiq6/ROH34NEQ7Rh4fIXDMbS/B+3tfpBcoogBOc2Ifierb+4NFHBUIQ/d266IUcXYYFoTXem23sjGS5rAr8r4ARj48TA8AByNZZzDAzjRT/55p7CIGIupkEurCMq6x/TFr5i+LddJ3Vi6ARgFIOxfzD0lBmIk1dThUEfFcAlw8Y1Lir18EabM9mmRqUbRlzxGVm9sW2bYwqwUobPtw2poR8tj5pxHdBfhZ5kk4V38Cn5a9NA30M4MMSBXQqPOVZRpy2Rby/gjEpXk3VxvKlRPQV3RDSJRhP5bB8a1S0yCHMyT4hu+4uiRHc43xMIcpMVKRIA94fImPNFjKt+Nio4zcCF4Q37KaUeAQfS3ZmOpDxuv66umX65fNmi6+BsIUiqCjo7C66/lt3mL7S1bI3lxruY1kHQQbgRJEun6RGb/H/Rt4d2f5BDuK9ItqEweAY2dDSIuYy/QHw2aFpySgFuvHpvZJ+WytnY8ql+7QZ+YY/ce3d2rjmrBp7xTN9t2kbR7Ci0A/yMMf3Air/oEeMfbUNXzMLiPaGT4w5IP2sqWKVeDCtVTUFd0Y6keNKA0xXENHTxD3oY8Gnzxu6PAlMj6GhrzaKCexjhmB/S21vv0tvPW52Lkzn0IflmwRS+jgsf21PUdp15ShpRTKpNrJ4DX39BuBuzVmM6hfn/DSZJIN5zqsXRI+Pj4ksN9zUwzvqjYZuIY6sXUyDeijrmbc9BztwC0205wKDDJBqdFU/EMqh8eBr8vNgs8Rdp3eH46bKQNQcXMyiHWnbZ7A3TI+7JBaO0h8z10wHP8BmUOS4XqKagruuFUj6W00oY7iqU1QKMEXOpzqoZsuWidrJHPRto2t0yEIoxA3lsuxmv64POEzZE+yYNwIZSL+pMmXXAOk7VGwVUHybGvURXG0P+9v0rM3dwM0gRucEbJ6LNqAPjfkdxIrzDMh7xuG2e7EHVQcZ/ZEG2ohBf/3DzaI/co2e6eX5IX+0l26jln0MBZizxYF9Fs4+S1R2KkfEZ61X7qJmEOS4XqKagrunkkiqWPBdEQcyBPsENT9bbo3BSlD+9R3Jvufi4UpYjp1UYVzsop73dP8Wzc33AUA3pGA3T3DgDvkw/vg37RT/3vI/aivxklSaQb2uu5UnpE+P/rS2iKfwp+Xd71Ipp+eW4ejaK+gto395AYaHc/NGLt80nULhmFmmyOMOe1Zei3gYM3MVNcigrVU1BX9EMpUd6KPsMOKeiAs6+iIXkDhPb3/nBJhK3S/5eMUtDlU6F6CuqKCkYpqCsqGKWgrqhglIK6ooJRCuqKCkYpqCsqGKWgruj/ApPNodERZh63AAAAAElFTkSuQmCC" y="-719.075571"/>
- </g>
- <g id="LineCollection_96">
- <path clip-path="url(#pbc9197f56f)" d="M 403.950473 720.969755
- L 405.763253 720.969755
- L 406.125809 721.332311
- L 409.751368 721.332311
- L 410.113924 721.694867
- L 410.47648 721.694867
- L 410.839036 722.057422
- L 411.201592 722.057422
- L 411.926704 722.782534
- L 412.28926 722.782534
- L 412.651816 723.14509
- L 413.014372 723.14509
- L 414.283317 724.414036
- L 414.283317 724.776592
- L 415.370985 725.86426
- L 415.370985 726.226816
- L 415.733541 726.589372
- L 415.733541 726.951928
- L 416.096097 727.314483
- L 416.096097 727.677039
- L 416.458653 728.039595
- L 416.458653 728.402151
- L 416.821209 728.764707
- L 416.821209 729.127263
- L 417.183765 729.489819
- L 417.183765 729.852375
- L 417.546321 730.214931
- L 417.546321 730.577487
- L 417.908877 730.940043
- L 417.908877 731.665155
- L 418.271433 732.027711
- L 418.271433 732.752822
- L 418.633988 733.115378
- L 418.633988 734.928158
- L 418.996544 735.290714
- L 418.996544 736.015826
- L 419.3591 736.378382
- L 419.3591 738.191161
- L 419.721656 738.553717
- L 419.721656 742.179277
- L 419.3591 742.541832
- L 419.3591 743.6295
- L 418.996544 743.992056
- L 418.996544 744.717168
- L 418.633988 745.079724
- L 418.633988 745.804836
- L 418.271433 746.167392
- L 418.271433 746.529948
- L 417.908877 746.892504
- L 417.908877 747.25506
- L 417.546321 747.617615
- L 417.546321 747.980171
- L 417.183765 748.342727
- L 417.183765 748.705283
- L 416.096097 749.792951
- L 416.096097 750.155507
- L 414.645873 751.605731
- L 414.645873 751.968287
- L 413.014372 753.599788
- L 412.651816 753.599788
- L 411.926704 754.3249
- L 411.564148 754.3249
- L 410.839036 755.050012
- L 410.47648 755.050012
- L 410.113924 755.412568
- L 409.388812 755.412568
- L 409.026256 755.775124
- L 407.576033 755.775124
- L 407.213477 755.412568
- L 404.675585 755.412568
- L 404.313029 755.775124
- L 403.225362 755.775124
- L 402.862806 755.412568
- L 401.775138 755.412568
- L 401.412582 755.050012
- L 401.050026 755.050012
- L 400.68747 754.687456
- L 400.324914 754.687456
- L 399.962358 754.3249
- L 399.599802 754.3249
- L 398.512134 753.237232
- L 398.149579 753.237232
- L 396.336799 751.424453
- L 395.974243 751.424453
- L 395.792965 751.243175
- L 395.792965 750.880619
- L 395.067853 750.155507
- L 395.067853 749.792951
- L 394.342741 749.067839
- L 394.342741 748.705283
- L 393.617629 747.980171
- L 393.617629 747.617615
- L 393.255073 747.25506
- L 393.255073 746.892504
- L 392.892518 746.529948
- L 392.892518 744.354612
- L 392.529962 743.992056
- L 392.529962 742.541832
- L 392.167406 742.179277
- L 392.167406 740.729053
- L 392.529962 740.366497
- L 392.529962 736.015826
- L 392.892518 735.65327
- L 392.892518 734.565602
- L 393.255073 734.203046
- L 393.255073 732.027711
- L 393.617629 731.665155
- L 393.617629 731.302599
- L 393.980185 730.940043
- L 393.980185 730.577487
- L 394.342741 730.214931
- L 394.342741 729.852375
- L 394.705297 729.489819
- L 394.705297 729.127263
- L 395.067853 728.764707
- L 395.067853 728.402151
- L 395.430409 728.039595
- L 395.430409 727.314483
- L 395.792965 726.951928
- L 395.792965 726.589372
- L 396.880633 725.501704
- L 396.880633 725.139148
- L 397.968301 724.05148
- L 397.968301 723.688924
- L 398.87469 722.782534
- L 399.237246 722.782534
- L 399.599802 722.419978
- L 399.962358 722.419978
- L 400.324914 722.057422
- L 400.68747 722.057422
- L 401.050026 721.694867
- L 401.775138 721.694867
- L 402.137694 721.332311
- L 403.587917 721.332311
- L 403.950473 720.969755
- L 403.950473 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(#p71752d8eea)" d="M 432.524642 728.317648
- L 433.291912 726.231225
- L 434.059181 731.500428
- L 434.826451 728.412866
- L 435.59372 731.398369
- L 436.36099 730.826685
- L 437.128259 732.466092
- L 437.895529 728.576765
- L 438.662798 731.055414
- L 439.430068 727.475321
- L 440.197337 730.511389
- L 440.964607 728.37635
- L 441.731876 729.970348
- L 442.499146 729.896912
- L 443.266415 727.259414
- L 444.033685 731.426853
- L 444.800954 725.404773
- L 445.568224 729.089832
- L 446.335493 728.276487
- L 447.102763 728.066793
- L 447.870033 726.476653
- L 448.637302 727.325943
- L 449.404572 726.051198
- L 450.171841 727.025006
- L 450.939111 726.395222
- L 452.47365 725.419872
- L 453.240919 730.764323
- L 454.008189 729.508026
- L 454.775458 728.669257
- L 455.542728 732.020752
- L 456.309997 727.112295
- L 457.077267 728.383729
- L 457.844536 724.930146
- L 458.611806 725.832114
- L 459.379075 723.986361
- L 460.146345 724.136897
- L 461.680884 723.902659
- L 462.448153 724.151702
- L 463.215423 726.85907
- L 463.982693 726.614512
- L 464.749962 725.867357
- L 465.517232 724.449264
- L 466.284501 723.570466
- L 467.051771 728.919556
- L 467.81904 724.810988
- L 468.58631 725.024116
- L 469.353579 723.412587
- L 470.120849 723.838361
- L 470.888118 724.710575
- L 471.655388 726.327807
- L 472.422657 725.461397
- L 473.189927 725.716894
- L 473.957196 724.373745
- L 474.724466 726.294612
- L 475.491735 725.455862
- L 476.259005 726.208484
- L 477.026274 725.090583
- L 477.793544 725.076832
- L 478.560813 725.192933
- L 479.328083 724.361308
- L 480.095352 728.4696
- L 480.862622 726.233961
- L 481.629892 725.85091
- L 482.397161 727.637441
- L 483.164431 724.43642
- L 483.9317 727.994643
- L 484.69897 723.969985
- L 485.466239 730.311704
- L 486.233509 727.125918
- L 487.000778 727.162016
- L 487.768048 727.767592
- L 488.535317 727.619703
- L 489.302587 730.910677
- L 490.069856 727.7882
- L 490.837126 728.660795
- L 491.604395 727.35941
- L 492.371665 726.742207
- L 493.138934 728.485459
- L 493.906204 725.771768
- L 494.673473 730.031473
- L 495.440743 728.689538
- L 496.208012 727.624687
- L 496.975282 729.286268
- L 497.742552 726.707277
- L 498.509821 730.228401
- L 499.277091 727.806356
- L 500.04436 728.037098
- L 500.81163 728.530625
- L 501.578899 727.460787
- L 502.346169 732.499715
- L 503.113438 730.283972
- L 503.880708 732.248423
- L 504.647977 731.199373
- L 505.415247 728.576117
- L 506.182516 731.275604
- L 506.949786 728.229506
- L 507.717055 730.096052
- L 508.484325 722.556825
- L 509.251594 719.852759
- L 510.018864 723.296515
- L 510.786133 726.090782
- L 511.553403 725.531405
- L 512.320672 728.5822
- L 513.087942 723.882539
- L 513.855211 726.990713
- L 514.622481 728.02683
- L 515.389751 728.517252
- L 516.15702 729.309578
- L 516.92429 728.991206
- L 517.691559 727.547924
- L 518.458829 732.0242
- L 519.226098 728.689408
- L 519.993368 733.673423
- L 520.760637 729.749315
- L 522.295176 730.194104
- L 523.062446 727.375695
- L 523.829715 732.837845
- L 524.596985 731.617495
- L 525.364254 732.030019
- L 526.131524 733.465547
- L 526.898793 730.837157
- L 527.666063 733.643303
- L 528.433332 731.553795
- L 529.200602 732.139585
- L 529.967871 734.952572
- L 530.735141 728.915694
- L 532.26968 732.228403
- L 533.03695 728.976416
- L 533.804219 732.437525
- L 534.571489 727.291541
- L 535.338758 733.104428
- L 536.873297 728.176336
- L 537.640567 727.933184
- L 538.407836 725.625517
- L 539.175106 730.822226
- L 539.942375 726.851644
- L 540.709645 734.392074
- L 541.476914 728.80254
- L 542.244184 732.00933
- L 543.011453 728.154243
- L 543.778723 727.066264
- L 544.545992 729.039586
- L 546.080531 730.318916
- L 546.847801 727.589167
- L 547.61507 732.600517
- L 548.38234 731.907931
- L 549.14961 729.434198
- L 549.916879 731.353897
- L 550.684149 730.213278
- L 551.451418 732.209921
- L 552.218688 728.080245
- L 552.985957 732.768635
- L 553.753227 729.648896
- L 554.520496 729.29797
- L 555.287766 732.383474
- L 556.055035 729.510381
- L 556.822305 732.962944
- L 557.589574 730.546235
- L 558.356844 732.507888
- L 559.124113 728.870213
- L 559.891383 728.078813
- L 560.658652 729.834267
- L 561.425922 728.663512
- L 562.193191 732.028859
- L 562.960461 728.254338
- L 563.72773 725.83922
- L 563.72773 725.83922
- " 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(#p9e68f8803d)" d="M 432.524642 744.32132
- L 434.077235 757.348377
- L 435.629827 756.415815
- L 437.182419 756.5306
- L 438.735012 756.547145
- L 440.287604 757.112591
- L 441.840197 758.043292
- L 443.392789 756.786261
- L 444.945382 757.625772
- L 446.497974 757.091367
- L 448.050567 757.468163
- L 449.603159 758.03102
- L 451.155751 757.249251
- L 452.708344 757.595451
- L 454.260936 757.634542
- L 455.813529 757.834177
- L 457.366121 757.690514
- L 458.918714 757.704113
- L 460.471306 757.831142
- L 462.023899 757.862112
- L 463.576491 757.879039
- L 465.129083 758.044028
- L 466.681676 757.874602
- L 468.234268 757.754479
- L 469.786861 757.952715
- L 471.339453 757.847591
- L 472.892046 758.001812
- L 474.444638 757.994742
- L 475.997231 757.820263
- L 477.549823 757.640781
- L 479.102415 757.416403
- L 480.655008 757.761915
- L 482.2076 757.969438
- L 483.760193 757.969418
- L 485.312785 758.048423
- L 486.865378 757.84288
- L 488.41797 757.956605
- L 489.970563 758.02479
- L 491.523155 757.922757
- L 493.075747 757.970316
- L 494.62834 758.036096
- L 496.180932 757.916506
- L 497.733525 757.889532
- L 499.286117 758.031442
- L 500.83871 757.968002
- L 502.391302 757.952332
- L 503.943895 758.035864
- L 505.496487 757.985812
- L 507.049079 757.948203
- L 508.601672 758.019035
- L 510.154264 758.028003
- L 511.706857 757.905743
- L 513.259449 757.946241
- L 514.812042 758.002118
- L 516.364634 758.047401
- L 517.917227 757.934545
- L 519.469819 757.913436
- L 521.022412 757.958057
- L 522.575004 758.040586
- L 524.127596 758.008169
- L 525.680189 757.959517
- L 527.232781 758.027826
- L 528.785374 757.996188
- L 530.337966 758.043216
- L 531.890559 757.888865
- L 533.443151 757.841465
- L 534.995744 757.765433
- L 536.548336 757.289158
- L 538.100928 757.063934
- L 539.653521 757.644551
- L 541.206113 757.918957
- L 542.758706 756.770185
- L 544.311298 757.693525
- L 545.863891 757.388148
- L 547.416483 757.465531
- L 548.969076 757.58208
- L 550.521668 757.986262
- L 552.07426 758.043855
- L 553.626853 757.210285
- L 555.179445 757.96622
- L 556.732038 757.822942
- L 558.28463 757.894346
- L 559.837223 757.829666
- L 561.389815 757.600596
- L 562.942408 757.993019
- L 564.495 758.046371
- " style="fill:none;stroke:#008000;stroke-linecap:round;"/>
- </g>
- </g>
- <g id="axes_161">
- <g clip-path="url(#pa5a0292019)">
- <image height="27.6" id="image77eeb92602" 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="-772.65282"/>
- </g>
- <g id="LineCollection_97">
- <path clip-path="url(#pa5a0292019)" d="M 37.849348 775.432707
- L 39.060085 775.432707
- L 39.362769 775.735391
- L 39.665454 775.735391
- L 39.968138 776.038076
- L 40.876191 776.038076
- L 41.178875 776.34076
- L 42.086928 776.34076
- L 42.389612 776.643444
- L 42.692297 776.643444
- L 42.994981 776.946129
- L 43.297665 776.946129
- L 43.600349 777.248813
- L 43.903034 777.248813
- L 44.205718 777.551497
- L 44.811087 777.551497
- L 45.113771 777.854182
- L 45.416455 777.854182
- L 46.324508 778.762235
- L 46.627193 778.762235
- L 48.897325 781.032367
- L 48.897325 781.335051
- L 49.502693 781.94042
- L 49.502693 782.243104
- L 50.108062 782.848473
- L 50.108062 783.151157
- L 50.713431 783.756526
- L 50.713431 784.361894
- L 51.016115 784.664579
- L 51.016115 784.967263
- L 51.318799 785.269947
- L 51.318799 785.572631
- L 51.621484 785.875316
- L 51.621484 786.480684
- L 51.924168 786.783369
- L 51.924168 787.691422
- L 51.621484 787.994106
- L 51.621484 788.599475
- L 49.502693 790.718265
- L 49.502693 791.020949
- L 49.048667 791.474975
- L 48.745983 791.474975
- L 48.140614 792.080344
- L 46.627193 792.080344
- L 46.324508 792.383028
- L 46.021824 792.383028
- L 45.71914 792.685713
- L 44.508402 792.685713
- L 44.35706 792.837055
- L 44.35706 793.139739
- L 44.054376 793.442423
- L 44.054376 794.047792
- L 43.751692 794.350476
- L 43.751692 794.653161
- L 42.086928 796.317924
- L 40.270822 796.317924
- L 39.968138 796.620609
- L 38.454716 796.620609
- L 38.152032 796.317924
- L 37.546663 796.317924
- L 37.243979 796.01524
- L 36.941295 796.317924
- L 36.63861 796.01524
- L 32.40103 796.01524
- L 32.098346 796.317924
- L 30.28224 796.317924
- L 29.979556 796.01524
- L 27.255397 796.01524
- L 26.952713 795.712556
- L 24.833922 795.712556
- L 24.68258 795.561214
- L 24.985265 795.258529
- L 24.985265 793.745108
- L 24.68258 793.442423
- L 24.68258 792.837055
- L 24.077212 792.231686
- L 24.077212 791.929002
- L 23.774527 791.626318
- L 23.774527 791.323633
- L 23.471843 791.020949
- L 23.471843 790.718265
- L 23.169159 790.41558
- L 23.169159 790.112896
- L 22.866474 789.810212
- L 22.866474 787.691422
- L 23.169159 787.388737
- L 23.169159 786.783369
- L 23.471843 786.480684
- L 23.471843 786.178
- L 23.774527 785.875316
- L 23.774527 785.572631
- L 24.379896 784.967263
- L 24.379896 784.664579
- L 24.68258 784.361894
- L 24.68258 783.756526
- L 24.985265 783.453841
- L 24.985265 783.151157
- L 25.287949 782.848473
- L 25.287949 782.545788
- L 25.590633 782.243104
- L 25.590633 781.94042
- L 25.893318 781.637735
- L 25.893318 781.335051
- L 26.196002 781.032367
- L 26.196002 780.729683
- L 28.466134 778.45955
- L 28.768818 778.45955
- L 29.374187 777.854182
- L 29.676871 777.854182
- L 29.979556 777.551497
- L 30.28224 777.551497
- L 30.584924 777.248813
- L 30.887609 777.248813
- L 31.190293 776.946129
- L 31.492977 776.946129
- L 32.098346 776.34076
- L 32.40103 776.34076
- L 32.703714 776.038076
- L 36.941295 776.038076
- L 37.243979 775.735391
- L 37.546663 775.735391
- L 37.849348 775.432707
- L 37.849348 775.432707
- " 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(#p41f03c10a2)">
- <image height="33.12" id="image14c8c586d1" 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(#p41f03c10a2)" d="M 77.661087 773.247393
- L 79.473867 773.247393
- L 79.836423 773.609949
- L 80.198979 773.609949
- L 80.561534 773.972505
- L 84.54965 773.972505
- L 85.274762 774.697617
- L 85.637317 774.697617
- L 85.999873 775.060173
- L 86.362429 775.060173
- L 86.724985 775.422729
- L 87.450097 775.422729
- L 88.900321 776.872952
- L 89.262877 776.872952
- L 89.987989 777.598064
- L 90.350545 777.598064
- L 91.61949 778.86701
- L 91.61949 779.229566
- L 92.344602 779.954678
- L 92.344602 780.317234
- L 92.707158 780.67979
- L 92.707158 781.042345
- L 93.069714 781.404901
- L 93.069714 782.130013
- L 93.43227 782.492569
- L 93.43227 783.217681
- L 93.794826 783.580237
- L 93.794826 785.755573
- L 94.157382 786.118128
- L 94.157382 789.018576
- L 93.794826 789.381132
- L 93.794826 789.743688
- L 93.43227 790.106244
- L 93.43227 790.4688
- L 93.069714 790.831356
- L 93.069714 791.193911
- L 91.982046 792.281579
- L 91.982046 792.644135
- L 91.256934 793.369247
- L 91.256934 794.456915
- L 90.894378 794.819471
- L 90.894378 795.182027
- L 90.531823 795.544583
- L 90.531823 797.357362
- L 89.987989 797.901196
- L 89.262877 797.901196
- L 88.900321 798.263752
- L 85.637317 798.263752
- L 85.274762 797.901196
- L 78.023643 797.901196
- L 77.661087 798.263752
- L 77.298531 797.901196
- L 76.573419 798.626308
- L 75.848307 798.626308
- L 75.485751 798.263752
- L 74.76064 798.263752
- L 74.398084 797.901196
- L 73.310416 797.901196
- L 72.94786 798.263752
- L 71.13508 798.263752
- L 70.409968 797.53864
- L 70.047413 797.53864
- L 69.866135 797.357362
- L 69.866135 795.544583
- L 68.778467 794.456915
- L 68.778467 794.094359
- L 68.415911 793.731803
- L 68.415911 793.369247
- L 68.053355 793.006691
- L 68.053355 792.644135
- L 67.690799 792.281579
- L 67.690799 791.919023
- L 67.328243 791.556467
- L 67.328243 791.193911
- L 66.603131 790.4688
- L 66.603131 789.381132
- L 66.965687 789.018576
- L 66.965687 783.217681
- L 67.328243 782.855125
- L 67.328243 781.042345
- L 67.690799 780.67979
- L 67.690799 780.317234
- L 70.409968 777.598064
- L 70.772524 777.598064
- L 71.13508 777.235508
- L 71.497636 777.235508
- L 72.94786 775.785284
- L 73.310416 775.785284
- L 74.035528 775.060173
- L 74.398084 775.060173
- L 75.123196 774.335061
- L 75.848307 774.335061
- L 76.210863 773.972505
- L 76.573419 773.972505
- L 76.935975 773.609949
- L 77.298531 773.609949
- L 77.661087 773.247393
- L 77.661087 773.247393
- " style="fill:none;stroke:#000000;stroke-width:0.5;"/>
- </g>
- </g>
- <g id="axes_163">
- <g clip-path="url(#p95def5fdb9)">
- <image height="39.6" id="image00065a6286" 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(#p95def5fdb9)" d="M 121.643883 768.534166
- L 123.456662 768.534166
- L 123.819218 768.896722
- L 127.444778 768.896722
- L 127.807334 769.259278
- L 128.169889 769.259278
- L 128.532445 769.621834
- L 128.895001 769.621834
- L 129.620113 770.346946
- L 129.982669 770.346946
- L 130.345225 770.709501
- L 130.707781 770.709501
- L 131.976727 771.978447
- L 131.976727 772.341003
- L 133.064394 773.428671
- L 133.064394 773.791227
- L 133.42695 774.153783
- L 133.42695 774.516339
- L 133.789506 774.878895
- L 133.789506 775.241451
- L 134.152062 775.604007
- L 134.152062 775.966562
- L 134.514618 776.329118
- L 134.514618 776.691674
- L 134.877174 777.05423
- L 134.877174 777.416786
- L 135.23973 777.779342
- L 135.23973 778.141898
- L 135.602286 778.504454
- L 135.602286 779.229566
- L 135.964842 779.592122
- L 135.964842 780.317234
- L 136.327398 780.67979
- L 136.327398 782.492569
- L 136.689954 782.855125
- L 136.689954 783.580237
- L 137.05251 783.942793
- L 137.05251 785.755573
- L 137.415066 786.118128
- L 137.415066 789.743688
- L 137.05251 790.106244
- L 137.05251 791.193911
- L 136.689954 791.556467
- L 136.689954 792.281579
- L 136.327398 792.644135
- L 136.327398 793.369247
- L 135.964842 793.731803
- L 135.964842 794.094359
- L 135.602286 794.456915
- L 135.602286 794.819471
- L 135.23973 795.182027
- L 135.23973 795.544583
- L 134.877174 795.907139
- L 134.877174 796.269694
- L 133.789506 797.357362
- L 133.789506 797.719918
- L 132.339283 799.170142
- L 132.339283 799.532698
- L 130.707781 801.164199
- L 130.345225 801.164199
- L 129.620113 801.889311
- L 129.257557 801.889311
- L 128.532445 802.614423
- L 128.169889 802.614423
- L 127.807334 802.976979
- L 127.082222 802.976979
- L 126.719666 803.339535
- L 125.269442 803.339535
- L 124.906886 802.976979
- L 122.368995 802.976979
- L 122.006439 803.339535
- L 120.918771 803.339535
- L 120.556215 802.976979
- L 119.468547 802.976979
- L 119.105991 802.614423
- L 118.743435 802.614423
- L 118.380879 802.251867
- L 118.018323 802.251867
- L 117.655768 801.889311
- L 117.293212 801.889311
- L 116.205544 800.801644
- L 115.842988 800.801644
- L 114.030208 798.988864
- L 113.667652 798.988864
- L 113.486374 798.807586
- L 113.486374 798.44503
- L 112.761262 797.719918
- L 112.761262 797.357362
- L 112.036151 796.63225
- L 112.036151 796.269694
- L 111.311039 795.544583
- L 111.311039 795.182027
- L 110.948483 794.819471
- L 110.948483 794.456915
- L 110.585927 794.094359
- L 110.585927 791.919023
- L 110.223371 791.556467
- L 110.223371 790.106244
- L 109.860815 789.743688
- L 109.860815 788.293464
- L 110.223371 787.930908
- L 110.223371 783.580237
- L 110.585927 783.217681
- L 110.585927 782.130013
- L 110.948483 781.767457
- L 110.948483 779.592122
- L 111.311039 779.229566
- L 111.311039 778.86701
- L 111.673595 778.504454
- L 111.673595 778.141898
- L 112.036151 777.779342
- L 112.036151 777.416786
- L 112.398707 777.05423
- L 112.398707 776.691674
- L 112.761262 776.329118
- L 112.761262 775.966562
- L 113.123818 775.604007
- L 113.123818 774.878895
- L 113.486374 774.516339
- L 113.486374 774.153783
- L 114.574042 773.066115
- L 114.574042 772.703559
- L 115.66171 771.615891
- L 115.66171 771.253335
- L 116.5681 770.346946
- L 116.930656 770.346946
- L 117.293212 769.98439
- L 117.655768 769.98439
- L 118.018323 769.621834
- L 118.380879 769.621834
- L 118.743435 769.259278
- L 119.468547 769.259278
- L 119.831103 768.896722
- L 121.281327 768.896722
- L 121.643883 768.534166
- L 121.643883 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(#p281feeee83)" d="M 150.218051 773.037626
- L 150.985321 772.4718
- L 151.75259 775.0492
- L 152.51986 778.620031
- L 153.28713 775.162063
- L 154.054399 775.235804
- L 154.821669 778.83613
- L 155.588938 778.81753
- L 156.356208 780.651384
- L 157.123477 779.301738
- L 157.890747 780.886137
- L 158.658016 774.746257
- L 159.425286 772.875905
- L 160.192555 777.620604
- L 160.959825 777.548272
- L 161.727094 777.345344
- L 162.494364 776.584427
- L 163.261633 777.968359
- L 164.028903 775.513933
- L 164.796172 778.351716
- L 166.330711 778.512569
- L 167.097981 775.08273
- L 167.86525 779.238694
- L 168.63252 777.065203
- L 169.39979 777.465153
- L 170.167059 778.001834
- L 170.934329 768.117224
- L 171.701598 769.944339
- L 172.468868 769.351147
- L 173.236137 770.518598
- L 174.003407 779.976435
- L 174.770676 773.476844
- L 175.537946 777.285386
- L 176.305215 779.087663
- L 177.072485 779.444633
- L 177.839754 781.535647
- L 178.607024 777.823494
- L 179.374293 778.095993
- L 180.141563 778.134976
- L 180.908832 775.195553
- L 181.676102 780.478592
- L 182.443371 778.497621
- L 183.210641 781.36248
- L 183.97791 779.801497
- L 184.74518 778.732347
- L 185.512449 775.978169
- L 186.279719 780.659918
- L 187.046989 778.531953
- L 187.814258 780.608628
- L 188.581528 778.62662
- L 189.348797 777.484415
- L 190.883336 776.59722
- L 191.650606 779.494464
- L 192.417875 779.59748
- L 193.185145 781.033703
- L 193.952414 777.256122
- L 194.719684 776.77745
- L 195.486953 778.806475
- L 196.254223 775.866515
- L 197.021492 781.464233
- L 197.788762 778.476139
- L 198.556031 780.840287
- L 199.323301 778.625465
- L 200.09057 777.587066
- L 200.85784 777.616993
- L 201.625109 780.160246
- L 202.392379 778.993524
- L 203.159649 775.875029
- L 203.926918 775.438002
- L 204.694188 775.249695
- L 205.461457 774.739656
- L 206.228727 776.114373
- L 206.995996 775.365852
- L 207.763266 775.308649
- L 208.530535 774.696695
- L 209.297805 779.529295
- L 210.065074 774.348878
- L 210.832344 778.730785
- L 211.599613 780.14687
- L 212.366883 780.167231
- L 213.134152 779.382411
- L 213.901422 779.623497
- L 214.668691 780.817522
- L 215.435961 780.479592
- L 216.20323 775.389791
- L 216.9705 777.667177
- L 217.737769 775.369244
- L 218.505039 778.249692
- L 219.272309 776.546125
- L 220.039578 778.890927
- L 220.806848 775.91873
- L 221.574117 777.689612
- L 222.341387 776.131243
- L 223.108656 776.795704
- L 223.875926 781.725694
- L 225.410465 772.399357
- L 226.177734 779.957355
- L 226.945004 775.930157
- L 227.712273 774.806753
- L 229.246812 780.252136
- L 230.014082 775.757757
- L 230.781351 777.550442
- L 231.548621 775.590907
- L 232.31589 770.368468
- L 233.08316 774.247955
- L 233.850429 781.265805
- L 234.617699 779.669253
- L 235.384968 781.280625
- L 236.152238 781.04558
- L 236.919508 774.556697
- L 237.686777 770.484545
- L 238.454047 772.136756
- L 239.221316 775.331778
- L 239.988586 777.973857
- L 240.755855 774.317022
- L 241.523125 773.409428
- L 242.290394 769.609802
- L 243.057664 775.81546
- L 243.824933 774.837656
- L 244.592203 770.404436
- L 245.359472 778.939216
- L 246.126742 777.714025
- L 246.894011 778.759629
- L 247.661281 774.453577
- L 248.42855 777.503767
- L 249.19582 777.122654
- L 249.963089 779.06836
- L 250.730359 776.863118
- L 251.497628 778.703869
- L 253.032168 772.456258
- L 253.799437 773.25527
- L 254.566707 770.487149
- L 255.333976 771.893426
- L 256.101246 772.765886
- L 256.868515 769.278375
- L 257.635785 772.565884
- L 258.403054 767.41717
- L 259.170324 771.088183
- L 259.937593 771.641017
- L 260.704863 778.829572
- L 261.472132 776.853783
- L 262.239402 782.516983
- L 263.006671 778.206959
- L 263.773941 776.676717
- L 265.30848 781.899949
- L 266.075749 781.560352
- L 266.843019 780.840287
- L 267.610288 780.568987
- L 268.377558 780.983907
- L 269.144827 778.566616
- L 269.912097 779.708355
- L 270.679367 777.918465
- L 271.446636 777.17818
- L 272.213906 780.259585
- L 272.981175 775.76087
- L 273.748445 773.859013
- L 274.515714 776.944694
- L 275.282984 774.897322
- L 276.050253 777.97608
- L 276.817523 776.26984
- L 277.584792 775.382199
- L 278.352062 772.017877
- L 279.886601 772.80677
- L 280.65387 774.985371
- L 281.42114 777.974993
- L 281.42114 777.974993
- " 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(#pd18cc8d008)" d="M 150.218051 795.622053
- L 151.770644 802.403254
- L 153.323236 800.431789
- L 154.875829 804.436518
- L 156.428421 791.885731
- L 157.981014 794.692043
- L 159.533606 798.176532
- L 161.086199 792.702966
- L 162.638791 804.188609
- L 164.191383 803.018603
- L 165.743976 796.917595
- L 167.296568 802.786696
- L 168.849161 804.976693
- L 170.401753 803.842423
- L 171.954346 804.386111
- L 173.506938 804.838919
- L 175.059531 804.846584
- L 176.612123 804.194698
- L 178.164715 805.108081
- L 179.717308 801.651257
- L 181.2699 805.386102
- L 182.822493 803.563886
- L 184.375085 805.337798
- L 185.927678 803.095455
- L 187.48027 798.027887
- L 189.032863 803.465727
- L 190.585455 804.388407
- L 192.138047 804.2088
- L 193.69064 803.753572
- L 195.243232 803.509319
- L 196.795825 805.338667
- L 198.348417 802.417077
- L 199.90101 805.353883
- L 201.453602 804.565035
- L 203.006195 805.138783
- L 204.558787 805.301532
- L 206.11138 805.387984
- L 207.663972 805.004405
- L 209.216564 805.509041
- L 210.769157 805.267422
- L 212.321749 805.123121
- L 213.874342 802.78099
- L 215.426934 805.599076
- L 216.979527 805.248157
- L 218.532119 805.330445
- L 220.084712 804.794916
- L 221.637304 805.302001
- L 223.189896 804.078844
- L 224.742489 805.316902
- L 226.295081 805.185712
- L 227.847674 805.520325
- L 229.400266 804.740645
- L 230.952859 804.995024
- L 232.505451 802.497074
- L 234.058044 803.563018
- L 235.610636 805.081514
- L 237.163228 805.575551
- L 238.715821 803.660007
- L 240.268413 805.517281
- L 241.821006 805.349805
- L 243.373598 805.344279
- L 244.926191 805.540106
- L 246.478783 804.067591
- L 248.031376 805.126761
- L 249.583968 805.189306
- L 251.13656 804.248788
- L 252.689153 804.683913
- L 254.241745 803.525996
- L 255.794338 805.016804
- L 257.34693 805.104418
- L 258.899523 805.038754
- L 260.452115 805.416309
- L 262.004708 805.612834
- L 263.5573 802.502021
- L 265.109892 805.087079
- L 266.662485 804.576396
- L 268.215077 804.143039
- L 269.76767 805.29414
- L 271.320262 805.425656
- L 272.872855 805.579705
- L 274.425447 805.559721
- L 275.97804 805.534113
- L 277.530632 805.447109
- L 279.083224 804.771681
- L 280.635817 802.457313
- L 282.188409 804.91612
- " style="fill:none;stroke:#008000;stroke-linecap:round;"/>
- </g>
- </g>
- <g id="axes_166">
- <g clip-path="url(#p36e9d3b880)">
- <image height="27.6" id="imageb6cf49fda1" 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(#p36e9d3b880)" d="M 320.155938 775.432707
- L 321.366676 775.432707
- L 321.66936 775.735391
- L 321.972044 775.735391
- L 322.274728 776.038076
- L 323.182781 776.038076
- L 323.485466 776.34076
- L 324.393519 776.34076
- L 324.696203 776.643444
- L 324.998887 776.643444
- L 325.301572 776.946129
- L 325.604256 776.946129
- L 325.90694 777.248813
- L 326.209624 777.248813
- L 326.512309 777.551497
- L 327.117677 777.551497
- L 327.420362 777.854182
- L 327.723046 777.854182
- L 328.631099 778.762235
- L 328.933783 778.762235
- L 331.203916 781.032367
- L 331.203916 781.335051
- L 331.809284 781.94042
- L 331.809284 782.243104
- L 332.414653 782.848473
- L 332.414653 783.151157
- L 333.020021 783.756526
- L 333.020021 784.361894
- L 333.322706 784.664579
- L 333.322706 784.967263
- L 333.62539 785.269947
- L 333.62539 785.572631
- L 333.928074 785.875316
- L 333.928074 786.480684
- L 334.230759 786.783369
- L 334.230759 787.691422
- L 333.928074 787.994106
- L 333.928074 788.599475
- L 331.809284 790.718265
- L 331.809284 791.020949
- L 331.355258 791.474975
- L 331.052573 791.474975
- L 330.447205 792.080344
- L 328.933783 792.080344
- L 328.631099 792.383028
- L 328.328415 792.383028
- L 328.02573 792.685713
- L 326.814993 792.685713
- L 326.663651 792.837055
- L 326.663651 793.139739
- L 326.360967 793.442423
- L 326.360967 794.047792
- L 326.058282 794.350476
- L 326.058282 794.653161
- L 324.393519 796.317924
- L 322.577413 796.317924
- L 322.274728 796.620609
- L 320.761307 796.620609
- L 320.458623 796.317924
- L 319.853254 796.317924
- L 319.55057 796.01524
- L 319.247885 796.317924
- L 318.945201 796.01524
- L 314.707621 796.01524
- L 314.404936 796.317924
- L 312.588831 796.317924
- L 312.286146 796.01524
- L 309.561988 796.01524
- L 309.259303 795.712556
- L 307.140513 795.712556
- L 306.989171 795.561214
- L 307.291855 795.258529
- L 307.291855 793.745108
- L 306.989171 793.442423
- L 306.989171 792.837055
- L 306.383802 792.231686
- L 306.383802 791.929002
- L 306.081118 791.626318
- L 306.081118 791.323633
- L 305.778434 791.020949
- L 305.778434 790.718265
- L 305.475749 790.41558
- L 305.475749 790.112896
- L 305.173065 789.810212
- L 305.173065 787.691422
- L 305.475749 787.388737
- L 305.475749 786.783369
- L 305.778434 786.480684
- L 305.778434 786.178
- L 306.081118 785.875316
- L 306.081118 785.572631
- L 306.686487 784.967263
- L 306.686487 784.664579
- L 306.989171 784.361894
- L 306.989171 783.756526
- L 307.291855 783.453841
- L 307.291855 783.151157
- L 307.59454 782.848473
- L 307.59454 782.545788
- L 307.897224 782.243104
- L 307.897224 781.94042
- L 308.199908 781.637735
- L 308.199908 781.335051
- L 308.502592 781.032367
- L 308.502592 780.729683
- L 310.772725 778.45955
- L 311.075409 778.45955
- L 311.680778 777.854182
- L 311.983462 777.854182
- L 312.286146 777.551497
- L 312.588831 777.551497
- L 312.891515 777.248813
- L 313.194199 777.248813
- L 313.496884 776.946129
- L 313.799568 776.946129
- L 314.404936 776.34076
- L 314.707621 776.34076
- L 315.010305 776.038076
- L 319.247885 776.038076
- L 319.55057 775.735391
- L 319.853254 775.735391
- L 320.155938 775.432707
- L 320.155938 775.432707
- " style="fill:none;stroke:#000000;stroke-width:0.5;"/>
- </g>
- <g id="text_265">
- <!-- C34 [noise]: Tot. var. expl. 1.2% -->
- <g style="fill:#ff0000;" 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-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-32"/>
- <use x="1522.673828" xlink:href="#DejaVuSans-25"/>
- </g>
- </g>
- </g>
- <g id="axes_167">
- <g clip-path="url(#pca10783791)">
- <image height="33.12" id="image1832eb62db" 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(#pca10783791)" d="M 359.967678 773.247393
- L 361.780457 773.247393
- L 362.143013 773.609949
- L 362.505569 773.609949
- L 362.868125 773.972505
- L 366.85624 773.972505
- L 367.581352 774.697617
- L 367.943908 774.697617
- L 368.306464 775.060173
- L 368.66902 775.060173
- L 369.031576 775.422729
- L 369.756688 775.422729
- L 371.206911 776.872952
- L 371.569467 776.872952
- L 372.294579 777.598064
- L 372.657135 777.598064
- L 373.926081 778.86701
- L 373.926081 779.229566
- L 374.651193 779.954678
- L 374.651193 780.317234
- L 375.013749 780.67979
- L 375.013749 781.042345
- L 375.376305 781.404901
- L 375.376305 782.130013
- L 375.738861 782.492569
- L 375.738861 783.217681
- L 376.101417 783.580237
- L 376.101417 785.755573
- L 376.463972 786.118128
- L 376.463972 789.018576
- L 376.101417 789.381132
- L 376.101417 789.743688
- L 375.738861 790.106244
- L 375.738861 790.4688
- L 375.376305 790.831356
- L 375.376305 791.193911
- L 374.288637 792.281579
- L 374.288637 792.644135
- L 373.563525 793.369247
- L 373.563525 794.456915
- L 373.200969 794.819471
- L 373.200969 795.182027
- L 372.838413 795.544583
- L 372.838413 797.357362
- L 372.294579 797.901196
- L 371.569467 797.901196
- L 371.206911 798.263752
- L 367.943908 798.263752
- L 367.581352 797.901196
- L 360.330234 797.901196
- L 359.967678 798.263752
- L 359.605122 797.901196
- L 358.88001 798.626308
- L 358.154898 798.626308
- L 357.792342 798.263752
- L 357.06723 798.263752
- L 356.704674 797.901196
- L 355.617007 797.901196
- L 355.254451 798.263752
- L 353.441671 798.263752
- L 352.716559 797.53864
- L 352.354003 797.53864
- L 352.172725 797.357362
- L 352.172725 795.544583
- L 351.085057 794.456915
- L 351.085057 794.094359
- L 350.722502 793.731803
- L 350.722502 793.369247
- L 350.359946 793.006691
- L 350.359946 792.644135
- L 349.99739 792.281579
- L 349.99739 791.919023
- L 349.634834 791.556467
- L 349.634834 791.193911
- L 348.909722 790.4688
- L 348.909722 789.381132
- L 349.272278 789.018576
- L 349.272278 783.217681
- L 349.634834 782.855125
- L 349.634834 781.042345
- L 349.99739 780.67979
- L 349.99739 780.317234
- L 352.716559 777.598064
- L 353.079115 777.598064
- L 353.441671 777.235508
- L 353.804227 777.235508
- L 355.254451 775.785284
- L 355.617007 775.785284
- L 356.342118 775.060173
- L 356.704674 775.060173
- L 357.429786 774.335061
- L 358.154898 774.335061
- L 358.517454 773.972505
- L 358.88001 773.972505
- L 359.242566 773.609949
- L 359.605122 773.609949
- L 359.967678 773.247393
- L 359.967678 773.247393
- " style="fill:none;stroke:#000000;stroke-width:0.5;"/>
- </g>
- </g>
- <g id="axes_168">
- <g clip-path="url(#p20a3901bb4)">
- <image height="39.6" id="image5faf537aaa" 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(#p20a3901bb4)" d="M 403.950473 768.534166
- L 405.763253 768.534166
- L 406.125809 768.896722
- L 409.751368 768.896722
- L 410.113924 769.259278
- L 410.47648 769.259278
- L 410.839036 769.621834
- L 411.201592 769.621834
- L 411.926704 770.346946
- L 412.28926 770.346946
- L 412.651816 770.709501
- L 413.014372 770.709501
- L 414.283317 771.978447
- L 414.283317 772.341003
- L 415.370985 773.428671
- L 415.370985 773.791227
- L 415.733541 774.153783
- L 415.733541 774.516339
- L 416.096097 774.878895
- L 416.096097 775.241451
- L 416.458653 775.604007
- L 416.458653 775.966562
- L 416.821209 776.329118
- L 416.821209 776.691674
- L 417.183765 777.05423
- L 417.183765 777.416786
- L 417.546321 777.779342
- L 417.546321 778.141898
- L 417.908877 778.504454
- L 417.908877 779.229566
- L 418.271433 779.592122
- L 418.271433 780.317234
- L 418.633988 780.67979
- L 418.633988 782.492569
- L 418.996544 782.855125
- L 418.996544 783.580237
- L 419.3591 783.942793
- L 419.3591 785.755573
- L 419.721656 786.118128
- L 419.721656 789.743688
- L 419.3591 790.106244
- L 419.3591 791.193911
- L 418.996544 791.556467
- L 418.996544 792.281579
- L 418.633988 792.644135
- L 418.633988 793.369247
- L 418.271433 793.731803
- L 418.271433 794.094359
- L 417.908877 794.456915
- L 417.908877 794.819471
- L 417.546321 795.182027
- L 417.546321 795.544583
- L 417.183765 795.907139
- L 417.183765 796.269694
- L 416.096097 797.357362
- L 416.096097 797.719918
- L 414.645873 799.170142
- L 414.645873 799.532698
- L 413.014372 801.164199
- L 412.651816 801.164199
- L 411.926704 801.889311
- L 411.564148 801.889311
- L 410.839036 802.614423
- L 410.47648 802.614423
- L 410.113924 802.976979
- L 409.388812 802.976979
- L 409.026256 803.339535
- L 407.576033 803.339535
- L 407.213477 802.976979
- L 404.675585 802.976979
- L 404.313029 803.339535
- L 403.225362 803.339535
- L 402.862806 802.976979
- L 401.775138 802.976979
- L 401.412582 802.614423
- L 401.050026 802.614423
- L 400.68747 802.251867
- L 400.324914 802.251867
- L 399.962358 801.889311
- L 399.599802 801.889311
- L 398.512134 800.801644
- L 398.149579 800.801644
- L 396.336799 798.988864
- L 395.974243 798.988864
- L 395.792965 798.807586
- L 395.792965 798.44503
- L 395.067853 797.719918
- L 395.067853 797.357362
- L 394.342741 796.63225
- L 394.342741 796.269694
- L 393.617629 795.544583
- L 393.617629 795.182027
- L 393.255073 794.819471
- L 393.255073 794.456915
- L 392.892518 794.094359
- L 392.892518 791.919023
- L 392.529962 791.556467
- L 392.529962 790.106244
- L 392.167406 789.743688
- L 392.167406 788.293464
- L 392.529962 787.930908
- L 392.529962 783.580237
- L 392.892518 783.217681
- L 392.892518 782.130013
- L 393.255073 781.767457
- L 393.255073 779.592122
- L 393.617629 779.229566
- L 393.617629 778.86701
- L 393.980185 778.504454
- L 393.980185 778.141898
- L 394.342741 777.779342
- L 394.342741 777.416786
- L 394.705297 777.05423
- L 394.705297 776.691674
- L 395.067853 776.329118
- L 395.067853 775.966562
- L 395.430409 775.604007
- L 395.430409 774.878895
- L 395.792965 774.516339
- L 395.792965 774.153783
- L 396.880633 773.066115
- L 396.880633 772.703559
- L 397.968301 771.615891
- L 397.968301 771.253335
- L 398.87469 770.346946
- L 399.237246 770.346946
- L 399.599802 769.98439
- L 399.962358 769.98439
- L 400.324914 769.621834
- L 400.68747 769.621834
- L 401.050026 769.259278
- L 401.775138 769.259278
- L 402.137694 768.896722
- L 403.587917 768.896722
- L 403.950473 768.534166
- L 403.950473 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:#ff0000;" 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:#ff0000;" 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:#ff0000;" 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(#paeed25e0cd)" d="M 432.524642 780.976643
- L 433.291912 770.673672
- L 434.059181 776.794441
- L 434.826451 773.495568
- L 435.59372 771.73658
- L 436.36099 774.231446
- L 437.128259 772.020559
- L 437.895529 777.886514
- L 438.662798 769.949566
- L 439.430068 778.514
- L 440.197337 771.596256
- L 440.964607 774.172113
- L 441.731876 772.120451
- L 442.499146 772.517629
- L 443.266415 774.485767
- L 444.033685 770.981701
- L 444.800954 778.437154
- L 445.568224 772.97195
- L 446.335493 772.31028
- L 447.102763 777.422742
- L 447.870033 772.671271
- L 448.637302 775.064942
- L 449.404572 772.777463
- L 450.171841 782.516983
- L 450.939111 774.334241
- L 451.70638 778.528622
- L 452.47365 773.832675
- L 453.240919 774.691399
- L 454.008189 774.275115
- L 454.775458 775.051142
- L 455.542728 772.393268
- L 456.309997 777.36115
- L 457.077267 769.923322
- L 457.844536 779.770479
- L 458.611806 773.146797
- L 459.379075 779.038392
- L 460.146345 774.804457
- L 460.913614 776.205191
- L 461.680884 775.644364
- L 462.448153 776.898742
- L 463.215423 772.063102
- L 463.982693 780.059845
- L 464.749962 771.453444
- L 465.517232 781.038534
- L 466.284501 773.542047
- L 467.051771 775.033137
- L 467.81904 772.231316
- L 468.58631 778.268043
- L 469.353579 772.693107
- L 470.120849 781.689661
- L 470.888118 776.495328
- L 473.189927 771.735937
- L 473.957196 772.421541
- L 474.724466 776.379872
- L 475.491735 772.731062
- L 476.259005 774.061956
- L 477.026274 770.643528
- L 477.793544 775.686897
- L 478.560813 772.452764
- L 479.328083 777.379436
- L 480.095352 772.886931
- L 480.862622 781.418744
- L 481.629892 776.697707
- L 482.397161 774.620495
- L 483.164431 773.647779
- L 483.9317 779.555656
- L 485.466239 772.817696
- L 486.233509 775.717555
- L 487.000778 772.794174
- L 487.768048 773.695586
- L 488.535317 773.3352
- L 489.302587 774.99131
- L 490.069856 773.946462
- L 490.837126 774.203658
- L 491.604395 779.272276
- L 492.371665 772.899421
- L 493.138934 770.004145
- L 493.906204 775.643037
- L 494.673473 773.092102
- L 495.440743 779.704427
- L 496.208012 775.105566
- L 496.975282 782.34759
- L 497.742552 775.605324
- L 498.509821 771.655934
- L 499.277091 777.843499
- L 500.04436 772.030139
- L 500.81163 776.144902
- L 501.578899 772.753552
- L 502.346169 770.807891
- L 503.113438 776.778595
- L 503.880708 771.053791
- L 504.647977 773.467842
- L 505.415247 771.011672
- L 506.182516 778.453481
- L 506.949786 774.116318
- L 507.717055 771.416423
- L 508.484325 767.41717
- L 509.251594 779.856575
- L 510.018864 772.761744
- L 510.786133 774.03982
- L 511.553403 776.880762
- L 512.320672 778.126389
- L 513.087942 773.925032
- L 513.855211 774.891299
- L 514.622481 777.631195
- L 515.389751 773.365165
- L 516.15702 776.669205
- L 516.92429 775.000491
- L 517.691559 774.798226
- L 518.458829 780.937356
- L 519.226098 772.518654
- L 519.993368 773.672699
- L 520.760637 771.811903
- L 521.527907 777.155193
- L 522.295176 779.810809
- L 523.062446 772.06485
- L 523.829715 776.594195
- L 524.596985 772.035324
- L 525.364254 772.395852
- L 526.131524 777.728323
- L 526.898793 773.338269
- L 527.666063 773.984969
- L 528.433332 774.318886
- L 529.967871 779.644351
- L 530.735141 774.864519
- L 531.502411 773.363276
- L 532.26968 777.919804
- L 533.03695 776.121315
- L 533.804219 778.85496
- L 534.571489 775.186289
- L 535.338758 775.191571
- L 536.106028 774.073895
- L 536.873297 776.777462
- L 537.640567 777.466091
- L 538.407836 770.650694
- L 539.175106 776.376828
- L 539.942375 769.964375
- L 540.709645 777.157741
- L 541.476914 772.020164
- L 542.244184 775.850915
- L 543.011453 773.221636
- L 543.778723 773.899982
- L 544.545992 772.534686
- L 545.313262 776.242012
- L 546.080531 777.983759
- L 546.847801 774.532411
- L 547.61507 774.593367
- L 548.38234 775.959524
- L 549.14961 775.733403
- L 549.916879 775.154057
- L 550.684149 776.445019
- L 551.451418 777.075177
- L 552.218688 776.003396
- L 552.985957 776.837728
- L 553.753227 770.806516
- L 554.520496 774.686504
- L 555.287766 774.794877
- L 556.055035 775.428583
- L 556.822305 775.344703
- L 557.589574 776.448935
- L 558.356844 774.361364
- L 559.124113 773.876312
- L 559.891383 776.432674
- L 560.658652 778.431487
- L 561.425922 775.287545
- L 562.193191 776.934563
- L 562.960461 771.190881
- L 563.72773 774.894652
- L 563.72773 774.894652
- " style="fill:none;stroke:#ff0000;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:#ff0000;" 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:#ff0000;" 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:#ff0000;" 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:#ff0000;" 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(#pd79d2fd2f0)" d="M 432.524642 805.579932
- L 434.077235 803.94561
- L 435.629827 805.439139
- L 437.182419 802.217849
- L 438.735012 805.48845
- L 440.287604 804.79055
- L 441.840197 805.046238
- L 443.392789 797.124273
- L 444.945382 805.362324
- L 446.497974 803.91871
- L 448.050567 804.829408
- L 449.603159 804.528914
- L 451.155751 804.247534
- L 452.708344 805.223348
- L 454.260936 805.024045
- L 455.813529 805.273012
- L 457.366121 804.65821
- L 458.918714 805.387939
- L 460.471306 805.491953
- L 462.023899 803.280829
- L 463.576491 804.825548
- L 465.129083 804.814034
- L 466.681676 805.517566
- L 468.234268 804.78314
- L 469.786861 802.570295
- L 471.339453 801.103742
- L 472.892046 805.610898
- L 474.444638 804.698176
- L 475.997231 804.108176
- L 477.549823 805.612834
- L 479.102415 803.985538
- L 480.655008 805.489916
- L 482.2076 804.563759
- L 483.760193 803.362387
- L 485.312785 801.037227
- L 486.865378 805.199583
- L 488.41797 805.553949
- L 489.970563 804.617642
- L 491.523155 805.115379
- L 493.075747 805.341811
- L 494.62834 804.00555
- L 496.180932 804.796504
- L 497.733525 801.480707
- L 499.286117 804.224098
- L 500.83871 804.838892
- L 502.391302 803.872793
- L 503.943895 803.943066
- L 505.496487 805.2055
- L 507.049079 805.282414
- L 508.601672 805.071756
- L 510.154264 802.448713
- L 511.706857 803.472018
- L 513.259449 803.037222
- L 514.812042 804.740095
- L 516.364634 804.434891
- L 517.917227 805.037899
- L 519.469819 804.720611
- L 521.022412 804.183033
- L 522.575004 804.080728
- L 524.127596 805.471304
- L 525.680189 804.899999
- L 527.232781 804.034831
- L 528.785374 803.37347
- L 530.337966 803.587262
- L 531.890559 805.432005
- L 533.443151 804.186304
- L 534.995744 803.955501
- L 536.548336 803.328439
- L 538.100928 800.624602
- L 539.653521 799.154052
- L 541.206113 803.585717
- L 542.758706 802.879093
- L 544.311298 796.739367
- L 545.863891 803.595548
- L 547.416483 802.515846
- L 548.969076 802.424752
- L 550.521668 799.360938
- L 552.07426 805.401263
- L 553.626853 803.599327
- L 555.179445 804.396935
- L 556.732038 805.243686
- L 558.28463 805.541962
- L 559.837223 805.321778
- L 561.389815 797.670334
- L 562.942408 791.885731
- L 564.495 793.684692
- " style="fill:none;stroke:#ff0000;stroke-linecap:round;"/>
- </g>
- </g>
- <g id="axes_171">
- <g clip-path="url(#p8de40564df)">
- <image height="27.6" id="image93e42fc1d0" 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(#p8de40564df)" d="M 37.849348 822.997118
- L 39.060085 822.997118
- L 39.362769 823.299803
- L 39.665454 823.299803
- L 39.968138 823.602487
- L 40.876191 823.602487
- L 41.178875 823.905171
- L 42.086928 823.905171
- L 42.389612 824.207856
- L 42.692297 824.207856
- L 42.994981 824.51054
- L 43.297665 824.51054
- L 43.600349 824.813224
- L 43.903034 824.813224
- L 44.205718 825.115909
- L 44.811087 825.115909
- L 45.113771 825.418593
- L 45.416455 825.418593
- L 46.324508 826.326646
- L 46.627193 826.326646
- L 48.897325 828.596778
- L 48.897325 828.899462
- L 49.502693 829.504831
- L 49.502693 829.807515
- L 50.108062 830.412884
- L 50.108062 830.715568
- L 50.713431 831.320937
- L 50.713431 831.926305
- L 51.016115 832.22899
- L 51.016115 832.531674
- L 51.318799 832.834358
- L 51.318799 833.137043
- L 51.621484 833.439727
- L 51.621484 834.045096
- L 51.924168 834.34778
- L 51.924168 835.255833
- L 51.621484 835.558517
- L 51.621484 836.163886
- L 49.502693 838.282676
- L 49.502693 838.58536
- L 49.048667 839.039387
- L 48.745983 839.039387
- L 48.140614 839.644755
- L 46.627193 839.644755
- L 46.324508 839.94744
- L 46.021824 839.94744
- L 45.71914 840.250124
- L 44.508402 840.250124
- L 44.35706 840.401466
- L 44.35706 840.70415
- L 44.054376 841.006835
- L 44.054376 841.612203
- L 43.751692 841.914888
- L 43.751692 842.217572
- L 42.086928 843.882336
- L 40.270822 843.882336
- L 39.968138 844.18502
- L 38.454716 844.18502
- L 38.152032 843.882336
- L 37.546663 843.882336
- L 37.243979 843.579651
- L 36.941295 843.882336
- L 36.63861 843.579651
- L 32.40103 843.579651
- L 32.098346 843.882336
- L 30.28224 843.882336
- L 29.979556 843.579651
- L 27.255397 843.579651
- L 26.952713 843.276967
- L 24.833922 843.276967
- L 24.68258 843.125625
- L 24.985265 842.82294
- L 24.985265 841.309519
- L 24.68258 841.006835
- L 24.68258 840.401466
- L 24.077212 839.796097
- L 24.077212 839.493413
- L 23.774527 839.190729
- L 23.774527 838.888044
- L 23.471843 838.58536
- L 23.471843 838.282676
- L 23.169159 837.979992
- L 23.169159 837.677307
- L 22.866474 837.374623
- L 22.866474 835.255833
- L 23.169159 834.953149
- L 23.169159 834.34778
- L 23.471843 834.045096
- L 23.471843 833.742411
- L 23.774527 833.439727
- L 23.774527 833.137043
- L 24.379896 832.531674
- L 24.379896 832.22899
- L 24.68258 831.926305
- L 24.68258 831.320937
- L 24.985265 831.018253
- L 24.985265 830.715568
- L 25.287949 830.412884
- L 25.287949 830.1102
- L 25.590633 829.807515
- L 25.590633 829.504831
- L 25.893318 829.202147
- L 25.893318 828.899462
- L 26.196002 828.596778
- L 26.196002 828.294094
- L 28.466134 826.023961
- L 28.768818 826.023961
- L 29.374187 825.418593
- L 29.676871 825.418593
- L 29.979556 825.115909
- L 30.28224 825.115909
- L 30.584924 824.813224
- L 30.887609 824.813224
- L 31.190293 824.51054
- L 31.492977 824.51054
- L 32.098346 823.905171
- L 32.40103 823.905171
- L 32.703714 823.602487
- L 36.941295 823.602487
- L 37.243979 823.299803
- L 37.546663 823.299803
- L 37.849348 822.997118
- L 37.849348 822.997118
- " style="fill:none;stroke:#000000;stroke-width:0.5;"/>
- </g>
- <g id="text_273">
- <!-- C35: Tot. var. expl. 1.1% -->
- <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-31"/>
- <use x="1146.892578" xlink:href="#DejaVuSans-25"/>
- </g>
- </g>
- </g>
- <g id="axes_172">
- <g clip-path="url(#pb091176508)">
- <image height="33.12" id="imageb6fccf67f3" transform="scale(1 -1)translate(0 -33.12)" width="33.12" x="63.702684" xlink:href="data:image/png;base64,
- iVBORw0KGgoAAAANSUhEUgAAAIoAAACKCAYAAAB1h9JkAAAABHNCSVQICAgIfAhkiAAAIABJREFUeJztnX9s3MeV2D8TiUuLFMhV0qWEpWFSNSm7tGMyiKTEdBwBieyebcRqESWGc4CNu3NS+IKmf/hwB5yvBmo0veJwKXAJckXj5HBxejHOdVrYgWzEUoowTZTK8iGiExGRKMNLwSQsbmMvCZGWdm1P/5h5895IumZFiZSdfh9A7OyXs/Od+X7fvN/vjfO+5SmggN8A77vSEyjgvQEFohTQFhSIUkBbUCBKAW1BgSgFtAUFohTQFhSIUkBbUCBKAW1BgSgFtAUFohTQFhSIUkBbUCBKAW1BgSgFtAUFohTQFhSIUkBbUCBKAW1BgSgFtAXrr/QELh/8Vfy8nh9yFwCf5K0rN53fMigoSgFtwRWjKO5v462/BTTixWHg3tD8+Gdg4h+lCLX4+Y34+TQwENtb+CQnAPgeQ3w6jXEGuOpyTH3F4N4Ia/78JvgP8VplH5Tu0j7NP4uN+4CO0Dyw9cpTR3clgqtHWc9Lfx2//Dnw6tsAzLCea26M1xvAcvoBlGP7EegdC1NePB4ueRxs6wGglwXOxK6DwDF6w5eji1A3Y++I7f7/ipv93dB+CuiK18eBamhu2wTXxcsLKF5vBk6ZdW2On8/ziPbyXwt4DDh51HMg06IfxfuDwAG0z67YLgNNM6/4LPwfrh3yFKyngLZg7SjKjzrCjgGYBqZi+wSwFNsVlHKU0d3docO4lofW+dfpjp93A7eFpj/o4Kuh/eZPwiaFQCg2/Ms43pc8HI7/KKHkYsmM2YHeswxsj+OPOJ1vDZiJYw57XdMB9MZCRbqBidiuoxRlh1lTCx27w1wfBUZCs28nnFojlrR2MkoVXfgJePOF1ExUdexVWDcY2q7i04P1OKLYER6YvEyBZfRBThLIM+B2efy0A2BDA64V5KySXjZLBASRtrxgCIgrUDP3F1byhIcvxet2TkfQ+X4T3RTCSvaSI1h88X6XU/Y4AK7f7OGh+FnW317P2kHBegpoC9aOomzbBsPH09cNs+Gz65UkM7LuQ8Ad8csISiWWSaTaN1zq4+pGOBTB18ISuD8Kffy9LrEGhoH+yJ/mURZTM/csg+92aRyGzT0XzD2mzRwFOlDKtAS88+vQbnxA/39f/P8uc8/dKJvqAl9yOmZ/IHujnE262x9fYMmrBWuo9fwp9/EXAHznlchOAF5EH+owiQyzqQSnI1OqAz9D26IJC4Ytk0i2G/BB3YFAouNL8G6UR5gE4O/JFeXX4ud8E2UxVfBzTu8Z7+UmjIxUQZGs17TLOh+ehXjbhGwMkdijZW9+0unYAyg7KwFj18QvW8wk7wH+E2sBBespoC1YM4pyN+v5vkitU+A74m6dJreXCEVZIlAbCNqP9Kmju65u+goMgrs3sps5p1THfYpOngGgeZRcu7DamNhXRlEKUQciq8zYzij03RCaW4BfxcvN/aZ/iVzbARgAv1UuQqJvzXllZS1wQ3EdJQelSFGOnlSCMg5sarEWsGYyyg9AH0ItajWArxtJv2l+MGX6d6MkumHawoLmyNiBf8IgoWgXN3+fZtn0l3seRlXVaZTFjaLsoYpqRudoXKfojK2rwC8C4Ja8aj1dZr6D8XMGaC3qeN2xXQY34nX9XwlNy059h5G1ysAtrAkUrKeAtmANKMqjAFzPo7wkwlyZZN/I7CstcIcjpcEIdk2Uuhg7guvyOl7ZCJ5N01dYzBy5vUTGk08Iu1bYWAOlOkMo25D5yPg/jV9azWQg9HV3QWNhGrtFYh+u5LVPl17PfnsAFYSH0ec1AvD78cvfsJqwyogywe0RUTYDO+OLOtRv+HN/KTXdY2f14QyiL2cJJeVLqCYjmlOF9GIcRuQaAz8Q+1hWPmvag6hcUkHV04aOSQllH0Ze8h0uH1fay6bdQhG0rl3ddJznAirDyBwA7kRZVd3MpYrRDHdC8mytLhSsp4C2YFUoyg/jsJv5ZLJXlLG2i6ugGgW4nzZzrUegHzV5L6Fe1WWUhAsJ7gI3E3foEyj53gOu1+t4sqNb6A4dRs35w6i5XQRcCKzGalqR6rg5r6b1UmQ5EHZ8U68LBcyonbUByT074jxBBfW4vtQfcB0+zcuXvgfACdYztIp+n1VBlG/Hz+tQ6jlJcIEAuDdOqRe+5bQ95NLDdL0+WGEhd4rV0JcWEcvNeJU1jqCIZ/i5rzt9IS1wg/FhD4BfVvkmhQIYNkHVfD9hFtLSOSSkBhgxL3PJ/FaQoAKlyI6af23WM0yyOntcZoxL8+pF1zEMruvTof/GrwD/htWCgvUU0BZcdopyH+uDzQT4zml0t0yh+v+sXneDHn+zS+3UfwlcI2pAJxzRVhbGEcFVdq3VXCD4TCCwABFOp1HDGuDHIhVZPqePQBdK/ifJDX6yjhZq33hRKYBb9hn18ncboVvWtt/r2JF9+SFD9XagQnBN/U6u5bPwAz8Tx76hj9WkKJcdUUYJvhQgR446uSV1MDT9qNMXtYzGhsyhKmEdJfcL6AMXpOpGefgwwY0vIA912sylw4w9irKPSfBfjQ++aZyOEyjbGEEdl8PmRU2iYRF7XDC6AbwI7khE+DvVySjqvLvZq/PxW6j8ZZDW9Xv8YOizrU+j7Z75qYPn4pft8/AvWDUoWE8BbcFlpCifBOCPjk/obhhEd2sHSkp7wS/EXTQBrhZ3X4Ocuoi5/DZy6iKCbWQlfpdxx7dQjcVGjFXINIdEaQA2BT+KK8/gZ43hTgTUFrrTd5n7PYuyiiZq91lGbR1TZk0yLxMs5XuNLWYabU+ilPNFZcPsheMynnVttIA34mJXwf9z+RDl9I/D578lD9sb07avhAfc67yqmBUTimgdhCNoDEivD2GHEB52ZGEpXuNp87sGimBlePPV0CwB6yTa/UEz7ylg9GQYb8kg3IKO7+73QX4QEFlngjwsQBBxCfyUkSmic1NYmb/TXViLG0CRrduwvl0kecnXDGJVgT8wa9nYFxt/xeWWVwrWU0BbcFkoygDrOTkQsf/1N2HzhtCuk7nlXTX2GY4ByBB2h7CVFnmElwh5ZeD+eH0cNajJ2FMksv6rV43T+XTmtefufaF9TQU120Mu5O6JbZPS4cvneLj3h+bLf6eREPe8jyCMErSe5F6YAF6PAQivBzLiOjz+QZfWmZn7RRtseF3nub6s6M5wNZ8okN/roDofvvRJpNTlg8uCKCf/KfD6L+K3LqhfG5pW0zlCHh64YNpCsqsooiyZUISqU/mmfxvpCYpDrkHy30yinGecPCa5Z2v8UkIxqIE6GQ/6JJf4ZTUEUtF1/OL3NHl1ChPg9g78jmgg4+BG40bYDUxer88DYCZGysWx/W3GsCgWaKP1+JYL8hDRuCjzMhZm1+Xxu+M4fT/gC/HVfuMyWWsL1lNAW3BJFKVXfj4DWdTRhXJz+tHtd8C0u0x7FqUcg1EjgCAgi3R/73HVNITCGm3BOlc/uJVk/3Dbfa4ByX0G0J0+hWo6s6jHehJe/nJo/j6ZBT2ZV0qQBzXZToOhKZ5s1/Ip34hfvox7JlKX75GEZt90uIV43bolquijHiHTmJIv6QRJ27zuhvU8dBmoSkFRCmgLLomiLD4WG3cAP/twaHehu3I3Gk5oTegtdPf1oxKhlVd6gf8Y20+jZMI46NxTxoFnAoT8cKREe8m9tE/FdoPcMism/88ZlbuMylTfVAJxJyrv7kbNRBtuNOtucH5AFOaeHWZevxxUCjGJkqgZVK3uUPOA73JJEfAdxqqNURaaJFnnobKDfrE/jLFSuAREuRN2Px+aLfL0A2u2FySYQgN0BtGX0E3uqUWvv/0/QvMI8GHzr/M8vC2UNS0b+8MB1F/TIg94lnbVRNu1jLn9hFPEAj71sfjZRR5cJS+8O8a2QvidPIOb458B3+9wD8S+4+t0jh0kpHFdub/ILau3OyGeEbJB7VSu4jXk4SA88pkQR/HoJbCggvUU0BasgKJ8Lnz83v7kqHJ7fFLfmCS3NArlqBrLZ43EStygETIbqF1gySEKdzdcmGIJdBB4AvF+1qxtrdljpr+NX5XxKqgAu9/87n7UEWgj/qvkNhDZ3XWUtS5E9TYtJNwnuQFG0fWXSFZqP+yUlcyh1MWObbMpbexNyenzehEePR3vtfEa4GVWAitAlFgRZIqkdfguhyurMc3XIgI1vIYH2AcyRbKj+LJTe0nZqRwzqe97y42oqXoQ9ZkMxs8KKsNsJ71sf9DlAT8iUNhsw0ETpL0c1gKElyouhHGfJuP7nbLQBXK2KeuzAePWLC/szspUHUa2MF51JvT+mbzUbcZumnYd1aRs1N6dQCma9o+fhG2sCArWU0BbsAKK8tnw8cCPdWcvxJ0GwaJaijtkP/CTGBv7kxYuClP+Q+tVK+g1MR0NlMQCWyTwYphEvdwJdSgmqrADZQGPo7t8Eg2nHA1lMICgnQj57ib3AAsZG0bNugZcxYe6KxBYaLTHuAGfhMksLHIZZWNiCxkw9+k2c7dhkw2U6gyQ10qR35ZQqjOBvo9hM84gMBYj9eeAehz0lovzMF80onydLwLwxc//qQZIz5iJ2dyUOdDImsPICt3P/w+Mxsz+uglKnobXfh6avcCGnfGnQ2QpGolUW1lItKuauV6Hf3g9ND88QTJxu6qJpOslT8UQNtEyWkwXaqBrkqu5EXzF5a4IkXumULnHFumx6rk1yVtElfGm9f6+YqLgTqAa1W7yhHlhPUOQUjrsOi4SCtZTQFtw0RTli5F9uH+3gH/AeDSFolTITeVpW9hQ+g51ClbUgeZbji2Rxbz5jhmz38RyLLgU7ypCMBV0l5VQarEdytHU8/ZZWD+uAncSbF9EHYG9LrA2GVOEz2kzlyqZ4J5lAsqaZtEksV4TeyIC6c9QIf8+NHSzGxXKa2Zc6z2eNGvtNfPai8bZtPT+bDRJYjt/xUc4C8ALTfCl9u0qKze4TasH1Pcb766NR60Au28N7ZlbVV5oPJT4v7vN5/VRotyxYQ716jZNoNO4ygJ+e0SYGRNwbCPZdsG15gVL2EJnn6cpSGCj16Y1+9C1TKK5zdSbIle5K+ZzyfSRUICmT3VWXntVhxPc+WfPKRv0X1KPtZvx+rKNz8w1jff4CPjPxWc6Q/IN+VmnFt5+SHUWZpu8YAsBbKVtKFhPAW3ByinKIMme4Ia85viCCnJdaCG7A05DHsuovaCm/R1eg4VqTvv0knaIH3C602a0b4opNVl1ruyVPRototkkS0b3h7VP8sBaymGNbEvo/SsoCxsnpy5Cjbo1HFMUvQHgmvejYKhIEuxl3ZALoNaOArhvRyryHYf/S2MDiuz0dg7xfNMESQk1spmIbcDKEcW66svAplAQmOai0lWj+rmWV2ddy8gXJgY2q8I4TJ4kfoExE68+aLL9bImsJmqhXDJaTJOETH5aY1BdxfhXngPeEduwFVI6SG/q9XGobAntBqoW95Opsxui3DUeNbB1N6JaScms87DO3ddd8jsxgrISy/YGSUjrnvJqAW6REPXQGOo/Kis769vIRUHBegpoC1ZOUYZQrWA3jEaRf7I0SikKSc03TH+T+ccwajSzMbMjKEswSpKvu7x0RMv0kU9b1Fgy9ga9EoIaeRqJNeFHz6xvqDuBd94mFZRl0iy2jPKbKjS2pPt6IfEjIbELCOkofxDHlzjaMkr1bNbApDHnH0QDs0ro+mfRZLjTb8P714X2U+D2+jS+3GvxDX1O3vXS2R/e08XWqF05ovSb9hy8FJud/ZOclXJV001VGcsGUWz9kF6N6qJX1WCHV2uvDUWooWOKWjlKYhmu5LO0iaw6gZD4n6FyTNVYeju0EqTb6uEVUy7B5lEkHllWjWXO6YsdBL8xPoO7wA0HlTTNa4Ises4WIb5gumqXid8dNP0X1mksS1fMuozrSEV9yg6cYNmZFKN+kSJKwXoKaA9WTlFsLQ8Tyd5sAh1SrgrF+APGRlEyLMFSC+P19HWnv10gDzoSEBLcj7Kvp1EWY+uqPL8IG3u0vxi2rN2ljgqTDzqNoJsBTi2aTvEHV29QoXSWvG7LcJi8a/rzKy61THDVYeDVkIDG9DX4O5zOy2YzCvsYdyH+V+ZlfVYCJqWDFnCDDHQV3+ALsX0PuVPq/w0rRxTrzzCOqlIpPhzA73CZky8LYjZKRArtK7tUVjRTFWfJVW5biw1CdFnTBBaLaHHq12igzAk4HR9M7RP6gsuo8W/B59UXpdbvnwP74pu6+loNndxBUvldyav19ABZuquw3BQs3YG+4Dq6uFOlZPVNmZGyPqnc0CDFYvqWMTnYKgvWudkCjsR8nxGg9O34j/aRBArWU0CbsHKKUicrBy6Uo1klx2brKhcSP0fuy4jgJrwKhPuNrWXcaAwXiq8dRAXVI8Cpf4hfHke33A6SCDeMsp5nyeJek6ug1ytrnYM0sVdHobRB1yckv0ruwRb7xgFjmxEOsF3/z9lfoCSwAo//Sfjddg2WYgRVtMaM32da5+7m1BXiZ4xRcpLc17QjsMSvl343+e3agZUjis3SH0WdYDWnL21jjxbetXXjR8mNa7KQCeDJeMAALRiOqucIedaesBzxf9S93nMMeEEGXkLf9h74WMxgvMOMZxH7BHkekrSzSS4DG/SyaBdzhlW0wB0TIeHv9bevR0Fq4oNqdaaO7o4leD2yhBc/mkcESqzJg+B2qxM11a6z4Ro1FDmNRhiK8wQ57WKQBArWU0CbsHKKYqsclclKbW2L5uFjdKrCbqK3shr1Iyby7D8DTxrSEQ+i9LgsfvS8klyzKFkfAq6LyR3HxGoAfOjWpFG454wH1giz7CKndNLeA8zEMc2hUL7DqfbSD24qtn/5v9AA1irnHaVhY3wbn4BTEihc04VYVwQo9T6IPmt5DrIOa4C0x53JOxiHlR4HtXJEsfktVhZZguOpdOb10IqmOBu3sUQWhSZ5NW6vhyc0wT1Fqs+gHKSpJDY7r0egjEZ9ddyax5HIgx1A2UqZvOyWgM1AH0HP19ltNJKZc2SnhGQ182UXdH40NAd1vORErZh6bq+8BjduSfdJ/ZuozCFsV8aT5zpCKgfmu11eBk02UWknd3MIgGcK1lPAasDKKYo98cpK/3VSMHHnXZOcFY/mMrhJtSOkndggCWQepwnbB6MkD5nvgmk0Cs0Edyfj3DLwzpvxywkSf9o3HIRICCkMtpS5yTK0J4BlwqxEwZWN36lKlr+jVNOUi2I0r2NPpEjGKCjBR67h1b4zguZNTfv8pLFabB9E38N2k0o7Q+YPS89rCj7+eVYEl2aZjSSt1B/PwIGwoPgSmvMkUulaPjMypXDCskkMWwa/KQRhuP6FPNVSJPcpNKr9lbdjwwaJyHeZTE0HOR0HXOrJD0ewSCMIb8McMJkCB8z1QfK6cIK49Oscrt6gfeR3DbRu3bKZegd51e14vjOD6LObQK3NdRT5qu6CBjc34nUT9a68cn7BegpoC1ZOUXZBX9xkW4CXRBA0Qq6vuXRQkp812YSmmoCvuswHIikgfmwANx+3yLTRKGqm4sCHwofDQz36ceaAd8Qvs51kqdp8raaFfk4vU0OpyLTOnS40m7HbKQWaQIXDMeCWcF/3woJSjPdtUWq4l9wnBuEENGGl4+DuNkK5TVcV/9YCWd0YUaJ8zSk1fJo81UMyG8cdnXeF8T8K6Riqi4UVI8pnnJKxBcC7u8OXrRMwFV/UU+Q5LfISbKmJGkp6bRXpvut04RPkJ4wKSK7LkMMNKiJxIiLNVI+S3V0mEHkEemOS2pk+wzb/kWwCN+3VWdhlnJVDMCDYVEJZzG5SLrS/2fi7rPwjyDNAbt21genGKFiKedNntztlPbbmnWVhJgSVMpyVmMrTi7DxpvgPsV63BwXrKaAtWDFFOYPKbotHYfMNIVHl1KzGoFJBg4w6UMndButUyKPdEszQEwnAYhUV8rpj9QRMuuiwqQ1SNlmADZQdjKB+EXw47xjOT+M09p20o4WaAe5Br/Vnuz3+R2q6d5I3tCeyVAis1xYQhizzkUd17tyvnvTs/hU4S6TYm26CkWibspqZCfVgDKUuU8BwpPAluFhKIrBiRHmGt3DfjT+fhvmINW7cxJqUUF69HSWrf4lK5XvPIesS2f/KsbzWvcknTvk+clCjNfidG/4gvL0Cm/ti/3lyTceGUZ4bZinXTYS93Nd/1ylr7TDIOmJiUHp1vplD024m+f/oOfMSOa7kGIjZASdPm7l0kQWPizpNlbxuanwHmzd6Tq2wmE7BegpoCy6tzqy4KLrQXTmC7mjrTu8l96+IS/4B8mBoGcdkCtJAWZipAJnYkTWfHzRjV9G42jFTtHEJJdlLmBq26K5/At2VdVQ4HAa+G+e74HUOLTNfW/OkXzMUswg4Wz9FfDfDXiMO7JpKJU6KBmQpYBmNiFs4Z3yTSC/VJXpYOVwaooj/o06qZnRNP5yUB2zLW06hC38IfTlWi+kiP4jRFsyzGf/WWSb3r8X2331fb3psGKY/mLqV/zB8zvejmotlMRbsodwNzq/yJNetfGWCtMWhSQfKHuTYr9mmrude2Lw1ItV3zTpsLhNjeZ19CSc4wYXr4jXQsql1DR5fuKWo4VbAKsOlUZRIRfpKWqp+Ajj5QGiXHDQliKgD9YbeD94Fi1cnk9oH6Is1Uc5sg0WhQE+jrGLUjCOCclm1DPe3P0S32Uh26ta8pSKWxQmrij8BQmiB2Dpq5/xf7j9rfjtBdlJ8Oifxa04pw9E4gQOojWaPx8caa67XZ0KznNDBzmvwLq5pclHZ0zJKueZQKmlr19miOpcAl4Qo/z5S0ofpJER1A7yGa4VaE82nuXDO7mGgHFS8s2WH61eLrZ5kCovy22UyF33KZxa1soayo6s/Aa9Gp+DWdUqyTRkLP2dqu02hBjFbsmMOjVO5mZz1yMusorLTuUUOJZ/4oNd0V4nK3K9j+FHN2fFlp0Vsl9FwieZJRYIa+uLL5BqQQLdqZiUHP+zjkqFgPQW0BZdEUR7me7H1Udzxx0OzA7XEPUcu3cuunFXjlJ9y+D2R9HZ4TgobsieA2cAkkxqShSGIi30HsBxjWm3mv03ws0a+JfIEeNn1M6b/HvKEedFAbCGdXlTDmkYpzQRKSYXi7ArGOohpIUIND+R95Ppm55mX6MBhl5n804ns1pY0QqI6zRZ8rL+ohV/AGsElntcTGKrznw6ZERDSJfaJ93Ya3h9jTW3h+B2ozFE2u8I6/0B3yDRKGebQoHUbSS/W3a/ojnN/4k1sqo7tKj5XsUUItfnnkMsiAlZ9N6dYUEYzF5dIFMvXndqb5EDviroZXL+pMmlDRJdMoNezet2NmzV9ExVsTy/C+6Ol5D5Sma6bVlhX9ly4PGcK2jydfb9G6Xf3hY1AttTVCHoQ5Q6tLJD5XawJ3aZX9Or/e0UgBhaOx/HGyOudCZS5sGFvmKTJ9dwVwicAjvEROvtCrGnzDRRBa0agtqmsZfRlWiFXtKghtFjmQTOeqQTpBk0+UB1Nh8Fp7K99Lqe79Zma1JjJ4mCnAtYSLgtF8f1v4e6NQ01+AJZ+J7TLaIrrneQnc0pG3qBSgvP0fav6idpoTN49m8LnFvOTY3SmneiXXJ5X3DAdrYBp7xPV0IWmU6G8CWfj4dYp4YrohAuJfbz8cx2m52rUxlMlL8NBCKuUsup+zqlz09SH8R0ufx7meNyUdnK/N2Xb1yk7vQN22rIklwEu23G2/q5YVrR/fb5AIfndqGxhy2s9jb7AZXJyK0/epk7crL9dLJtP0YQ4qy+mRapt79EIOz9n8nGmzbxuJk81FfbQi5rhB8hzbKLcUwZ6JHzMerAnzDpkDeNonf2DKnP09JuY1iPkhZ2tryluuJ4xWIyIss3phhkAHr9MLEegYD0FtAWX8ST1AH7sLdx8HNY6015EqcWzwCuSY1yGG2N5KZuTvIRSmt3kyWYCNvm6y1wT4XTZeHGrWuDO7fOqiex7W++/ywjWM+R2CVnfpNOdPq7XP2DnY4OOBjgfRlDBd4S05sUfmXstocfGPEiKPWZSf7swooLt8RZsuSVcv9zUBFYBUQB8X2RDjfX6wA6iJ2qd/Z+oLjkGv4yCzPA6PXfHGsWWyc/XsamshFNGBDfmT5OnP8S+OzfCIW4P8xp8Xn9w3To1lO1CEW6I9JLdHq/RdDYiDpKvxUbW+YbLynQliIiVSpRB7iWumTX36ti4PijFkDx7bxv5V4HrWD0oWE8BbYHzvuV/c7dLuMHRSLSmUIry5JtoKPkwXB0Tpx9Ao/Nb5OZ0gVE0XUHyd1vApuChvJ2zaTPPP4ZSjr2aKTDAM5yUJLIu6IskuwwcS9L3Vbg3TqXxe6JjbcEbatGBFjA2Mau+4dSrbGrddt4S+jY9SiHryu7clJbv8CPGVN/fw67oEziDUo6rUM42CTy5CixHYNURRWCA9ZyUtIin0IpZoLzYGuIeQPn4ATIbnrCKFN21jLKjbdfQGTGrOU96ef+6BP8ldmn+lDzyzkbSxXbfNjjFR+I/zqD6yBl64/iLpzk/iIo8n4mmWd+YxJhdhTsakXDaxLqCsiFTnJjdJrNyCXqirHUP6rP/5CoiCRSsp4A2YVWE2QvBDG/x5RvC7f6sRq69COU4jGo9c6S6+EyTHe2adp14aK2AVz7J2b7IPvrOINaFAWYCJYHcrN4gs7vI/ec7oHdrMNsv2sLK3SFQC6C8UeNnrgO+L6XESx7JrvAYFiJU6fRidhpIdlCVCP+DJOraswlNL2nE9BXgzMbVpyQCa8Z6zrvxvoijC+RHnAhLeNB0rpNHb0UE8rORZE+avtb/YZAqy/c5TCjaA/C8qf58L2pJHkatntNkOTY9W0Nz0ZNyj8aACZFvjiyq+t1ANR8Zb0nn2LnV0xR56QhZdQLRAHscLEpoQxP81rVBDgsF6ymgLVgz1nMuiMkfwJ2O0xiFvrhbT/EFxIe+uf9U6juICZfcGoXDE4uXEKMSAAADo0lEQVRqllkmL68lYYZzGrvqKl5J/8Z1Fzbc9YYwQoCzFQ1XzIojG63nxw1gOoZXvIjaNxZQKhFDG7Oy6o+hbNVm+y2QFMPFDpJ6cyWoCVxBRLHgN4bFf3njep5MV8/QGc9Ybh4laT3zdRIpd9UgpPiaqQ2yjMZ9DPg8vlRkoQlULvka+nKqaChAb6zCDdkZz9kpoaDxuzNOo9aqLndAimNSQiGmdD1ZSsowOesTJN92ZZDDQsF6CmgL3hUUReBh3uLhxEP2EEvk8eNJdEdbDWjM/Nhm2307XquQFQlMYxjh11dN/nAXKnDawn8N8vhdEYqHTBbgLOk0EFf1eQGoc3KP/ZBLhfnoRo1sux1s/DgAjzDBo31XnpIIXDGt5zfBZ1nPfxO11DoU66hMIRFz5ng4Hic7QDtVFVggy89JbKLi8lJbYhm2RXVGyIOlZS7bUf+NycjLUkAgr0BNuMdN0dL7GnAq2VevAr4V27JN3h1QsJ4C2oJ3LUWx4PYbDjmEkv5I0rf1wXHhWBOozWUHSnVMrVY/4XSXD2ifzk2e5unYp66Vkpx9RKaY8E2b9PJLs6g2VEepyyTKtoRCjZEMcrdt1eC9e4B/skYGtIuF9wSiQGBFEIjzoXhN1OQzGESZRY9SqRqraGkbn+UYEBSkQ4ncn2EgalcnvarEu4D9r8QuT6AveRCVY4a1jl0ZOC5INmGK6/SbIOla/OwmsTh/w7sTMc6FgvUU0Ba8ZyiKhS9H6iI2l39u/vcXfITOSHPOzrq8fknyMH8cqY84wPNae4QQtwqBDTwmT+ZZ9NzlERcipYC7OZWs81/ldhKt85LXBLidXBevH4/Cud/03qAiFt6TiCJwn9HufxA/twCTIgBwCI5Gb1qN/Ei6W0LZBHfkkCLToFZf3IWytmf4Y5ThvYYIR1/gUNJ8NwMPxQg6mvs13mTTp4D/vrIFvougYD0FtAXvaYpyIXiE9SlG7QzwMJvDl6PzuW0jFid2C0bYHIBSTMHcY7peBTzOV+K3Se6O+bPHUKpjY6if4evAv7rUpbyr4LcOUSzsYz13yamc84/lzjfRXLZuA74EwLf4YmIln36XqqlXCgrWU0Bb8FtNUXL43zB7a2jWgTGpNng9Sl7+Zu2n9R6B/48QpYBLgYL1FNAWFIhSQFtQIEoBbUGBKAW0BQWiFNAWFIhSQFtQIEoBbUGBKAW0BQWiFNAWFIhSQFtQIEoBbUGBKAW0BQWiFNAW/F+FXJ0GB059vQAAAABJRU5ErkJggg==" y="-817.42139"/>
- </g>
- <g id="LineCollection_104">
- <path clip-path="url(#pb091176508)" d="M 77.661087 820.811804
- L 79.473867 820.811804
- L 79.836423 821.17436
- L 80.198979 821.17436
- L 80.561534 821.536916
- L 84.54965 821.536916
- L 85.274762 822.262028
- L 85.637317 822.262028
- L 85.999873 822.624584
- L 86.362429 822.624584
- L 86.724985 822.98714
- L 87.450097 822.98714
- L 88.900321 824.437363
- L 89.262877 824.437363
- L 89.987989 825.162475
- L 90.350545 825.162475
- L 91.61949 826.431421
- L 91.61949 826.793977
- L 92.344602 827.519089
- L 92.344602 827.881645
- L 92.707158 828.244201
- L 92.707158 828.606757
- L 93.069714 828.969313
- L 93.069714 829.694424
- L 93.43227 830.05698
- L 93.43227 830.782092
- L 93.794826 831.144648
- L 93.794826 833.319984
- L 94.157382 833.68254
- L 94.157382 836.582987
- L 93.794826 836.945543
- L 93.794826 837.308099
- L 93.43227 837.670655
- L 93.43227 838.033211
- L 93.069714 838.395767
- L 93.069714 838.758323
- L 91.982046 839.84599
- L 91.982046 840.208546
- L 91.256934 840.933658
- L 91.256934 842.021326
- L 90.894378 842.383882
- L 90.894378 842.746438
- L 90.531823 843.108994
- L 90.531823 844.921773
- L 89.987989 845.465607
- L 89.262877 845.465607
- L 88.900321 845.828163
- L 85.637317 845.828163
- L 85.274762 845.465607
- L 78.023643 845.465607
- L 77.661087 845.828163
- L 77.298531 845.465607
- L 76.573419 846.190719
- L 75.848307 846.190719
- L 75.485751 845.828163
- L 74.76064 845.828163
- L 74.398084 845.465607
- L 73.310416 845.465607
- L 72.94786 845.828163
- L 71.13508 845.828163
- L 70.409968 845.103051
- L 70.047413 845.103051
- L 69.866135 844.921773
- L 69.866135 843.108994
- L 68.778467 842.021326
- L 68.778467 841.65877
- L 68.415911 841.296214
- L 68.415911 840.933658
- L 68.053355 840.571102
- L 68.053355 840.208546
- L 67.690799 839.84599
- L 67.690799 839.483435
- L 67.328243 839.120879
- L 67.328243 838.758323
- L 66.603131 838.033211
- L 66.603131 836.945543
- L 66.965687 836.582987
- L 66.965687 830.782092
- L 67.328243 830.419536
- L 67.328243 828.606757
- L 67.690799 828.244201
- L 67.690799 827.881645
- L 70.409968 825.162475
- L 70.772524 825.162475
- L 71.13508 824.799919
- L 71.497636 824.799919
- L 72.94786 823.349696
- L 73.310416 823.349696
- L 74.035528 822.624584
- L 74.398084 822.624584
- L 75.123196 821.899472
- L 75.848307 821.899472
- L 76.210863 821.536916
- L 76.573419 821.536916
- L 76.935975 821.17436
- L 77.298531 821.17436
- L 77.661087 820.811804
- L 77.661087 820.811804
- " style="fill:none;stroke:#000000;stroke-width:0.5;"/>
- </g>
- </g>
- <g id="axes_173">
- <g clip-path="url(#pa039b75265)">
- <image height="39.6" id="image06d8436e18" 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(#pa039b75265)" d="M 121.643883 816.098577
- L 123.456662 816.098577
- L 123.819218 816.461133
- L 127.444778 816.461133
- L 127.807334 816.823689
- L 128.169889 816.823689
- L 128.532445 817.186245
- L 128.895001 817.186245
- L 129.620113 817.911357
- L 129.982669 817.911357
- L 130.345225 818.273913
- L 130.707781 818.273913
- L 131.976727 819.542858
- L 131.976727 819.905414
- L 133.064394 820.993082
- L 133.064394 821.355638
- L 133.42695 821.718194
- L 133.42695 822.08075
- L 133.789506 822.443306
- L 133.789506 822.805862
- L 134.152062 823.168418
- L 134.152062 823.530974
- L 134.514618 823.89353
- L 134.514618 824.256086
- L 134.877174 824.618641
- L 134.877174 824.981197
- L 135.23973 825.343753
- L 135.23973 825.706309
- L 135.602286 826.068865
- L 135.602286 826.793977
- L 135.964842 827.156533
- L 135.964842 827.881645
- L 136.327398 828.244201
- L 136.327398 830.05698
- L 136.689954 830.419536
- L 136.689954 831.144648
- L 137.05251 831.507204
- L 137.05251 833.319984
- L 137.415066 833.68254
- L 137.415066 837.308099
- L 137.05251 837.670655
- L 137.05251 838.758323
- L 136.689954 839.120879
- L 136.689954 839.84599
- L 136.327398 840.208546
- L 136.327398 840.933658
- L 135.964842 841.296214
- L 135.964842 841.65877
- L 135.602286 842.021326
- L 135.602286 842.383882
- L 135.23973 842.746438
- L 135.23973 843.108994
- L 134.877174 843.47155
- L 134.877174 843.834106
- L 133.789506 844.921773
- L 133.789506 845.284329
- L 132.339283 846.734553
- L 132.339283 847.097109
- L 130.707781 848.728611
- L 130.345225 848.728611
- L 129.620113 849.453723
- L 129.257557 849.453723
- L 128.532445 850.178834
- L 128.169889 850.178834
- L 127.807334 850.54139
- L 127.082222 850.54139
- L 126.719666 850.903946
- L 125.269442 850.903946
- L 124.906886 850.54139
- L 122.368995 850.54139
- L 122.006439 850.903946
- L 120.918771 850.903946
- L 120.556215 850.54139
- L 119.468547 850.54139
- L 119.105991 850.178834
- L 118.743435 850.178834
- L 118.380879 849.816278
- L 118.018323 849.816278
- L 117.655768 849.453723
- L 117.293212 849.453723
- L 116.205544 848.366055
- L 115.842988 848.366055
- L 114.030208 846.553275
- L 113.667652 846.553275
- L 113.486374 846.371997
- L 113.486374 846.009441
- L 112.761262 845.284329
- L 112.761262 844.921773
- L 112.036151 844.196662
- L 112.036151 843.834106
- L 111.311039 843.108994
- L 111.311039 842.746438
- L 110.948483 842.383882
- L 110.948483 842.021326
- L 110.585927 841.65877
- L 110.585927 839.483435
- L 110.223371 839.120879
- L 110.223371 837.670655
- L 109.860815 837.308099
- L 109.860815 835.857875
- L 110.223371 835.495319
- L 110.223371 831.144648
- L 110.585927 830.782092
- L 110.585927 829.694424
- L 110.948483 829.331869
- L 110.948483 827.156533
- L 111.311039 826.793977
- L 111.311039 826.431421
- L 111.673595 826.068865
- L 111.673595 825.706309
- L 112.036151 825.343753
- L 112.036151 824.981197
- L 112.398707 824.618641
- L 112.398707 824.256086
- L 112.761262 823.89353
- L 112.761262 823.530974
- L 113.123818 823.168418
- L 113.123818 822.443306
- L 113.486374 822.08075
- L 113.486374 821.718194
- L 114.574042 820.630526
- L 114.574042 820.26797
- L 115.66171 819.180303
- L 115.66171 818.817747
- L 116.5681 817.911357
- L 116.930656 817.911357
- L 117.293212 817.548801
- L 117.655768 817.548801
- L 118.018323 817.186245
- L 118.380879 817.186245
- L 118.743435 816.823689
- L 119.468547 816.823689
- L 119.831103 816.461133
- L 121.281327 816.461133
- L 121.643883 816.098577
- L 121.643883 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(#p4c825d3514)" d="M 150.218051 819.529376
- L 150.985321 827.546639
- L 151.75259 828.596672
- L 152.51986 825.429163
- L 153.28713 829.592636
- L 154.054399 824.432322
- L 154.821669 826.413451
- L 155.588938 823.465991
- L 156.356208 825.590121
- L 157.123477 823.838273
- L 157.890747 823.837483
- L 158.658016 822.098181
- L 159.425286 819.895219
- L 160.192555 822.70159
- L 160.959825 823.959617
- L 161.727094 823.519839
- L 162.494364 823.615624
- L 163.261633 819.759989
- L 164.028903 826.94368
- L 164.796172 821.420069
- L 165.563442 822.731285
- L 166.330711 820.197407
- L 167.097981 821.358663
- L 167.86525 816.587543
- L 168.63252 823.271339
- L 169.39979 819.304668
- L 170.167059 819.354055
- L 170.934329 822.30092
- L 171.701598 824.374723
- L 172.468868 827.661454
- L 173.236137 827.618585
- L 174.003407 823.422499
- L 174.770676 823.789645
- L 175.537946 823.310908
- L 177.072485 818.432997
- L 177.839754 819.275819
- L 178.607024 821.264475
- L 179.374293 821.282795
- L 180.141563 818.777674
- L 180.908832 820.204689
- L 181.676102 814.981582
- L 182.443371 820.982189
- L 183.210641 820.711299
- L 183.97791 822.825212
- L 184.74518 822.636829
- L 185.512449 820.824169
- L 186.279719 820.593037
- L 187.046989 819.47083
- L 187.814258 821.185452
- L 188.581528 821.044705
- L 189.348797 819.830836
- L 190.883336 821.888763
- L 191.650606 820.48495
- L 192.417875 822.6375
- L 193.185145 822.185491
- L 193.952414 822.666396
- L 194.719684 819.277342
- L 195.486953 819.846193
- L 196.254223 821.135411
- L 197.021492 821.619472
- L 197.788762 821.467441
- L 198.556031 820.799893
- L 199.323301 821.05825
- L 200.09057 822.374711
- L 200.85784 822.146002
- L 201.625109 820.324069
- L 202.392379 822.899979
- L 203.159649 823.290393
- L 203.926918 822.076788
- L 204.694188 823.534414
- L 205.461457 822.587011
- L 206.228727 824.376018
- L 206.995996 822.28785
- L 207.763266 824.188699
- L 208.530535 822.679752
- L 209.297805 824.860659
- L 210.065074 818.162598
- L 210.832344 823.201425
- L 211.599613 821.899209
- L 212.366883 821.585449
- L 213.134152 823.333452
- L 213.901422 822.962267
- L 214.668691 822.822118
- L 215.435961 821.262263
- L 216.20323 824.24057
- L 216.9705 821.410153
- L 217.737769 823.097918
- L 218.505039 822.647354
- L 219.272309 824.269981
- L 220.039578 822.80566
- L 220.806848 823.926937
- L 221.574117 822.247757
- L 222.341387 818.050169
- L 223.108656 817.122041
- L 223.875926 819.306772
- L 224.643195 819.771724
- L 225.410465 826.065337
- L 226.177734 820.687737
- L 226.945004 819.046883
- L 227.712273 822.814241
- L 228.479543 820.919103
- L 229.246812 823.82759
- L 230.014082 818.29095
- L 230.781351 821.112908
- L 231.548621 819.517781
- L 232.31589 824.224091
- L 233.08316 822.469125
- L 233.850429 827.245396
- L 234.617699 825.987022
- L 235.384968 827.772598
- L 236.152238 821.993311
- L 236.919508 820.930191
- L 237.686777 826.036696
- L 239.988586 818.799723
- L 240.755855 825.137035
- L 241.523125 826.434097
- L 242.290394 826.492524
- L 243.057664 825.264623
- L 243.824933 821.564279
- L 244.592203 822.456391
- L 245.359472 822.58842
- L 246.126742 823.800204
- L 246.894011 829.947629
- L 247.661281 828.086206
- L 248.42855 824.553203
- L 249.19582 825.01781
- L 249.963089 825.278012
- L 250.730359 824.943364
- L 251.497628 826.535705
- L 252.264898 829.139775
- L 253.032168 830.013942
- L 253.799437 828.053682
- L 254.566707 830.081395
- L 255.333976 826.305686
- L 256.101246 824.456924
- L 256.868515 823.447639
- L 257.635785 822.183852
- L 258.403054 824.387008
- L 259.170324 822.400243
- L 259.937593 825.862156
- L 260.704863 820.707513
- L 261.472132 817.886222
- L 263.006671 822.71228
- L 263.773941 819.522913
- L 264.54121 815.213621
- L 265.30848 821.328757
- L 266.075749 821.536478
- L 266.843019 818.51767
- L 267.610288 821.901055
- L 268.377558 818.991136
- L 269.144827 815.417369
- L 269.912097 818.705395
- L 270.679367 823.172933
- L 271.446636 824.115293
- L 272.213906 820.698697
- L 272.981175 821.512154
- L 273.748445 818.617498
- L 274.515714 819.520073
- L 275.282984 821.242139
- L 276.050253 822.287793
- L 276.817523 821.002626
- L 277.584792 823.470618
- L 278.352062 825.178119
- L 279.119331 824.319439
- L 279.886601 824.859725
- L 280.65387 823.594454
- L 281.42114 820.846836
- L 281.42114 820.846836
- " 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(#p04e24ac263)" d="M 150.218051 847.948989
- L 151.770644 851.609571
- L 153.323236 839.450142
- L 154.875829 848.230212
- L 156.428421 850.21133
- L 157.981014 851.602871
- L 159.533606 851.910516
- L 161.086199 850.35367
- L 162.638791 852.794262
- L 164.191383 852.905789
- L 165.743976 852.690692
- L 167.296568 852.161847
- L 168.849161 850.952268
- L 170.401753 852.918959
- L 171.954346 850.92847
- L 173.506938 852.906605
- L 175.059531 852.972452
- L 176.612123 852.591203
- L 178.164715 852.094311
- L 179.717308 851.380383
- L 181.2699 850.605807
- L 182.822493 852.699574
- L 184.375085 851.435824
- L 185.927678 853.175802
- L 187.48027 852.275321
- L 189.032863 853.089406
- L 190.585455 852.945981
- L 192.138047 853.100675
- L 193.69064 851.626622
- L 195.243232 853.110956
- L 196.795825 851.479298
- L 198.348417 850.61436
- L 199.90101 853.03512
- L 201.453602 853.164895
- L 203.006195 852.912275
- L 204.558787 852.763182
- L 206.11138 853.03552
- L 207.663972 852.337377
- L 209.216564 853.066901
- L 210.769157 853.067059
- L 212.321749 852.736629
- L 213.874342 852.723537
- L 215.426934 852.709893
- L 216.979527 852.18489
- L 218.532119 853.157889
- L 220.084712 853.10783
- L 221.637304 853.161479
- L 223.189896 852.558546
- L 224.742489 852.958662
- L 226.295081 852.974493
- L 227.847674 852.217961
- L 229.400266 852.682992
- L 230.952859 851.857342
- L 232.505451 853.169515
- L 234.058044 853.006409
- L 235.610636 852.67694
- L 237.163228 853.149217
- L 238.715821 853.161877
- L 240.268413 852.495277
- L 241.821006 853.035503
- L 243.373598 853.097701
- L 244.926191 852.891824
- L 246.478783 853.056
- L 248.031376 853.116476
- L 249.583968 852.852643
- L 251.13656 853.044721
- L 252.689153 852.943062
- L 254.241745 852.742991
- L 255.794338 852.941654
- L 257.34693 852.634633
- L 258.899523 853.061743
- L 260.452115 853.102714
- L 262.004708 852.645183
- L 263.5573 853.174262
- L 265.109892 851.793474
- L 266.662485 853.177245
- L 268.215077 852.644518
- L 269.76767 852.8303
- L 271.320262 852.425112
- L 272.872855 852.792258
- L 274.425447 852.439315
- L 275.97804 853.017662
- L 277.530632 852.982798
- L 279.083224 852.846105
- L 280.635817 852.282792
- L 282.188409 852.94156
- " style="fill:none;stroke:#008000;stroke-linecap:round;"/>
- </g>
- </g>
- </g>
- <defs>
- <clipPath id="p5b817d2e60">
- <rect height="27.544272" width="32.992589" x="20.445" y="11.677969"/>
- </clipPath>
- <clipPath id="p4001ed1973">
- <rect height="32.992589" width="32.992589" x="63.702684" y="8.95381"/>
- </clipPath>
- <clipPath id="p83428adc99">
- <rect height="39.518596" width="32.992589" x="106.960368" y="5.690807"/>
- </clipPath>
- <clipPath id="pd6d53ac98f">
- <rect height="16.609794" width="131.970358" x="150.218051" y="5.6316"/>
- </clipPath>
- <clipPath id="pe6dcc44ebf">
- <rect height="15.099813" width="131.970358" x="150.218051" y="30.168797"/>
- </clipPath>
- <clipPath id="pdf24073d34">
- <rect height="27.544272" width="32.992589" x="302.751591" y="11.677969"/>
- </clipPath>
- <clipPath id="p21d20dfbe2">
- <rect height="32.992589" width="32.992589" x="346.009274" y="8.95381"/>
- </clipPath>
- <clipPath id="pdfb4befb9c">
- <rect height="39.518596" width="32.992589" x="389.266958" y="5.690807"/>
- </clipPath>
- <clipPath id="p2aa79f35bb">
- <rect height="16.609794" width="131.970358" x="432.524642" y="5.6316"/>
- </clipPath>
- <clipPath id="p0bd593ebfd">
- <rect height="15.099813" width="131.970358" x="432.524642" y="30.168797"/>
- </clipPath>
- <clipPath id="p6fe57db6f9">
- <rect height="27.544272" width="32.992589" x="20.445" y="59.24238"/>
- </clipPath>
- <clipPath id="p9be356d3d6">
- <rect height="32.992589" width="32.992589" x="63.702684" y="56.518221"/>
- </clipPath>
- <clipPath id="p6068d023bc">
- <rect height="39.518596" width="32.992589" x="106.960368" y="53.255218"/>
- </clipPath>
- <clipPath id="pad72836b20">
- <rect height="16.609794" width="131.970358" x="150.218051" y="53.196011"/>
- </clipPath>
- <clipPath id="pd68a46f6a4">
- <rect height="15.099813" width="131.970358" x="150.218051" y="77.733208"/>
- </clipPath>
- <clipPath id="pe29533af36">
- <rect height="27.544272" width="32.992589" x="302.751591" y="59.24238"/>
- </clipPath>
- <clipPath id="p706f371479">
- <rect height="32.992589" width="32.992589" x="346.009274" y="56.518221"/>
- </clipPath>
- <clipPath id="p5075e0d77f">
- <rect height="39.518596" width="32.992589" x="389.266958" y="53.255218"/>
- </clipPath>
- <clipPath id="p3c05493f55">
- <rect height="16.609794" width="131.970358" x="432.524642" y="53.196011"/>
- </clipPath>
- <clipPath id="p49a742e55c">
- <rect height="15.099813" width="131.970358" x="432.524642" y="77.733208"/>
- </clipPath>
- <clipPath id="p3722ceb410">
- <rect height="27.544272" width="32.992589" x="20.445" y="106.806791"/>
- </clipPath>
- <clipPath id="pba86f9f0ea">
- <rect height="32.992589" width="32.992589" x="63.702684" y="104.082633"/>
- </clipPath>
- <clipPath id="p0d60ff8d87">
- <rect height="39.518596" width="32.992589" x="106.960368" y="100.819629"/>
- </clipPath>
- <clipPath id="p5afa2bef44">
- <rect height="16.609794" width="131.970358" x="150.218051" y="100.760423"/>
- </clipPath>
- <clipPath id="p1ec6a19657">
- <rect height="15.099813" width="131.970358" x="150.218051" y="125.297619"/>
- </clipPath>
- <clipPath id="p1b3298130f">
- <rect height="27.544272" width="32.992589" x="302.751591" y="106.806791"/>
- </clipPath>
- <clipPath id="p82f3e02ce9">
- <rect height="32.992589" width="32.992589" x="346.009274" y="104.082633"/>
- </clipPath>
- <clipPath id="pedc70030d7">
- <rect height="39.518596" width="32.992589" x="389.266958" y="100.819629"/>
- </clipPath>
- <clipPath id="pb98fa5eda3">
- <rect height="16.609794" width="131.970358" x="432.524642" y="100.760423"/>
- </clipPath>
- <clipPath id="pbce42f6dab">
- <rect height="15.099813" width="131.970358" x="432.524642" y="125.297619"/>
- </clipPath>
- <clipPath id="p00c418a3e4">
- <rect height="27.544272" width="32.992589" x="20.445" y="154.371203"/>
- </clipPath>
- <clipPath id="pcbc29b3399">
- <rect height="32.992589" width="32.992589" x="63.702684" y="151.647044"/>
- </clipPath>
- <clipPath id="p74ef50f70c">
- <rect height="39.518596" width="32.992589" x="106.960368" y="148.38404"/>
- </clipPath>
- <clipPath id="p7d6953210f">
- <rect height="16.609794" width="131.970358" x="150.218051" y="148.324834"/>
- </clipPath>
- <clipPath id="pd2d35046f9">
- <rect height="15.099813" width="131.970358" x="150.218051" y="172.86203"/>
- </clipPath>
- <clipPath id="pdb09bd1d9a">
- <rect height="27.544272" width="32.992589" x="302.751591" y="154.371203"/>
- </clipPath>
- <clipPath id="p9749be7cde">
- <rect height="32.992589" width="32.992589" x="346.009274" y="151.647044"/>
- </clipPath>
- <clipPath id="p4025f7da45">
- <rect height="39.518596" width="32.992589" x="389.266958" y="148.38404"/>
- </clipPath>
- <clipPath id="pded234ce03">
- <rect height="16.609794" width="131.970358" x="432.524642" y="148.324834"/>
- </clipPath>
- <clipPath id="p22bd90dab0">
- <rect height="15.099813" width="131.970358" x="432.524642" y="172.86203"/>
- </clipPath>
- <clipPath id="pb5f948cb06">
- <rect height="27.544272" width="32.992589" x="20.445" y="201.935614"/>
- </clipPath>
- <clipPath id="p1c03d79438">
- <rect height="32.992589" width="32.992589" x="63.702684" y="199.211455"/>
- </clipPath>
- <clipPath id="pa0a7a7da07">
- <rect height="39.518596" width="32.992589" x="106.960368" y="195.948452"/>
- </clipPath>
- <clipPath id="p609e3da179">
- <rect height="16.609794" width="131.970358" x="150.218051" y="195.889245"/>
- </clipPath>
- <clipPath id="p82f1f43273">
- <rect height="15.099813" width="131.970358" x="150.218051" y="220.426441"/>
- </clipPath>
- <clipPath id="p2bd53eddca">
- <rect height="27.544272" width="32.992589" x="302.751591" y="201.935614"/>
- </clipPath>
- <clipPath id="p7adba553a5">
- <rect height="32.992589" width="32.992589" x="346.009274" y="199.211455"/>
- </clipPath>
- <clipPath id="pb0808f3da3">
- <rect height="39.518596" width="32.992589" x="389.266958" y="195.948452"/>
- </clipPath>
- <clipPath id="p9b6f2bc4fe">
- <rect height="16.609794" width="131.970358" x="432.524642" y="195.889245"/>
- </clipPath>
- <clipPath id="p47f25cab8f">
- <rect height="15.099813" width="131.970358" x="432.524642" y="220.426441"/>
- </clipPath>
- <clipPath id="pbc288120cc">
- <rect height="27.544272" width="32.992589" x="20.445" y="249.500025"/>
- </clipPath>
- <clipPath id="p683d15f16e">
- <rect height="32.992589" width="32.992589" x="63.702684" y="246.775866"/>
- </clipPath>
- <clipPath id="p5b6253b8e7">
- <rect height="39.518596" width="32.992589" x="106.960368" y="243.512863"/>
- </clipPath>
- <clipPath id="pf86a7d0321">
- <rect height="16.609794" width="131.970358" x="150.218051" y="243.453656"/>
- </clipPath>
- <clipPath id="pc3b4e03421">
- <rect height="15.099813" width="131.970358" x="150.218051" y="267.990853"/>
- </clipPath>
- <clipPath id="p649c83de5d">
- <rect height="27.544272" width="32.992589" x="302.751591" y="249.500025"/>
- </clipPath>
- <clipPath id="p53e8968a13">
- <rect height="32.992589" width="32.992589" x="346.009274" y="246.775866"/>
- </clipPath>
- <clipPath id="pe9fb613741">
- <rect height="39.518596" width="32.992589" x="389.266958" y="243.512863"/>
- </clipPath>
- <clipPath id="p7d7d20d084">
- <rect height="16.609794" width="131.970358" x="432.524642" y="243.453656"/>
- </clipPath>
- <clipPath id="p20770be779">
- <rect height="15.099813" width="131.970358" x="432.524642" y="267.990853"/>
- </clipPath>
- <clipPath id="p143e8e067c">
- <rect height="27.544272" width="32.992589" x="20.445" y="297.064436"/>
- </clipPath>
- <clipPath id="pff05cb17fa">
- <rect height="32.992589" width="32.992589" x="63.702684" y="294.340277"/>
- </clipPath>
- <clipPath id="pee4b304d1f">
- <rect height="39.518596" width="32.992589" x="106.960368" y="291.077274"/>
- </clipPath>
- <clipPath id="pb7fe73fb21">
- <rect height="16.609794" width="131.970358" x="150.218051" y="291.018068"/>
- </clipPath>
- <clipPath id="pc771ed4f1e">
- <rect height="15.099813" width="131.970358" x="150.218051" y="315.555264"/>
- </clipPath>
- <clipPath id="p81b0b9e67c">
- <rect height="27.544272" width="32.992589" x="302.751591" y="297.064436"/>
- </clipPath>
- <clipPath id="p476ff1d38b">
- <rect height="32.992589" width="32.992589" x="346.009274" y="294.340277"/>
- </clipPath>
- <clipPath id="pd760f72674">
- <rect height="39.518596" width="32.992589" x="389.266958" y="291.077274"/>
- </clipPath>
- <clipPath id="p6e6d6e05e2">
- <rect height="16.609794" width="131.970358" x="432.524642" y="291.018068"/>
- </clipPath>
- <clipPath id="pf7ce07645f">
- <rect height="15.099813" width="131.970358" x="432.524642" y="315.555264"/>
- </clipPath>
- <clipPath id="p9ee3845614">
- <rect height="27.544272" width="32.992589" x="20.445" y="344.628847"/>
- </clipPath>
- <clipPath id="pdaa9566da4">
- <rect height="32.992589" width="32.992589" x="63.702684" y="341.904689"/>
- </clipPath>
- <clipPath id="pd1f09404e5">
- <rect height="39.518596" width="32.992589" x="106.960368" y="338.641685"/>
- </clipPath>
- <clipPath id="pacd77755b2">
- <rect height="16.609794" width="131.970358" x="150.218051" y="338.582479"/>
- </clipPath>
- <clipPath id="p63dfaeb692">
- <rect height="15.099813" width="131.970358" x="150.218051" y="363.119675"/>
- </clipPath>
- <clipPath id="p39cb930ce4">
- <rect height="27.544272" width="32.992589" x="302.751591" y="344.628847"/>
- </clipPath>
- <clipPath id="pb8bf62dd88">
- <rect height="32.992589" width="32.992589" x="346.009274" y="341.904689"/>
- </clipPath>
- <clipPath id="pc15038a13b">
- <rect height="39.518596" width="32.992589" x="389.266958" y="338.641685"/>
- </clipPath>
- <clipPath id="pe3ef909435">
- <rect height="16.609794" width="131.970358" x="432.524642" y="338.582479"/>
- </clipPath>
- <clipPath id="p181c0cb41a">
- <rect height="15.099813" width="131.970358" x="432.524642" y="363.119675"/>
- </clipPath>
- <clipPath id="p0973e1f24e">
- <rect height="27.544272" width="32.992589" x="20.445" y="392.193259"/>
- </clipPath>
- <clipPath id="p01a4d4cb36">
- <rect height="32.992589" width="32.992589" x="63.702684" y="389.4691"/>
- </clipPath>
- <clipPath id="p67e4460717">
- <rect height="39.518596" width="32.992589" x="106.960368" y="386.206097"/>
- </clipPath>
- <clipPath id="p5c54e5e027">
- <rect height="16.609794" width="131.970358" x="150.218051" y="386.14689"/>
- </clipPath>
- <clipPath id="pc1cdf8d20d">
- <rect height="15.099813" width="131.970358" x="150.218051" y="410.684086"/>
- </clipPath>
- <clipPath id="p9aade03d14">
- <rect height="27.544272" width="32.992589" x="302.751591" y="392.193259"/>
- </clipPath>
- <clipPath id="p8dca97236a">
- <rect height="32.992589" width="32.992589" x="346.009274" y="389.4691"/>
- </clipPath>
- <clipPath id="p7b8559d98a">
- <rect height="39.518596" width="32.992589" x="389.266958" y="386.206097"/>
- </clipPath>
- <clipPath id="p7884f245a2">
- <rect height="16.609794" width="131.970358" x="432.524642" y="386.14689"/>
- </clipPath>
- <clipPath id="pa9bbc7bf56">
- <rect height="15.099813" width="131.970358" x="432.524642" y="410.684086"/>
- </clipPath>
- <clipPath id="pf2a50dbfe0">
- <rect height="27.544272" width="32.992589" x="20.445" y="439.75767"/>
- </clipPath>
- <clipPath id="pea6af0a386">
- <rect height="32.992589" width="32.992589" x="63.702684" y="437.033511"/>
- </clipPath>
- <clipPath id="p8ac8868ce7">
- <rect height="39.518596" width="32.992589" x="106.960368" y="433.770508"/>
- </clipPath>
- <clipPath id="p16fe336f92">
- <rect height="16.609794" width="131.970358" x="150.218051" y="433.711301"/>
- </clipPath>
- <clipPath id="pf1c9057c31">
- <rect height="15.099813" width="131.970358" x="150.218051" y="458.248497"/>
- </clipPath>
- <clipPath id="p5e192ad91f">
- <rect height="27.544272" width="32.992589" x="302.751591" y="439.75767"/>
- </clipPath>
- <clipPath id="p100d38110e">
- <rect height="32.992589" width="32.992589" x="346.009274" y="437.033511"/>
- </clipPath>
- <clipPath id="p0db8330197">
- <rect height="39.518596" width="32.992589" x="389.266958" y="433.770508"/>
- </clipPath>
- <clipPath id="p5820e690cb">
- <rect height="16.609794" width="131.970358" x="432.524642" y="433.711301"/>
- </clipPath>
- <clipPath id="p192f049c8e">
- <rect height="15.099813" width="131.970358" x="432.524642" y="458.248497"/>
- </clipPath>
- <clipPath id="pbb0502259f">
- <rect height="27.544272" width="32.992589" x="20.445" y="487.322081"/>
- </clipPath>
- <clipPath id="pe26212d446">
- <rect height="32.992589" width="32.992589" x="63.702684" y="484.597922"/>
- </clipPath>
- <clipPath id="p7abe5613b3">
- <rect height="39.518596" width="32.992589" x="106.960368" y="481.334919"/>
- </clipPath>
- <clipPath id="p844f7516d7">
- <rect height="16.609794" width="131.970358" x="150.218051" y="481.275712"/>
- </clipPath>
- <clipPath id="p94c6d68b8d">
- <rect height="15.099813" width="131.970358" x="150.218051" y="505.812909"/>
- </clipPath>
- <clipPath id="p9410993406">
- <rect height="27.544272" width="32.992589" x="302.751591" y="487.322081"/>
- </clipPath>
- <clipPath id="p940da92436">
- <rect height="32.992589" width="32.992589" x="346.009274" y="484.597922"/>
- </clipPath>
- <clipPath id="p172cdc3d2c">
- <rect height="39.518596" width="32.992589" x="389.266958" y="481.334919"/>
- </clipPath>
- <clipPath id="p7b987bc9c2">
- <rect height="16.609794" width="131.970358" x="432.524642" y="481.275712"/>
- </clipPath>
- <clipPath id="p006cbde0e6">
- <rect height="15.099813" width="131.970358" x="432.524642" y="505.812909"/>
- </clipPath>
- <clipPath id="pc209eee849">
- <rect height="27.544272" width="32.992589" x="20.445" y="534.886492"/>
- </clipPath>
- <clipPath id="pe747a6fe47">
- <rect height="32.992589" width="32.992589" x="63.702684" y="532.162334"/>
- </clipPath>
- <clipPath id="pfc20673147">
- <rect height="39.518596" width="32.992589" x="106.960368" y="528.89933"/>
- </clipPath>
- <clipPath id="p9229b3b569">
- <rect height="16.609794" width="131.970358" x="150.218051" y="528.840124"/>
- </clipPath>
- <clipPath id="p16708ffda7">
- <rect height="15.099813" width="131.970358" x="150.218051" y="553.37732"/>
- </clipPath>
- <clipPath id="p1923964195">
- <rect height="27.544272" width="32.992589" x="302.751591" y="534.886492"/>
- </clipPath>
- <clipPath id="p6dd0d690c3">
- <rect height="32.992589" width="32.992589" x="346.009274" y="532.162334"/>
- </clipPath>
- <clipPath id="pbcfa1c2129">
- <rect height="39.518596" width="32.992589" x="389.266958" y="528.89933"/>
- </clipPath>
- <clipPath id="p3d8d46979a">
- <rect height="16.609794" width="131.970358" x="432.524642" y="528.840124"/>
- </clipPath>
- <clipPath id="pf671463843">
- <rect height="15.099813" width="131.970358" x="432.524642" y="553.37732"/>
- </clipPath>
- <clipPath id="pcecddf217a">
- <rect height="27.544272" width="32.992589" x="20.445" y="582.450904"/>
- </clipPath>
- <clipPath id="p889606b3af">
- <rect height="32.992589" width="32.992589" x="63.702684" y="579.726745"/>
- </clipPath>
- <clipPath id="pc76497a8a4">
- <rect height="39.518596" width="32.992589" x="106.960368" y="576.463741"/>
- </clipPath>
- <clipPath id="p6d497b7a9a">
- <rect height="16.609794" width="131.970358" x="150.218051" y="576.404535"/>
- </clipPath>
- <clipPath id="pcdb0a33f9a">
- <rect height="15.099813" width="131.970358" x="150.218051" y="600.941731"/>
- </clipPath>
- <clipPath id="pb543194bdc">
- <rect height="27.544272" width="32.992589" x="302.751591" y="582.450904"/>
- </clipPath>
- <clipPath id="pafeb902550">
- <rect height="32.992589" width="32.992589" x="346.009274" y="579.726745"/>
- </clipPath>
- <clipPath id="p4c8b5ccf56">
- <rect height="39.518596" width="32.992589" x="389.266958" y="576.463741"/>
- </clipPath>
- <clipPath id="p0b65ae6013">
- <rect height="16.609794" width="131.970358" x="432.524642" y="576.404535"/>
- </clipPath>
- <clipPath id="p368cd1d171">
- <rect height="15.099813" width="131.970358" x="432.524642" y="600.941731"/>
- </clipPath>
- <clipPath id="pc73cfcc659">
- <rect height="27.544272" width="32.992589" x="20.445" y="630.015315"/>
- </clipPath>
- <clipPath id="p74ebbdf647">
- <rect height="32.992589" width="32.992589" x="63.702684" y="627.291156"/>
- </clipPath>
- <clipPath id="pd51965afcb">
- <rect height="39.518596" width="32.992589" x="106.960368" y="624.028153"/>
- </clipPath>
- <clipPath id="pdea1d7d67e">
- <rect height="16.609794" width="131.970358" x="150.218051" y="623.968946"/>
- </clipPath>
- <clipPath id="p8b84f73d40">
- <rect height="15.099813" width="131.970358" x="150.218051" y="648.506142"/>
- </clipPath>
- <clipPath id="pe1e1674f56">
- <rect height="27.544272" width="32.992589" x="302.751591" y="630.015315"/>
- </clipPath>
- <clipPath id="pc30fb9b4da">
- <rect height="32.992589" width="32.992589" x="346.009274" y="627.291156"/>
- </clipPath>
- <clipPath id="pd2b25f946b">
- <rect height="39.518596" width="32.992589" x="389.266958" y="624.028153"/>
- </clipPath>
- <clipPath id="p741f4a9942">
- <rect height="16.609794" width="131.970358" x="432.524642" y="623.968946"/>
- </clipPath>
- <clipPath id="p6b0d8a3199">
- <rect height="15.099813" width="131.970358" x="432.524642" y="648.506142"/>
- </clipPath>
- <clipPath id="p82ce546bcb">
- <rect height="27.544272" width="32.992589" x="20.445" y="677.579726"/>
- </clipPath>
- <clipPath id="p242769cdd5">
- <rect height="32.992589" width="32.992589" x="63.702684" y="674.855567"/>
- </clipPath>
- <clipPath id="p646a41adae">
- <rect height="39.518596" width="32.992589" x="106.960368" y="671.592564"/>
- </clipPath>
- <clipPath id="p4636029708">
- <rect height="16.609794" width="131.970358" x="150.218051" y="671.533357"/>
- </clipPath>
- <clipPath id="p69c173eee9">
- <rect height="15.099813" width="131.970358" x="150.218051" y="696.070554"/>
- </clipPath>
- <clipPath id="pcf7bce9704">
- <rect height="27.544272" width="32.992589" x="302.751591" y="677.579726"/>
- </clipPath>
- <clipPath id="pfd65bf725c">
- <rect height="32.992589" width="32.992589" x="346.009274" y="674.855567"/>
- </clipPath>
- <clipPath id="p04372f204b">
- <rect height="39.518596" width="32.992589" x="389.266958" y="671.592564"/>
- </clipPath>
- <clipPath id="p57f9d6effa">
- <rect height="16.609794" width="131.970358" x="432.524642" y="671.533357"/>
- </clipPath>
- <clipPath id="pfbc1585ae3">
- <rect height="15.099813" width="131.970358" x="432.524642" y="696.070554"/>
- </clipPath>
- <clipPath id="p39910d7d54">
- <rect height="27.544272" width="32.992589" x="20.445" y="725.144137"/>
- </clipPath>
- <clipPath id="p3959669307">
- <rect height="32.992589" width="32.992589" x="63.702684" y="722.419978"/>
- </clipPath>
- <clipPath id="p46d0a7b513">
- <rect height="39.518596" width="32.992589" x="106.960368" y="719.156975"/>
- </clipPath>
- <clipPath id="p9127119e74">
- <rect height="16.609794" width="131.970358" x="150.218051" y="719.097768"/>
- </clipPath>
- <clipPath id="p20a018b249">
- <rect height="15.099813" width="131.970358" x="150.218051" y="743.634965"/>
- </clipPath>
- <clipPath id="paed3c7bcd5">
- <rect height="27.544272" width="32.992589" x="302.751591" y="725.144137"/>
- </clipPath>
- <clipPath id="pf5f7ac0e77">
- <rect height="32.992589" width="32.992589" x="346.009274" y="722.419978"/>
- </clipPath>
- <clipPath id="pbc9197f56f">
- <rect height="39.518596" width="32.992589" x="389.266958" y="719.156975"/>
- </clipPath>
- <clipPath id="p71752d8eea">
- <rect height="16.609794" width="131.970358" x="432.524642" y="719.097768"/>
- </clipPath>
- <clipPath id="p9e68f8803d">
- <rect height="15.099813" width="131.970358" x="432.524642" y="743.634965"/>
- </clipPath>
- <clipPath id="pa5a0292019">
- <rect height="27.544272" width="32.992589" x="20.445" y="772.708548"/>
- </clipPath>
- <clipPath id="p41f03c10a2">
- <rect height="32.992589" width="32.992589" x="63.702684" y="769.98439"/>
- </clipPath>
- <clipPath id="p95def5fdb9">
- <rect height="39.518596" width="32.992589" x="106.960368" y="766.721386"/>
- </clipPath>
- <clipPath id="p281feeee83">
- <rect height="16.609794" width="131.970358" x="150.218051" y="766.66218"/>
- </clipPath>
- <clipPath id="pd18cc8d008">
- <rect height="15.099813" width="131.970358" x="150.218051" y="791.199376"/>
- </clipPath>
- <clipPath id="p36e9d3b880">
- <rect height="27.544272" width="32.992589" x="302.751591" y="772.708548"/>
- </clipPath>
- <clipPath id="pca10783791">
- <rect height="32.992589" width="32.992589" x="346.009274" y="769.98439"/>
- </clipPath>
- <clipPath id="p20a3901bb4">
- <rect height="39.518596" width="32.992589" x="389.266958" y="766.721386"/>
- </clipPath>
- <clipPath id="paeed25e0cd">
- <rect height="16.609794" width="131.970358" x="432.524642" y="766.66218"/>
- </clipPath>
- <clipPath id="pd79d2fd2f0">
- <rect height="15.099813" width="131.970358" x="432.524642" y="791.199376"/>
- </clipPath>
- <clipPath id="p8de40564df">
- <rect height="27.544272" width="32.992589" x="20.445" y="820.27296"/>
- </clipPath>
- <clipPath id="pb091176508">
- <rect height="32.992589" width="32.992589" x="63.702684" y="817.548801"/>
- </clipPath>
- <clipPath id="pa039b75265">
- <rect height="39.518596" width="32.992589" x="106.960368" y="814.285797"/>
- </clipPath>
- <clipPath id="p4c825d3514">
- <rect height="16.609794" width="131.970358" x="150.218051" y="814.226591"/>
- </clipPath>
- <clipPath id="p04e24ac263">
- <rect height="15.099813" width="131.970358" x="150.218051" y="838.763787"/>
- </clipPath>
- </defs>
- </svg>
|
