1234567891011121314151617181920212223242526272829303132333435363738394041424344454647484950515253545556575859606162636465666768697071727374757677787980818283848586878889909192939495969798991001011021031041051061071081091101111121131141151161171181191201211221231241251261271281291301311321331341351361371381391401411421431441451461471481491501511521531541551561571581591601611621631641651661671681691701711721731741751761771781791801811821831841851861871881891901911921931941951961971981992002012022032042052062072082092102112122132142152162172182192202212222232242252262272282292302312322332342352362372382392402412422432442452462472482492502512522532542552562572582592602612622632642652662672682692702712722732742752762772782792802812822832842852862872882892902912922932942952962972982993003013023033043053063073083093103113123133143153163173183193203213223233243253263273283293303313323333343353363373383393403413423433443453463473483493503513523533543553563573583593603613623633643653663673683693703713723733743753763773783793803813823833843853863873883893903913923933943953963973983994004014024034044054064074084094104114124134144154164174184194204214224234244254264274284294304314324334344354364374384394404414424434444454464474484494504514524534544554564574584594604614624634644654664674684694704714724734744754764774784794804814824834844854864874884894904914924934944954964974984995005015025035045055065075085095105115125135145155165175185195205215225235245255265275285295305315325335345355365375385395405415425435445455465475485495505515525535545555565575585595605615625635645655665675685695705715725735745755765775785795805815825835845855865875885895905915925935945955965975985996006016026036046056066076086096106116126136146156166176186196206216226236246256266276286296306316326336346356366376386396406416426436446456466476486496506516526536546556566576586596606616626636646656666676686696706716726736746756766776786796806816826836846856866876886896906916926936946956966976986997007017027037047057067077087097107117127137147157167177187197207217227237247257267277287297307317327337347357367377387397407417427437447457467477487497507517527537547557567577587597607617627637647657667677687697707717727737747757767777787797807817827837847857867877887897907917927937947957967977987998008018028038048058068078088098108118128138148158168178188198208218228238248258268278288298308318328338348358368378388398408418428438448458468478488498508518528538548558568578588598608618628638648658668678688698708718728738748758768778788798808818828838848858868878888898908918928938948958968978988999009019029039049059069079089099109119129139149159169179189199209219229239249259269279289299309319329339349359369379389399409419429439449459469479489499509519529539549559569579589599609619629639649659669679689699709719729739749759769779789799809819829839849859869879889899909919929939949959969979989991000100110021003100410051006100710081009101010111012101310141015101610171018101910201021102210231024102510261027102810291030103110321033103410351036103710381039104010411042104310441045104610471048104910501051105210531054105510561057105810591060106110621063106410651066106710681069107010711072107310741075107610771078107910801081108210831084108510861087108810891090109110921093109410951096109710981099110011011102110311041105110611071108110911101111111211131114111511161117111811191120112111221123112411251126112711281129113011311132113311341135113611371138113911401141114211431144114511461147114811491150115111521153115411551156115711581159116011611162116311641165116611671168116911701171117211731174117511761177117811791180118111821183118411851186118711881189119011911192119311941195119611971198119912001201120212031204120512061207120812091210121112121213121412151216121712181219122012211222122312241225122612271228122912301231123212331234123512361237123812391240124112421243124412451246124712481249125012511252125312541255125612571258125912601261126212631264126512661267126812691270127112721273127412751276127712781279128012811282128312841285128612871288128912901291129212931294129512961297129812991300130113021303130413051306130713081309131013111312131313141315131613171318131913201321132213231324132513261327132813291330133113321333133413351336133713381339134013411342134313441345134613471348134913501351135213531354135513561357135813591360136113621363136413651366136713681369137013711372137313741375137613771378137913801381138213831384138513861387138813891390139113921393139413951396139713981399140014011402140314041405140614071408140914101411141214131414141514161417141814191420142114221423142414251426142714281429143014311432143314341435143614371438143914401441144214431444144514461447144814491450145114521453145414551456145714581459146014611462146314641465146614671468146914701471147214731474147514761477147814791480148114821483148414851486148714881489149014911492149314941495149614971498149915001501150215031504150515061507150815091510151115121513151415151516151715181519152015211522152315241525152615271528152915301531153215331534153515361537153815391540154115421543154415451546154715481549155015511552155315541555155615571558155915601561156215631564156515661567156815691570157115721573157415751576157715781579158015811582158315841585158615871588158915901591159215931594159515961597159815991600160116021603160416051606160716081609161016111612161316141615161616171618161916201621162216231624162516261627162816291630163116321633163416351636163716381639164016411642164316441645164616471648164916501651165216531654165516561657165816591660166116621663166416651666166716681669167016711672167316741675167616771678167916801681168216831684168516861687168816891690169116921693169416951696169716981699170017011702170317041705170617071708170917101711171217131714171517161717171817191720172117221723172417251726172717281729173017311732173317341735173617371738173917401741174217431744174517461747174817491750175117521753175417551756175717581759176017611762176317641765176617671768176917701771177217731774177517761777177817791780178117821783178417851786178717881789179017911792179317941795179617971798179918001801180218031804180518061807180818091810181118121813181418151816181718181819182018211822182318241825182618271828182918301831183218331834183518361837183818391840184118421843184418451846184718481849185018511852185318541855185618571858185918601861186218631864186518661867186818691870187118721873187418751876187718781879188018811882188318841885188618871888188918901891189218931894189518961897189818991900190119021903190419051906190719081909191019111912191319141915191619171918191919201921192219231924192519261927192819291930193119321933193419351936193719381939194019411942194319441945194619471948194919501951195219531954195519561957195819591960196119621963196419651966196719681969197019711972197319741975197619771978197919801981198219831984198519861987198819891990199119921993199419951996199719981999200020012002200320042005200620072008200920102011201220132014201520162017201820192020202120222023202420252026202720282029203020312032203320342035203620372038203920402041204220432044204520462047204820492050205120522053205420552056205720582059206020612062206320642065206620672068206920702071207220732074207520762077207820792080208120822083208420852086208720882089209020912092209320942095209620972098209921002101210221032104210521062107210821092110211121122113211421152116211721182119212021212122212321242125212621272128212921302131213221332134213521362137213821392140214121422143214421452146214721482149215021512152215321542155215621572158215921602161216221632164216521662167216821692170217121722173217421752176217721782179218021812182218321842185218621872188218921902191219221932194219521962197219821992200220122022203220422052206220722082209221022112212221322142215221622172218221922202221222222232224222522262227222822292230223122322233223422352236223722382239224022412242224322442245224622472248224922502251225222532254225522562257225822592260226122622263226422652266226722682269227022712272227322742275227622772278227922802281228222832284228522862287228822892290229122922293229422952296229722982299230023012302230323042305230623072308230923102311231223132314231523162317231823192320232123222323232423252326232723282329233023312332233323342335233623372338233923402341234223432344234523462347234823492350235123522353235423552356235723582359236023612362236323642365236623672368236923702371237223732374237523762377237823792380238123822383238423852386238723882389239023912392239323942395239623972398239924002401240224032404240524062407240824092410241124122413241424152416241724182419242024212422242324242425242624272428242924302431243224332434243524362437243824392440244124422443244424452446244724482449245024512452245324542455245624572458245924602461246224632464246524662467246824692470247124722473247424752476247724782479248024812482248324842485248624872488248924902491249224932494249524962497249824992500250125022503250425052506250725082509251025112512251325142515251625172518251925202521252225232524252525262527252825292530253125322533253425352536253725382539254025412542254325442545254625472548254925502551255225532554255525562557255825592560256125622563256425652566256725682569257025712572257325742575257625772578257925802581258225832584258525862587258825892590259125922593259425952596259725982599260026012602260326042605260626072608260926102611261226132614261526162617261826192620262126222623262426252626262726282629263026312632263326342635263626372638263926402641264226432644264526462647264826492650265126522653265426552656265726582659266026612662266326642665266626672668266926702671267226732674267526762677267826792680268126822683268426852686268726882689269026912692269326942695269626972698269927002701270227032704270527062707270827092710271127122713271427152716271727182719272027212722272327242725272627272728272927302731273227332734273527362737273827392740274127422743274427452746274727482749275027512752275327542755275627572758275927602761276227632764276527662767276827692770277127722773277427752776277727782779278027812782278327842785278627872788278927902791279227932794279527962797279827992800280128022803280428052806280728082809281028112812281328142815281628172818281928202821282228232824282528262827282828292830283128322833283428352836283728382839284028412842284328442845284628472848284928502851285228532854285528562857285828592860286128622863286428652866286728682869287028712872287328742875287628772878287928802881288228832884288528862887288828892890289128922893289428952896289728982899290029012902290329042905290629072908290929102911291229132914291529162917291829192920292129222923292429252926292729282929293029312932293329342935293629372938293929402941294229432944294529462947294829492950295129522953295429552956295729582959296029612962296329642965296629672968296929702971297229732974297529762977297829792980298129822983298429852986298729882989299029912992299329942995299629972998299930003001300230033004300530063007300830093010301130123013301430153016301730183019302030213022302330243025302630273028302930303031303230333034303530363037303830393040304130423043304430453046304730483049305030513052305330543055305630573058305930603061306230633064306530663067306830693070307130723073307430753076307730783079308030813082308330843085308630873088308930903091309230933094309530963097309830993100310131023103310431053106310731083109311031113112311331143115311631173118311931203121312231233124312531263127312831293130313131323133313431353136313731383139314031413142314331443145314631473148314931503151315231533154315531563157315831593160316131623163316431653166316731683169317031713172317331743175317631773178317931803181318231833184318531863187318831893190319131923193319431953196319731983199320032013202320332043205320632073208320932103211321232133214321532163217321832193220322132223223322432253226322732283229323032313232323332343235323632373238323932403241324232433244324532463247324832493250325132523253325432553256325732583259326032613262326332643265326632673268326932703271327232733274327532763277327832793280328132823283328432853286328732883289329032913292329332943295329632973298329933003301330233033304330533063307330833093310331133123313331433153316331733183319332033213322332333243325332633273328332933303331333233333334333533363337333833393340334133423343334433453346334733483349335033513352335333543355335633573358335933603361336233633364336533663367336833693370337133723373337433753376337733783379338033813382338333843385338633873388338933903391339233933394339533963397339833993400340134023403340434053406340734083409341034113412341334143415341634173418341934203421342234233424342534263427342834293430343134323433343434353436343734383439344034413442344334443445344634473448344934503451345234533454345534563457345834593460346134623463346434653466346734683469347034713472347334743475347634773478347934803481348234833484348534863487348834893490349134923493349434953496349734983499350035013502350335043505350635073508350935103511351235133514351535163517351835193520352135223523352435253526352735283529353035313532353335343535353635373538353935403541354235433544354535463547354835493550355135523553355435553556355735583559356035613562356335643565356635673568356935703571357235733574357535763577357835793580358135823583358435853586358735883589359035913592359335943595359635973598359936003601360236033604360536063607360836093610361136123613361436153616361736183619362036213622362336243625362636273628362936303631363236333634363536363637363836393640364136423643364436453646364736483649365036513652365336543655365636573658365936603661366236633664366536663667366836693670367136723673367436753676367736783679368036813682368336843685368636873688368936903691369236933694369536963697369836993700370137023703370437053706370737083709371037113712371337143715371637173718371937203721372237233724372537263727372837293730373137323733373437353736373737383739374037413742374337443745374637473748374937503751375237533754375537563757375837593760376137623763376437653766376737683769377037713772377337743775377637773778377937803781378237833784378537863787378837893790379137923793379437953796379737983799380038013802380338043805380638073808380938103811381238133814381538163817381838193820382138223823382438253826382738283829383038313832383338343835383638373838383938403841384238433844384538463847384838493850385138523853385438553856385738583859386038613862386338643865386638673868386938703871387238733874387538763877387838793880388138823883388438853886388738883889389038913892389338943895389638973898389939003901390239033904390539063907390839093910391139123913391439153916391739183919392039213922392339243925392639273928392939303931393239333934393539363937393839393940394139423943394439453946394739483949395039513952395339543955395639573958395939603961396239633964396539663967396839693970397139723973397439753976397739783979398039813982398339843985398639873988398939903991399239933994399539963997399839994000400140024003400440054006400740084009401040114012401340144015401640174018401940204021402240234024402540264027402840294030403140324033403440354036403740384039404040414042404340444045404640474048404940504051405240534054405540564057405840594060406140624063406440654066406740684069407040714072407340744075407640774078407940804081408240834084408540864087408840894090409140924093409440954096409740984099410041014102410341044105410641074108410941104111411241134114411541164117411841194120412141224123412441254126412741284129413041314132413341344135413641374138413941404141414241434144414541464147414841494150415141524153415441554156415741584159416041614162416341644165416641674168416941704171417241734174417541764177417841794180418141824183418441854186418741884189419041914192419341944195419641974198419942004201420242034204420542064207420842094210421142124213421442154216421742184219422042214222422342244225422642274228422942304231423242334234423542364237423842394240424142424243424442454246424742484249425042514252425342544255425642574258425942604261426242634264426542664267426842694270427142724273427442754276427742784279428042814282428342844285428642874288428942904291429242934294429542964297429842994300430143024303430443054306430743084309431043114312431343144315431643174318431943204321432243234324432543264327432843294330433143324333433443354336433743384339434043414342434343444345434643474348434943504351435243534354435543564357435843594360436143624363436443654366436743684369437043714372437343744375437643774378437943804381438243834384438543864387438843894390439143924393439443954396439743984399440044014402440344044405440644074408440944104411441244134414441544164417441844194420442144224423442444254426442744284429443044314432443344344435443644374438443944404441444244434444444544464447444844494450445144524453445444554456445744584459446044614462446344644465446644674468446944704471447244734474447544764477447844794480448144824483448444854486448744884489449044914492449344944495449644974498449945004501450245034504450545064507450845094510451145124513451445154516451745184519452045214522452345244525452645274528452945304531453245334534453545364537453845394540454145424543454445454546454745484549455045514552455345544555455645574558455945604561456245634564456545664567456845694570457145724573457445754576457745784579458045814582458345844585458645874588458945904591459245934594459545964597459845994600460146024603460446054606460746084609461046114612461346144615461646174618461946204621462246234624462546264627462846294630463146324633463446354636463746384639464046414642464346444645464646474648464946504651465246534654465546564657465846594660466146624663466446654666466746684669467046714672467346744675467646774678467946804681468246834684468546864687468846894690469146924693469446954696469746984699470047014702470347044705470647074708470947104711471247134714471547164717471847194720472147224723472447254726472747284729473047314732473347344735473647374738473947404741474247434744474547464747474847494750475147524753475447554756475747584759476047614762476347644765476647674768476947704771477247734774477547764777477847794780478147824783478447854786478747884789479047914792479347944795479647974798479948004801480248034804480548064807480848094810481148124813481448154816481748184819482048214822482348244825482648274828482948304831483248334834483548364837483848394840484148424843484448454846484748484849485048514852485348544855485648574858485948604861486248634864486548664867486848694870487148724873487448754876487748784879488048814882488348844885488648874888488948904891489248934894489548964897489848994900490149024903490449054906490749084909491049114912491349144915491649174918491949204921492249234924492549264927492849294930493149324933493449354936493749384939494049414942494349444945494649474948494949504951495249534954495549564957495849594960496149624963496449654966496749684969497049714972497349744975497649774978497949804981498249834984498549864987498849894990499149924993499449954996499749984999500050015002500350045005500650075008500950105011501250135014501550165017501850195020502150225023502450255026502750285029503050315032503350345035503650375038503950405041504250435044504550465047504850495050505150525053505450555056505750585059506050615062506350645065506650675068506950705071507250735074507550765077507850795080508150825083508450855086508750885089509050915092509350945095509650975098509951005101510251035104510551065107510851095110511151125113511451155116511751185119512051215122512351245125512651275128512951305131513251335134513551365137513851395140514151425143514451455146514751485149515051515152515351545155515651575158515951605161516251635164516551665167516851695170517151725173517451755176517751785179518051815182518351845185518651875188518951905191519251935194519551965197519851995200520152025203520452055206520752085209521052115212521352145215521652175218521952205221522252235224522552265227522852295230523152325233523452355236523752385239524052415242524352445245524652475248524952505251525252535254525552565257525852595260526152625263526452655266526752685269527052715272527352745275527652775278527952805281528252835284528552865287528852895290529152925293529452955296529752985299530053015302530353045305530653075308530953105311531253135314531553165317531853195320532153225323532453255326532753285329533053315332533353345335533653375338533953405341534253435344534553465347534853495350535153525353535453555356535753585359536053615362536353645365536653675368536953705371537253735374537553765377537853795380538153825383538453855386538753885389539053915392539353945395539653975398539954005401540254035404540554065407540854095410541154125413541454155416541754185419542054215422542354245425542654275428542954305431543254335434543554365437543854395440544154425443544454455446544754485449545054515452545354545455545654575458545954605461546254635464546554665467546854695470547154725473547454755476547754785479548054815482548354845485548654875488548954905491549254935494549554965497549854995500550155025503550455055506550755085509551055115512551355145515551655175518551955205521552255235524552555265527552855295530553155325533553455355536553755385539554055415542554355445545554655475548554955505551555255535554555555565557555855595560556155625563556455655566556755685569557055715572557355745575557655775578557955805581558255835584558555865587558855895590559155925593559455955596559755985599560056015602560356045605560656075608560956105611561256135614561556165617561856195620562156225623562456255626562756285629563056315632563356345635563656375638563956405641564256435644564556465647564856495650565156525653565456555656565756585659566056615662566356645665566656675668566956705671567256735674567556765677567856795680568156825683568456855686568756885689569056915692569356945695569656975698569957005701570257035704570557065707570857095710571157125713571457155716571757185719572057215722572357245725572657275728572957305731573257335734573557365737573857395740574157425743574457455746574757485749575057515752575357545755575657575758575957605761576257635764576557665767576857695770577157725773577457755776577757785779578057815782578357845785578657875788578957905791579257935794579557965797579857995800580158025803580458055806580758085809581058115812581358145815581658175818581958205821582258235824582558265827582858295830583158325833583458355836583758385839584058415842584358445845584658475848584958505851585258535854585558565857585858595860586158625863586458655866586758685869587058715872587358745875587658775878587958805881588258835884588558865887588858895890589158925893589458955896589758985899590059015902590359045905590659075908590959105911591259135914591559165917591859195920592159225923592459255926592759285929593059315932593359345935593659375938593959405941594259435944594559465947594859495950595159525953595459555956595759585959596059615962596359645965596659675968596959705971597259735974597559765977597859795980598159825983598459855986598759885989599059915992599359945995599659975998599960006001600260036004600560066007600860096010601160126013601460156016601760186019602060216022602360246025602660276028602960306031603260336034603560366037603860396040604160426043604460456046604760486049605060516052605360546055605660576058605960606061606260636064606560666067606860696070607160726073607460756076607760786079608060816082608360846085608660876088608960906091609260936094609560966097609860996100610161026103610461056106610761086109611061116112611361146115611661176118611961206121612261236124612561266127612861296130613161326133613461356136613761386139614061416142614361446145614661476148614961506151615261536154615561566157615861596160616161626163616461656166616761686169617061716172617361746175617661776178617961806181618261836184618561866187618861896190619161926193619461956196619761986199620062016202620362046205620662076208620962106211621262136214621562166217621862196220622162226223622462256226622762286229623062316232623362346235623662376238623962406241624262436244624562466247624862496250625162526253625462556256625762586259626062616262626362646265626662676268626962706271627262736274627562766277627862796280628162826283628462856286628762886289629062916292629362946295629662976298629963006301630263036304630563066307630863096310631163126313631463156316631763186319632063216322632363246325632663276328632963306331633263336334633563366337633863396340634163426343634463456346634763486349635063516352635363546355635663576358635963606361636263636364636563666367636863696370637163726373637463756376637763786379638063816382638363846385638663876388638963906391639263936394639563966397639863996400640164026403640464056406640764086409641064116412641364146415641664176418641964206421642264236424642564266427642864296430643164326433643464356436643764386439644064416442644364446445644664476448644964506451645264536454645564566457645864596460646164626463646464656466646764686469647064716472647364746475647664776478647964806481648264836484648564866487648864896490649164926493649464956496649764986499650065016502650365046505650665076508650965106511651265136514651565166517651865196520652165226523652465256526652765286529653065316532653365346535653665376538653965406541654265436544654565466547654865496550655165526553655465556556655765586559656065616562656365646565656665676568656965706571657265736574657565766577657865796580658165826583658465856586658765886589659065916592659365946595659665976598659966006601660266036604660566066607660866096610661166126613661466156616661766186619662066216622662366246625662666276628662966306631663266336634663566366637663866396640664166426643664466456646664766486649665066516652665366546655665666576658665966606661666266636664666566666667666866696670667166726673667466756676667766786679668066816682668366846685668666876688668966906691669266936694669566966697669866996700670167026703670467056706670767086709671067116712671367146715671667176718671967206721672267236724672567266727672867296730673167326733673467356736673767386739674067416742674367446745674667476748674967506751675267536754675567566757675867596760676167626763676467656766676767686769677067716772677367746775677667776778677967806781678267836784678567866787678867896790679167926793679467956796679767986799680068016802680368046805680668076808680968106811681268136814681568166817681868196820682168226823682468256826682768286829683068316832683368346835683668376838683968406841684268436844684568466847684868496850685168526853685468556856685768586859686068616862686368646865686668676868686968706871687268736874687568766877687868796880688168826883688468856886688768886889689068916892689368946895689668976898689969006901690269036904690569066907690869096910691169126913691469156916691769186919692069216922692369246925692669276928692969306931693269336934693569366937693869396940694169426943694469456946694769486949695069516952695369546955695669576958695969606961696269636964696569666967696869696970697169726973697469756976697769786979698069816982698369846985698669876988698969906991699269936994699569966997699869997000700170027003700470057006700770087009701070117012701370147015701670177018701970207021702270237024702570267027702870297030703170327033703470357036703770387039704070417042704370447045704670477048704970507051705270537054705570567057705870597060706170627063706470657066706770687069707070717072707370747075707670777078707970807081708270837084708570867087708870897090709170927093709470957096709770987099710071017102710371047105710671077108710971107111711271137114711571167117711871197120712171227123712471257126712771287129713071317132713371347135713671377138713971407141714271437144714571467147714871497150715171527153715471557156715771587159716071617162716371647165716671677168716971707171717271737174717571767177717871797180718171827183718471857186718771887189719071917192719371947195719671977198719972007201720272037204720572067207720872097210721172127213721472157216721772187219722072217222722372247225722672277228722972307231723272337234723572367237723872397240724172427243724472457246724772487249725072517252725372547255725672577258725972607261726272637264726572667267726872697270727172727273727472757276727772787279728072817282728372847285728672877288728972907291729272937294729572967297729872997300730173027303730473057306730773087309731073117312731373147315731673177318731973207321732273237324732573267327732873297330733173327333733473357336733773387339734073417342734373447345734673477348734973507351735273537354735573567357735873597360736173627363736473657366736773687369737073717372737373747375737673777378737973807381738273837384738573867387738873897390739173927393739473957396739773987399740074017402740374047405740674077408740974107411741274137414741574167417741874197420742174227423742474257426742774287429743074317432743374347435743674377438743974407441744274437444744574467447744874497450745174527453745474557456745774587459746074617462746374647465746674677468746974707471747274737474747574767477747874797480748174827483748474857486748774887489749074917492749374947495749674977498749975007501750275037504750575067507750875097510751175127513751475157516751775187519752075217522752375247525752675277528752975307531753275337534753575367537753875397540754175427543754475457546754775487549755075517552755375547555755675577558755975607561756275637564756575667567756875697570757175727573757475757576757775787579758075817582758375847585758675877588758975907591759275937594759575967597759875997600760176027603760476057606760776087609761076117612761376147615761676177618761976207621762276237624762576267627762876297630763176327633763476357636763776387639764076417642764376447645764676477648764976507651765276537654765576567657765876597660766176627663766476657666766776687669767076717672767376747675767676777678767976807681768276837684768576867687768876897690769176927693769476957696769776987699770077017702770377047705770677077708770977107711771277137714771577167717771877197720772177227723772477257726772777287729773077317732773377347735773677377738773977407741774277437744774577467747774877497750775177527753775477557756775777587759776077617762776377647765776677677768776977707771777277737774777577767777777877797780778177827783778477857786778777887789779077917792779377947795779677977798779978007801780278037804780578067807780878097810781178127813781478157816781778187819782078217822782378247825782678277828782978307831783278337834783578367837783878397840784178427843784478457846784778487849785078517852785378547855785678577858785978607861786278637864786578667867786878697870787178727873787478757876787778787879788078817882788378847885788678877888788978907891789278937894789578967897789878997900790179027903790479057906790779087909791079117912791379147915791679177918791979207921792279237924792579267927792879297930793179327933793479357936793779387939794079417942794379447945794679477948794979507951795279537954795579567957795879597960796179627963796479657966796779687969797079717972797379747975797679777978797979807981798279837984798579867987798879897990799179927993799479957996799779987999800080018002800380048005800680078008800980108011801280138014801580168017801880198020802180228023802480258026802780288029803080318032803380348035803680378038803980408041804280438044804580468047804880498050805180528053805480558056805780588059806080618062806380648065806680678068806980708071807280738074807580768077807880798080808180828083808480858086808780888089809080918092809380948095809680978098809981008101810281038104810581068107810881098110811181128113811481158116811781188119812081218122812381248125812681278128812981308131813281338134813581368137813881398140814181428143814481458146814781488149815081518152815381548155815681578158815981608161816281638164816581668167816881698170817181728173817481758176817781788179818081818182818381848185818681878188818981908191819281938194819581968197819881998200820182028203820482058206820782088209821082118212821382148215821682178218821982208221822282238224822582268227822882298230823182328233823482358236823782388239824082418242824382448245824682478248824982508251825282538254825582568257825882598260826182628263826482658266826782688269827082718272827382748275827682778278827982808281828282838284828582868287828882898290829182928293829482958296829782988299830083018302830383048305830683078308830983108311831283138314831583168317831883198320832183228323832483258326832783288329833083318332833383348335833683378338833983408341834283438344834583468347834883498350835183528353835483558356835783588359836083618362836383648365836683678368836983708371837283738374837583768377837883798380838183828383838483858386838783888389839083918392839383948395839683978398839984008401840284038404840584068407840884098410841184128413841484158416841784188419842084218422842384248425842684278428842984308431843284338434843584368437843884398440844184428443844484458446844784488449845084518452845384548455845684578458845984608461846284638464846584668467846884698470847184728473847484758476847784788479848084818482848384848485848684878488848984908491849284938494849584968497849884998500850185028503850485058506850785088509851085118512851385148515851685178518851985208521852285238524852585268527852885298530853185328533853485358536853785388539854085418542854385448545854685478548854985508551855285538554855585568557855885598560856185628563856485658566856785688569857085718572857385748575857685778578857985808581858285838584858585868587858885898590859185928593859485958596859785988599860086018602860386048605860686078608860986108611861286138614861586168617861886198620862186228623862486258626862786288629863086318632863386348635863686378638863986408641864286438644864586468647864886498650865186528653865486558656865786588659866086618662866386648665866686678668866986708671867286738674867586768677867886798680868186828683868486858686868786888689869086918692869386948695869686978698869987008701870287038704870587068707870887098710871187128713871487158716871787188719872087218722872387248725872687278728872987308731873287338734873587368737873887398740874187428743874487458746874787488749875087518752875387548755875687578758875987608761876287638764876587668767876887698770877187728773877487758776877787788779878087818782878387848785878687878788878987908791879287938794879587968797879887998800880188028803880488058806880788088809881088118812881388148815881688178818881988208821882288238824882588268827882888298830883188328833883488358836883788388839884088418842884388448845884688478848884988508851885288538854885588568857885888598860886188628863886488658866886788688869887088718872887388748875887688778878887988808881888288838884888588868887888888898890889188928893889488958896889788988899890089018902890389048905890689078908890989108911891289138914891589168917891889198920892189228923892489258926892789288929893089318932893389348935893689378938893989408941894289438944894589468947894889498950895189528953895489558956895789588959896089618962896389648965896689678968896989708971897289738974897589768977897889798980898189828983898489858986898789888989899089918992899389948995899689978998899990009001900290039004900590069007900890099010901190129013901490159016901790189019902090219022902390249025902690279028902990309031903290339034903590369037903890399040904190429043904490459046904790489049905090519052905390549055905690579058905990609061906290639064906590669067906890699070907190729073907490759076907790789079908090819082908390849085908690879088908990909091909290939094909590969097909890999100910191029103910491059106910791089109911091119112911391149115911691179118911991209121912291239124912591269127912891299130913191329133913491359136913791389139914091419142914391449145914691479148914991509151915291539154915591569157915891599160916191629163916491659166916791689169917091719172917391749175917691779178917991809181918291839184918591869187918891899190919191929193919491959196919791989199920092019202920392049205 |
- <?xml version="1.0" encoding="utf-8" ?>
- <!DOCTYPE html PUBLIC "-//W3C//DTD XHTML 1.0 Transitional//EN" "http://www.w3.org/TR/xhtml1/DTD/xhtml1-transitional.dtd">
- <html xmlns="http://www.w3.org/1999/xhtml" xml:lang="en" lang="en">
- <head>
- <meta http-equiv="Content-Type" content="text/html; charset=utf-8" />
- <meta name="generator" content="MRIQC" />
- <title>MRIQC: individual bold
- report</title>
- <link rel="stylesheet" href="https://stackpath.bootstrapcdn.com/bootstrap/4.3.1/css/bootstrap.min.css" integrity="sha384-ggOyR0iXCbMQv3Xipma34MD+dH/1fQ784/j6cY/iJTQUOhcWr7x9JvoRxT2MZw1T" crossorigin="anonymous">
- <script src="https://code.jquery.com/jquery-3.3.1.slim.min.js" integrity="sha384-q8i/X+965DzO0rT7abK41JStQIAqVgRVzpbzo5smXKp4YfRvH+8abtTE1Pi6jizo" crossorigin="anonymous"></script>
- <script src="https://cdnjs.cloudflare.com/ajax/libs/popper.js/1.14.7/umd/popper.min.js" integrity="sha384-UO2eT0CpHqdSJQ6hJty5KVphtPhzWj9WO1clHTMGa3JDZwrnQq4sF86dIHNDz0W1" crossorigin="anonymous"></script>
- <script src="https://stackpath.bootstrapcdn.com/bootstrap/4.3.1/js/bootstrap.min.js" integrity="sha384-JjSmVgyd0p3pXB1rRibZUAYoIIy6OrQ6VrjIEaFf/nJGzIxFDsf4x0xIM+B07jRM" crossorigin="anonymous"></script>
- <script>
- function read_form() {
- var ds = "<unset>";
- var sub = "sub-57198_ses-07_task-breathhold_bold";
- var artifacts = [];
- $('#artifacts-group input:checked').each(function() {
- artifacts.push($(this).attr('name'));
- });
- var rating = $('#ratings-group input:checked').attr('value');
- var payload = {
- 'dataset': ds,
- 'subject': sub,
- 'rating': rating,
- 'artifacts': artifacts
- };
- var file = new Blob([JSON.stringify(payload)], {type: 'text/json'});
- $('#btn-download').attr('href', URL.createObjectURL(file));
- $('#btn-download').attr('download', payload['dataset'] + "_" + payload['subject'] + ".json");
- return payload
- };
- function toggle_rating() {
- if ($('#rating-menu').hasClass('d-none')) {
- $('#rating-menu').removeClass('d-none');
- $('#rating-toggler').addClass('active');
- $('#rating-toggler').removeClass('btn-outline-primary');
- $('#rating-toggler').addClass('btn-primary');
- } else {
- $('#rating-menu').addClass('d-none');
- $('#rating-toggler').removeClass('active');
- $('#rating-toggler').removeClass('btn-primary');
- $('#rating-toggler').addClass('btn-outline-primary');
- }
- };
- $(window).on('load',function(){
- var authorization = $('#btn-post').val()
- if (authorization.includes("secret_token")) {
- $('#btn-post').addClass('d-none');
- };
- });
- </script>
- <style type="text/css">
- body {
- font-family: helvetica;
- padding: 50px 10px 10px;
- }
- div.warning p.admonition-title, .code .error {
- color: red ;
- font-weight: bold ;
- }
- span.problematic {
- color: red;
- font-weight: bold ;
- }
- p.label {
- white-space: nowrap }
- span.section-subtitle {
- /* font-size relative to parent (h1..h6 element) */
- font-size: 80% }
- div.embeded-report {
- width: 100%;
- page-break-before:always;
- padding-top: 20px;
- }
- div.embeded-report svg { width: 100%; }
- span.qa-fail {
- color: white;
- font-weight: bold;
- background-color: #FF6347;
- }
- span.qa-pass {
- color: white;
- font-weight: bold;
- background-color: #32CD32;
- }
- div#accordionOther {
- margin: 0 20px;
- }
- .add-padding {
- padding-top: 15px;
- }
- #report-qi2-fitting {
- max-width: 450px;
- }
- </style>
- </head>
- <body>
- <div class="document">
- <nav class="navbar fixed-top navbar-expand-lg navbar-light bg-light">
- <div class="collapse navbar-collapse">
- <ul class="navbar-nav">
- <li class="nav-item"><a class="nav-link" href="#summary">Summary</a></li>
- <li class="nav-item"><a class="nav-link" href="#visuals">Visual reports</a></li>
- <li class="nav-item"><a class="nav-link" href="#other">Other</a></li>
- </ul>
- </div>
- <a id="rating-toggler" href="#" class="btn btn-primary float-right mb-3 mb-md-0 ml-md-3 active">Toggle rating widget</a>
- </nav>
- <noscript>
- <h1 class="text-danger"> The navigation menu uses Javascript. Without it this report might not work as expected </h1>
- </noscript>
- <h1 class="mt-5 mb-5">MRIQC: individual bold
- report</h1>
- <div class="card mt-3" style="width: 480pt;">
- <h2 id="summary" class="card-header">Summary</h2>
- <div class="card-body">
- <ul class="simple">
- <li>BIDS filename: sub-57198_ses-07_task-breathhold_bold.</li>
- <li>Date and time: 2023-10-18, 22:18.</li>
- <li>MRIQC version: 22.0.0rc1.</li>
- <li>Workflow details:
- <ul class="sub-simple">
- <li>Framewise Displacement was computed using <code>3dvolreg</code> (AFNI)</li>
- <li>Framewise Displacement threshold was defined at 0.200000 mm</li>
- </ul>
- </li>
- </ul>
- </div>
- </div>
- <h2 id="visuals" class="mt-5 mb-2">Visual reports</h2>
- <div class="card mt-2">
- <div class="card-header">BOLD average</div>
- <div id="report-bold-avg" class="card-body">
- <svg xmlns:xlink="http://www.w3.org/1999/xlink" viewBox="0 0 1440 539.705425" xmlns="http://www.w3.org/2000/svg" version="1.1">
- <metadata>
- <rdf:RDF xmlns:dc="http://purl.org/dc/elements/1.1/" xmlns:cc="http://creativecommons.org/ns#" xmlns:rdf="http://www.w3.org/1999/02/22-rdf-syntax-ns#">
- <cc:Work>
- <dc:type rdf:resource="http://purl.org/dc/dcmitype/StillImage"/>
- <dc:date>2023-10-18T22:08:31.944748</dc:date>
- <dc:format>image/svg+xml</dc:format>
- <dc:creator>
- <cc:Agent>
- <dc:title>Matplotlib v3.5.1, https://matplotlib.org/</dc:title>
- </cc:Agent>
- </dc:creator>
- </cc:Work>
- </rdf:RDF>
- </metadata>
- <defs>
- <style type="text/css">*{stroke-linejoin: round; stroke-linecap: butt}</style>
- </defs>
- <g id="figure_1">
- <g id="patch_1">
- <path d="M 0 539.705425
- L 1440 539.705425
- L 1440 0
- L 0 0
- z
- " style="fill: #ffffff"/>
- </g>
- <g id="axes_1">
- <g clip-path="url(#p3012892496)">
- <image xlink:href="data:image/png;base64,
- 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" id="image30f779a6f7" transform="scale(1 -1)translate(0 -178.08)" x="7.2" y="-7.008695" width="178.08" height="178.08"/>
- </g>
- <g id="text_1">
- <g id="patch_2">
- <path d="M 169.940666 33.51506
- L 182.447854 33.51506
- L 182.447854 16.094435
- L 169.940666 16.094435
- z
- " style="stroke: #000000; stroke-linejoin: miter"/>
- </g>
- <!-- R -->
- <g style="fill: #ffffff" transform="translate(169.940666 29.771622)scale(0.18 -0.18)">
- <defs>
- <path id="DejaVuSans-52" d="M 2841 2188
- Q 3044 2119 3236 1894
- Q 3428 1669 3622 1275
- L 4263 0
- L 3584 0
- L 2988 1197
- Q 2756 1666 2539 1819
- Q 2322 1972 1947 1972
- L 1259 1972
- L 1259 0
- L 628 0
- L 628 4666
- L 2053 4666
- Q 2853 4666 3247 4331
- Q 3641 3997 3641 3322
- Q 3641 2881 3436 2590
- Q 3231 2300 2841 2188
- z
- M 1259 4147
- L 1259 2491
- L 2053 2491
- Q 2509 2491 2742 2702
- Q 2975 2913 2975 3322
- Q 2975 3731 2742 3939
- Q 2509 4147 2053 4147
- L 1259 4147
- z
- " transform="scale(0.015625)"/>
- </defs>
- <use xlink:href="#DejaVuSans-52"/>
- </g>
- </g>
- <g id="text_2">
- <g id="patch_3">
- <path d="M 11.079747 33.51506
- L 21.109122 33.51506
- L 21.109122 16.094435
- L 11.079747 16.094435
- z
- " style="stroke: #000000; stroke-linejoin: miter"/>
- </g>
- <!-- L -->
- <g style="fill: #ffffff" transform="translate(11.079747 29.771622)scale(0.18 -0.18)">
- <defs>
- <path id="DejaVuSans-4c" d="M 628 4666
- L 1259 4666
- L 1259 531
- L 3531 531
- L 3531 0
- L 628 0
- L 628 4666
- z
- " transform="scale(0.015625)"/>
- </defs>
- <use xlink:href="#DejaVuSans-4c"/>
- </g>
- </g>
- <g id="text_3">
- <g id="patch_4">
- <path d="M 170.078421 183.309808
- L 181.530921 183.309808
- L 181.530921 165.889183
- L 170.078421 165.889183
- z
- " style="stroke: #000000; stroke-linejoin: miter"/>
- </g>
- <!-- 0 -->
- <g style="fill: #ffffff" transform="translate(170.078421 179.56637)scale(0.18 -0.18)">
- <defs>
- <path id="DejaVuSans-30" d="M 2034 4250
- Q 1547 4250 1301 3770
- Q 1056 3291 1056 2328
- Q 1056 1369 1301 889
- Q 1547 409 2034 409
- Q 2525 409 2770 889
- Q 3016 1369 3016 2328
- Q 3016 3291 2770 3770
- Q 2525 4250 2034 4250
- z
- M 2034 4750
- Q 2819 4750 3233 4129
- Q 3647 3509 3647 2328
- Q 3647 1150 3233 529
- Q 2819 -91 2034 -91
- Q 1250 -91 836 529
- Q 422 1150 422 2328
- Q 422 3509 836 4129
- Q 1250 4750 2034 4750
- z
- " transform="scale(0.015625)"/>
- </defs>
- <use xlink:href="#DejaVuSans-30"/>
- </g>
- </g>
- </g>
- <g id="axes_2">
- <g clip-path="url(#p624b989f21)">
- <image xlink:href="data:image/png;base64,
- 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" id="image94a38d9e66" transform="scale(1 -1)translate(0 -178.08)" x="185.444472" y="-7.008695" width="178.08" height="178.08"/>
- </g>
- <g id="text_4">
- <g id="patch_5">
- <path d="M 348.185138 33.51506
- L 360.692326 33.51506
- L 360.692326 16.094435
- L 348.185138 16.094435
- z
- " style="stroke: #000000; stroke-linejoin: miter"/>
- </g>
- <!-- R -->
- <g style="fill: #ffffff" transform="translate(348.185138 29.771622)scale(0.18 -0.18)">
- <use xlink:href="#DejaVuSans-52"/>
- </g>
- </g>
- <g id="text_5">
- <g id="patch_6">
- <path d="M 189.324219 33.51506
- L 199.353594 33.51506
- L 199.353594 16.094435
- L 189.324219 16.094435
- z
- " style="stroke: #000000; stroke-linejoin: miter"/>
- </g>
- <!-- L -->
- <g style="fill: #ffffff" transform="translate(189.324219 29.771622)scale(0.18 -0.18)">
- <use xlink:href="#DejaVuSans-4c"/>
- </g>
- </g>
- <g id="text_6">
- <g id="patch_7">
- <path d="M 348.322893 183.309808
- L 359.775393 183.309808
- L 359.775393 165.889183
- L 348.322893 165.889183
- z
- " style="stroke: #000000; stroke-linejoin: miter"/>
- </g>
- <!-- 1 -->
- <g style="fill: #ffffff" transform="translate(348.322893 179.56637)scale(0.18 -0.18)">
- <defs>
- <path id="DejaVuSans-31" d="M 794 531
- L 1825 531
- L 1825 4091
- L 703 3866
- L 703 4441
- L 1819 4666
- L 2450 4666
- L 2450 531
- L 3481 531
- L 3481 0
- L 794 0
- L 794 531
- z
- " transform="scale(0.015625)"/>
- </defs>
- <use xlink:href="#DejaVuSans-31"/>
- </g>
- </g>
- </g>
- <g id="axes_3">
- <g clip-path="url(#p6cb465cb3e)">
- <image xlink:href="data:image/png;base64,
- 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" id="imaged2a640317f" transform="scale(1 -1)translate(0 -178.08)" x="363.688944" y="-7.008695" width="178.08" height="178.08"/>
- </g>
- <g id="text_7">
- <g id="patch_8">
- <path d="M 526.429611 33.51506
- L 538.936798 33.51506
- L 538.936798 16.094435
- L 526.429611 16.094435
- z
- " style="stroke: #000000; stroke-linejoin: miter"/>
- </g>
- <!-- R -->
- <g style="fill: #ffffff" transform="translate(526.429611 29.771622)scale(0.18 -0.18)">
- <use xlink:href="#DejaVuSans-52"/>
- </g>
- </g>
- <g id="text_8">
- <g id="patch_9">
- <path d="M 367.568692 33.51506
- L 377.598067 33.51506
- L 377.598067 16.094435
- L 367.568692 16.094435
- z
- " style="stroke: #000000; stroke-linejoin: miter"/>
- </g>
- <!-- L -->
- <g style="fill: #ffffff" transform="translate(367.568692 29.771622)scale(0.18 -0.18)">
- <use xlink:href="#DejaVuSans-4c"/>
- </g>
- </g>
- <g id="text_9">
- <g id="patch_10">
- <path d="M 526.567365 183.309808
- L 538.019865 183.309808
- L 538.019865 165.889183
- L 526.567365 165.889183
- z
- " style="stroke: #000000; stroke-linejoin: miter"/>
- </g>
- <!-- 2 -->
- <g style="fill: #ffffff" transform="translate(526.567365 179.56637)scale(0.18 -0.18)">
- <defs>
- <path id="DejaVuSans-32" d="M 1228 531
- L 3431 531
- L 3431 0
- L 469 0
- L 469 531
- Q 828 903 1448 1529
- Q 2069 2156 2228 2338
- Q 2531 2678 2651 2914
- Q 2772 3150 2772 3378
- Q 2772 3750 2511 3984
- Q 2250 4219 1831 4219
- Q 1534 4219 1204 4116
- Q 875 4013 500 3803
- L 500 4441
- Q 881 4594 1212 4672
- Q 1544 4750 1819 4750
- Q 2544 4750 2975 4387
- Q 3406 4025 3406 3419
- Q 3406 3131 3298 2873
- Q 3191 2616 2906 2266
- Q 2828 2175 2409 1742
- Q 1991 1309 1228 531
- z
- " transform="scale(0.015625)"/>
- </defs>
- <use xlink:href="#DejaVuSans-32"/>
- </g>
- </g>
- </g>
- <g id="axes_4">
- <g clip-path="url(#pb950d8fe39)">
- <image xlink:href="data:image/png;base64,
- 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" id="image2da894062d" transform="scale(1 -1)translate(0 -178.08)" x="541.933417" y="-7.008695" width="178.08" height="178.08"/>
- </g>
- <g id="text_10">
- <g id="patch_11">
- <path d="M 704.674083 33.51506
- L 717.18127 33.51506
- L 717.18127 16.094435
- L 704.674083 16.094435
- z
- " style="stroke: #000000; stroke-linejoin: miter"/>
- </g>
- <!-- R -->
- <g style="fill: #ffffff" transform="translate(704.674083 29.771622)scale(0.18 -0.18)">
- <use xlink:href="#DejaVuSans-52"/>
- </g>
- </g>
- <g id="text_11">
- <g id="patch_12">
- <path d="M 545.813164 33.51506
- L 555.842539 33.51506
- L 555.842539 16.094435
- L 545.813164 16.094435
- z
- " style="stroke: #000000; stroke-linejoin: miter"/>
- </g>
- <!-- L -->
- <g style="fill: #ffffff" transform="translate(545.813164 29.771622)scale(0.18 -0.18)">
- <use xlink:href="#DejaVuSans-4c"/>
- </g>
- </g>
- <g id="text_12">
- <g id="patch_13">
- <path d="M 704.811837 183.309808
- L 716.264337 183.309808
- L 716.264337 165.889183
- L 704.811837 165.889183
- z
- " style="stroke: #000000; stroke-linejoin: miter"/>
- </g>
- <!-- 3 -->
- <g style="fill: #ffffff" transform="translate(704.811837 179.56637)scale(0.18 -0.18)">
- <defs>
- <path id="DejaVuSans-33" d="M 2597 2516
- Q 3050 2419 3304 2112
- Q 3559 1806 3559 1356
- Q 3559 666 3084 287
- Q 2609 -91 1734 -91
- Q 1441 -91 1130 -33
- Q 819 25 488 141
- L 488 750
- Q 750 597 1062 519
- Q 1375 441 1716 441
- Q 2309 441 2620 675
- Q 2931 909 2931 1356
- Q 2931 1769 2642 2001
- Q 2353 2234 1838 2234
- L 1294 2234
- L 1294 2753
- L 1863 2753
- Q 2328 2753 2575 2939
- Q 2822 3125 2822 3475
- Q 2822 3834 2567 4026
- Q 2313 4219 1838 4219
- Q 1578 4219 1281 4162
- Q 984 4106 628 3988
- L 628 4550
- Q 988 4650 1302 4700
- Q 1616 4750 1894 4750
- Q 2613 4750 3031 4423
- Q 3450 4097 3450 3541
- Q 3450 3153 3228 2886
- Q 3006 2619 2597 2516
- z
- " transform="scale(0.015625)"/>
- </defs>
- <use xlink:href="#DejaVuSans-33"/>
- </g>
- </g>
- </g>
- <g id="axes_5">
- <g clip-path="url(#pfb67a61ea8)">
- <image xlink:href="data:image/png;base64,
- 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" id="image3a5c58f44a" transform="scale(1 -1)translate(0 -178.08)" x="720.177889" y="-7.008695" width="178.08" height="178.08"/>
- </g>
- <g id="text_13">
- <g id="patch_14">
- <path d="M 882.918555 33.51506
- L 895.425742 33.51506
- L 895.425742 16.094435
- L 882.918555 16.094435
- z
- " style="stroke: #000000; stroke-linejoin: miter"/>
- </g>
- <!-- R -->
- <g style="fill: #ffffff" transform="translate(882.918555 29.771622)scale(0.18 -0.18)">
- <use xlink:href="#DejaVuSans-52"/>
- </g>
- </g>
- <g id="text_14">
- <g id="patch_15">
- <path d="M 724.057636 33.51506
- L 734.087011 33.51506
- L 734.087011 16.094435
- L 724.057636 16.094435
- z
- " style="stroke: #000000; stroke-linejoin: miter"/>
- </g>
- <!-- L -->
- <g style="fill: #ffffff" transform="translate(724.057636 29.771622)scale(0.18 -0.18)">
- <use xlink:href="#DejaVuSans-4c"/>
- </g>
- </g>
- <g id="text_15">
- <g id="patch_16">
- <path d="M 883.05631 183.309808
- L 894.50881 183.309808
- L 894.50881 165.889183
- L 883.05631 165.889183
- z
- " style="stroke: #000000; stroke-linejoin: miter"/>
- </g>
- <!-- 4 -->
- <g style="fill: #ffffff" transform="translate(883.05631 179.56637)scale(0.18 -0.18)">
- <defs>
- <path id="DejaVuSans-34" d="M 2419 4116
- L 825 1625
- L 2419 1625
- L 2419 4116
- z
- M 2253 4666
- L 3047 4666
- L 3047 1625
- L 3713 1625
- L 3713 1100
- L 3047 1100
- L 3047 0
- L 2419 0
- L 2419 1100
- L 313 1100
- L 313 1709
- L 2253 4666
- z
- " transform="scale(0.015625)"/>
- </defs>
- <use xlink:href="#DejaVuSans-34"/>
- </g>
- </g>
- </g>
- <g id="axes_6">
- <g clip-path="url(#pf5ec3308fc)">
- <image xlink:href="data:image/png;base64,
- 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" id="image981e996725" transform="scale(1 -1)translate(0 -178.08)" x="898.422361" y="-7.008695" width="178.08" height="178.08"/>
- </g>
- <g id="text_16">
- <g id="patch_17">
- <path d="M 1061.163027 33.51506
- L 1073.670215 33.51506
- L 1073.670215 16.094435
- L 1061.163027 16.094435
- z
- " style="stroke: #000000; stroke-linejoin: miter"/>
- </g>
- <!-- R -->
- <g style="fill: #ffffff" transform="translate(1061.163027 29.771622)scale(0.18 -0.18)">
- <use xlink:href="#DejaVuSans-52"/>
- </g>
- </g>
- <g id="text_17">
- <g id="patch_18">
- <path d="M 902.302108 33.51506
- L 912.331483 33.51506
- L 912.331483 16.094435
- L 902.302108 16.094435
- z
- " style="stroke: #000000; stroke-linejoin: miter"/>
- </g>
- <!-- L -->
- <g style="fill: #ffffff" transform="translate(902.302108 29.771622)scale(0.18 -0.18)">
- <use xlink:href="#DejaVuSans-4c"/>
- </g>
- </g>
- <g id="text_18">
- <g id="patch_19">
- <path d="M 1061.300782 183.309808
- L 1072.753282 183.309808
- L 1072.753282 165.889183
- L 1061.300782 165.889183
- z
- " style="stroke: #000000; stroke-linejoin: miter"/>
- </g>
- <!-- 5 -->
- <g style="fill: #ffffff" transform="translate(1061.300782 179.56637)scale(0.18 -0.18)">
- <defs>
- <path id="DejaVuSans-35" d="M 691 4666
- L 3169 4666
- L 3169 4134
- L 1269 4134
- L 1269 2991
- Q 1406 3038 1543 3061
- Q 1681 3084 1819 3084
- Q 2600 3084 3056 2656
- Q 3513 2228 3513 1497
- Q 3513 744 3044 326
- Q 2575 -91 1722 -91
- Q 1428 -91 1123 -41
- Q 819 9 494 109
- L 494 744
- Q 775 591 1075 516
- Q 1375 441 1709 441
- Q 2250 441 2565 725
- Q 2881 1009 2881 1497
- Q 2881 1984 2565 2268
- Q 2250 2553 1709 2553
- Q 1456 2553 1204 2497
- Q 953 2441 691 2322
- L 691 4666
- z
- " transform="scale(0.015625)"/>
- </defs>
- <use xlink:href="#DejaVuSans-35"/>
- </g>
- </g>
- </g>
- <g id="axes_7">
- <g clip-path="url(#p9303824d2b)">
- <image xlink:href="data:image/png;base64,
- 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" id="image15ce9d66f2" transform="scale(1 -1)translate(0 -178.08)" x="1076.666833" y="-7.008695" width="178.08" height="178.08"/>
- </g>
- <g id="text_19">
- <g id="patch_20">
- <path d="M 1239.407499 33.51506
- L 1251.914687 33.51506
- L 1251.914687 16.094435
- L 1239.407499 16.094435
- z
- " style="stroke: #000000; stroke-linejoin: miter"/>
- </g>
- <!-- R -->
- <g style="fill: #ffffff" transform="translate(1239.407499 29.771622)scale(0.18 -0.18)">
- <use xlink:href="#DejaVuSans-52"/>
- </g>
- </g>
- <g id="text_20">
- <g id="patch_21">
- <path d="M 1080.54658 33.51506
- L 1090.575955 33.51506
- L 1090.575955 16.094435
- L 1080.54658 16.094435
- z
- " style="stroke: #000000; stroke-linejoin: miter"/>
- </g>
- <!-- L -->
- <g style="fill: #ffffff" transform="translate(1080.54658 29.771622)scale(0.18 -0.18)">
- <use xlink:href="#DejaVuSans-4c"/>
- </g>
- </g>
- <g id="text_21">
- <g id="patch_22">
- <path d="M 1239.545254 183.309808
- L 1250.997754 183.309808
- L 1250.997754 165.889183
- L 1239.545254 165.889183
- z
- " style="stroke: #000000; stroke-linejoin: miter"/>
- </g>
- <!-- 6 -->
- <g style="fill: #ffffff" transform="translate(1239.545254 179.56637)scale(0.18 -0.18)">
- <defs>
- <path id="DejaVuSans-36" d="M 2113 2584
- Q 1688 2584 1439 2293
- Q 1191 2003 1191 1497
- Q 1191 994 1439 701
- Q 1688 409 2113 409
- Q 2538 409 2786 701
- Q 3034 994 3034 1497
- Q 3034 2003 2786 2293
- Q 2538 2584 2113 2584
- z
- M 3366 4563
- L 3366 3988
- Q 3128 4100 2886 4159
- Q 2644 4219 2406 4219
- Q 1781 4219 1451 3797
- Q 1122 3375 1075 2522
- Q 1259 2794 1537 2939
- Q 1816 3084 2150 3084
- Q 2853 3084 3261 2657
- Q 3669 2231 3669 1497
- Q 3669 778 3244 343
- Q 2819 -91 2113 -91
- Q 1303 -91 875 529
- Q 447 1150 447 2328
- Q 447 3434 972 4092
- Q 1497 4750 2381 4750
- Q 2619 4750 2861 4703
- Q 3103 4656 3366 4563
- z
- " transform="scale(0.015625)"/>
- </defs>
- <use xlink:href="#DejaVuSans-36"/>
- </g>
- </g>
- </g>
- <g id="axes_8">
- <g clip-path="url(#p35427065c7)">
- <image xlink:href="data:image/png;base64,
- 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" id="image52d7cd6185" transform="scale(1 -1)translate(0 -178.08)" x="1254.911305" y="-7.008695" width="178.08" height="178.08"/>
- </g>
- <g id="text_22">
- <g id="patch_23">
- <path d="M 1417.651972 33.51506
- L 1430.159159 33.51506
- L 1430.159159 16.094435
- L 1417.651972 16.094435
- z
- " style="stroke: #000000; stroke-linejoin: miter"/>
- </g>
- <!-- R -->
- <g style="fill: #ffffff" transform="translate(1417.651972 29.771622)scale(0.18 -0.18)">
- <use xlink:href="#DejaVuSans-52"/>
- </g>
- </g>
- <g id="text_23">
- <g id="patch_24">
- <path d="M 1258.791052 33.51506
- L 1268.820427 33.51506
- L 1268.820427 16.094435
- L 1258.791052 16.094435
- z
- " style="stroke: #000000; stroke-linejoin: miter"/>
- </g>
- <!-- L -->
- <g style="fill: #ffffff" transform="translate(1258.791052 29.771622)scale(0.18 -0.18)">
- <use xlink:href="#DejaVuSans-4c"/>
- </g>
- </g>
- <g id="text_24">
- <g id="patch_25">
- <path d="M 1417.789726 183.309808
- L 1429.242226 183.309808
- L 1429.242226 165.889183
- L 1417.789726 165.889183
- z
- " style="stroke: #000000; stroke-linejoin: miter"/>
- </g>
- <!-- 7 -->
- <g style="fill: #ffffff" transform="translate(1417.789726 179.56637)scale(0.18 -0.18)">
- <defs>
- <path id="DejaVuSans-37" d="M 525 4666
- L 3525 4666
- L 3525 4397
- L 1831 0
- L 1172 0
- L 2766 4134
- L 525 4134
- L 525 4666
- z
- " transform="scale(0.015625)"/>
- </defs>
- <use xlink:href="#DejaVuSans-37"/>
- </g>
- </g>
- </g>
- <g id="axes_9">
- <g clip-path="url(#p6405a6d169)">
- <image xlink:href="data:image/png;base64,
- 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" id="image0d04a929ef" transform="scale(1 -1)translate(0 -178.08)" x="7.2" y="-201.538122" width="178.08" height="178.08"/>
- </g>
- <g id="text_25">
- <g id="patch_26">
- <path d="M 169.940666 228.044487
- L 182.447854 228.044487
- L 182.447854 210.623862
- L 169.940666 210.623862
- z
- " style="stroke: #000000; stroke-linejoin: miter"/>
- </g>
- <!-- R -->
- <g style="fill: #ffffff" transform="translate(169.940666 224.30105)scale(0.18 -0.18)">
- <use xlink:href="#DejaVuSans-52"/>
- </g>
- </g>
- <g id="text_26">
- <g id="patch_27">
- <path d="M 11.079747 228.044487
- L 21.109122 228.044487
- L 21.109122 210.623862
- L 11.079747 210.623862
- z
- " style="stroke: #000000; stroke-linejoin: miter"/>
- </g>
- <!-- L -->
- <g style="fill: #ffffff" transform="translate(11.079747 224.30105)scale(0.18 -0.18)">
- <use xlink:href="#DejaVuSans-4c"/>
- </g>
- </g>
- <g id="text_27">
- <g id="patch_28">
- <path d="M 170.078421 377.839235
- L 181.530921 377.839235
- L 181.530921 360.41861
- L 170.078421 360.41861
- z
- " style="stroke: #000000; stroke-linejoin: miter"/>
- </g>
- <!-- 8 -->
- <g style="fill: #ffffff" transform="translate(170.078421 374.095798)scale(0.18 -0.18)">
- <defs>
- <path id="DejaVuSans-38" d="M 2034 2216
- Q 1584 2216 1326 1975
- Q 1069 1734 1069 1313
- Q 1069 891 1326 650
- Q 1584 409 2034 409
- Q 2484 409 2743 651
- Q 3003 894 3003 1313
- Q 3003 1734 2745 1975
- Q 2488 2216 2034 2216
- z
- M 1403 2484
- Q 997 2584 770 2862
- Q 544 3141 544 3541
- Q 544 4100 942 4425
- Q 1341 4750 2034 4750
- Q 2731 4750 3128 4425
- Q 3525 4100 3525 3541
- Q 3525 3141 3298 2862
- Q 3072 2584 2669 2484
- Q 3125 2378 3379 2068
- Q 3634 1759 3634 1313
- Q 3634 634 3220 271
- Q 2806 -91 2034 -91
- Q 1263 -91 848 271
- Q 434 634 434 1313
- Q 434 1759 690 2068
- Q 947 2378 1403 2484
- z
- M 1172 3481
- Q 1172 3119 1398 2916
- Q 1625 2713 2034 2713
- Q 2441 2713 2670 2916
- Q 2900 3119 2900 3481
- Q 2900 3844 2670 4047
- Q 2441 4250 2034 4250
- Q 1625 4250 1398 4047
- Q 1172 3844 1172 3481
- z
- " transform="scale(0.015625)"/>
- </defs>
- <use xlink:href="#DejaVuSans-38"/>
- </g>
- </g>
- </g>
- <g id="axes_10">
- <g clip-path="url(#p7349626051)">
- <image xlink:href="data:image/png;base64,
- 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" id="image29e1895398" transform="scale(1 -1)translate(0 -178.08)" x="185.444472" y="-201.538122" width="178.08" height="178.08"/>
- </g>
- <g id="text_28">
- <g id="patch_29">
- <path d="M 348.185138 228.044487
- L 360.692326 228.044487
- L 360.692326 210.623862
- L 348.185138 210.623862
- z
- " style="stroke: #000000; stroke-linejoin: miter"/>
- </g>
- <!-- R -->
- <g style="fill: #ffffff" transform="translate(348.185138 224.30105)scale(0.18 -0.18)">
- <use xlink:href="#DejaVuSans-52"/>
- </g>
- </g>
- <g id="text_29">
- <g id="patch_30">
- <path d="M 189.324219 228.044487
- L 199.353594 228.044487
- L 199.353594 210.623862
- L 189.324219 210.623862
- z
- " style="stroke: #000000; stroke-linejoin: miter"/>
- </g>
- <!-- L -->
- <g style="fill: #ffffff" transform="translate(189.324219 224.30105)scale(0.18 -0.18)">
- <use xlink:href="#DejaVuSans-4c"/>
- </g>
- </g>
- <g id="text_30">
- <g id="patch_31">
- <path d="M 348.322893 377.839235
- L 359.775393 377.839235
- L 359.775393 360.41861
- L 348.322893 360.41861
- z
- " style="stroke: #000000; stroke-linejoin: miter"/>
- </g>
- <!-- 9 -->
- <g style="fill: #ffffff" transform="translate(348.322893 374.095798)scale(0.18 -0.18)">
- <defs>
- <path id="DejaVuSans-39" d="M 703 97
- L 703 672
- Q 941 559 1184 500
- Q 1428 441 1663 441
- Q 2288 441 2617 861
- Q 2947 1281 2994 2138
- Q 2813 1869 2534 1725
- Q 2256 1581 1919 1581
- Q 1219 1581 811 2004
- Q 403 2428 403 3163
- Q 403 3881 828 4315
- Q 1253 4750 1959 4750
- Q 2769 4750 3195 4129
- Q 3622 3509 3622 2328
- Q 3622 1225 3098 567
- Q 2575 -91 1691 -91
- Q 1453 -91 1209 -44
- Q 966 3 703 97
- z
- M 1959 2075
- Q 2384 2075 2632 2365
- Q 2881 2656 2881 3163
- Q 2881 3666 2632 3958
- Q 2384 4250 1959 4250
- Q 1534 4250 1286 3958
- Q 1038 3666 1038 3163
- Q 1038 2656 1286 2365
- Q 1534 2075 1959 2075
- z
- " transform="scale(0.015625)"/>
- </defs>
- <use xlink:href="#DejaVuSans-39"/>
- </g>
- </g>
- </g>
- <g id="axes_11">
- <g clip-path="url(#pfbd304953a)">
- <image xlink:href="data:image/png;base64,
- 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" id="image45159fe887" transform="scale(1 -1)translate(0 -178.08)" x="363.688944" y="-201.538122" width="178.08" height="178.08"/>
- </g>
- <g id="text_31">
- <g id="patch_32">
- <path d="M 526.429611 228.044487
- L 538.936798 228.044487
- L 538.936798 210.623862
- L 526.429611 210.623862
- z
- " style="stroke: #000000; stroke-linejoin: miter"/>
- </g>
- <!-- R -->
- <g style="fill: #ffffff" transform="translate(526.429611 224.30105)scale(0.18 -0.18)">
- <use xlink:href="#DejaVuSans-52"/>
- </g>
- </g>
- <g id="text_32">
- <g id="patch_33">
- <path d="M 367.568692 228.044487
- L 377.598067 228.044487
- L 377.598067 210.623862
- L 367.568692 210.623862
- z
- " style="stroke: #000000; stroke-linejoin: miter"/>
- </g>
- <!-- L -->
- <g style="fill: #ffffff" transform="translate(367.568692 224.30105)scale(0.18 -0.18)">
- <use xlink:href="#DejaVuSans-4c"/>
- </g>
- </g>
- <g id="text_33">
- <g id="patch_34">
- <path d="M 515.114865 377.839235
- L 538.019865 377.839235
- L 538.019865 360.41861
- L 515.114865 360.41861
- z
- " style="stroke: #000000; stroke-linejoin: miter"/>
- </g>
- <!-- 10 -->
- <g style="fill: #ffffff" transform="translate(515.114865 374.095798)scale(0.18 -0.18)">
- <use xlink:href="#DejaVuSans-31"/>
- <use xlink:href="#DejaVuSans-30" x="63.623047"/>
- </g>
- </g>
- </g>
- <g id="axes_12">
- <g clip-path="url(#pe7acb4fe7a)">
- <image xlink:href="data:image/png;base64,
- 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" id="image30753ad813" transform="scale(1 -1)translate(0 -178.08)" x="541.933417" y="-201.538122" width="178.08" height="178.08"/>
- </g>
- <g id="text_34">
- <g id="patch_35">
- <path d="M 704.674083 228.044487
- L 717.18127 228.044487
- L 717.18127 210.623862
- L 704.674083 210.623862
- z
- " style="stroke: #000000; stroke-linejoin: miter"/>
- </g>
- <!-- R -->
- <g style="fill: #ffffff" transform="translate(704.674083 224.30105)scale(0.18 -0.18)">
- <use xlink:href="#DejaVuSans-52"/>
- </g>
- </g>
- <g id="text_35">
- <g id="patch_36">
- <path d="M 545.813164 228.044487
- L 555.842539 228.044487
- L 555.842539 210.623862
- L 545.813164 210.623862
- z
- " style="stroke: #000000; stroke-linejoin: miter"/>
- </g>
- <!-- L -->
- <g style="fill: #ffffff" transform="translate(545.813164 224.30105)scale(0.18 -0.18)">
- <use xlink:href="#DejaVuSans-4c"/>
- </g>
- </g>
- <g id="text_36">
- <g id="patch_37">
- <path d="M 693.359337 377.839235
- L 716.264337 377.839235
- L 716.264337 360.41861
- L 693.359337 360.41861
- z
- " style="stroke: #000000; stroke-linejoin: miter"/>
- </g>
- <!-- 11 -->
- <g style="fill: #ffffff" transform="translate(693.359337 374.095798)scale(0.18 -0.18)">
- <use xlink:href="#DejaVuSans-31"/>
- <use xlink:href="#DejaVuSans-31" x="63.623047"/>
- </g>
- </g>
- </g>
- <g id="axes_13">
- <g clip-path="url(#p604d881257)">
- <image xlink:href="data:image/png;base64,
- 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" id="imagea2dad9832a" transform="scale(1 -1)translate(0 -178.08)" x="720.177889" y="-201.538122" width="178.08" height="178.08"/>
- </g>
- <g id="text_37">
- <g id="patch_38">
- <path d="M 882.918555 228.044487
- L 895.425742 228.044487
- L 895.425742 210.623862
- L 882.918555 210.623862
- z
- " style="stroke: #000000; stroke-linejoin: miter"/>
- </g>
- <!-- R -->
- <g style="fill: #ffffff" transform="translate(882.918555 224.30105)scale(0.18 -0.18)">
- <use xlink:href="#DejaVuSans-52"/>
- </g>
- </g>
- <g id="text_38">
- <g id="patch_39">
- <path d="M 724.057636 228.044487
- L 734.087011 228.044487
- L 734.087011 210.623862
- L 724.057636 210.623862
- z
- " style="stroke: #000000; stroke-linejoin: miter"/>
- </g>
- <!-- L -->
- <g style="fill: #ffffff" transform="translate(724.057636 224.30105)scale(0.18 -0.18)">
- <use xlink:href="#DejaVuSans-4c"/>
- </g>
- </g>
- <g id="text_39">
- <g id="patch_40">
- <path d="M 871.60381 377.839235
- L 894.50881 377.839235
- L 894.50881 360.41861
- L 871.60381 360.41861
- z
- " style="stroke: #000000; stroke-linejoin: miter"/>
- </g>
- <!-- 12 -->
- <g style="fill: #ffffff" transform="translate(871.60381 374.095798)scale(0.18 -0.18)">
- <use xlink:href="#DejaVuSans-31"/>
- <use xlink:href="#DejaVuSans-32" x="63.623047"/>
- </g>
- </g>
- </g>
- <g id="axes_14">
- <g clip-path="url(#p0dc5fb3095)">
- <image xlink:href="data:image/png;base64,
- iVBORw0KGgoAAAANSUhEUgAAAuYAAALmCAYAAAAOmVFTAAAqpElEQVR4nO3dSZOl1Xku7LUzc+9sKjOrpcAIJLCERSGHHUKy3IRsySF7YEd4aP8g/x8PHB55YHmgAMKSLBvJICBoSkABUhVZVPbNbs7si8+Bj8+6kV7yqarrGt/1xMr1Nvuud7JGrbVFAzhHo9HovJfAfWKx8JMFPLiWznsBAACAYg4AACUo5gAAUIBiDgAABSjmAABQgGIOAAAFKOYAAFCAYg4AAAUo5gAAUIBiDgAABSjmAABQwKi1tjjvRQC/vtFoFOUXi+zRT+dXMfS+JJK1DLkOHjxV7pdKzxvcj3wxBwCAAhRzAAAoQDEHAIACFHMAAChAMQcAgAIUcwAAKEAxBwCAAhRzAAAoQDEHAIACFHMAAChg1FpzHi7w/5QetQ0VOPIduJ/4Yg4AAAUo5gAAUIBiDgAABSjmAABQgGIOAAAFKOYAAFCAYg4AAAUo5gAAUIBiDgAABSjmAABQgGIOAAAFjFpri/NeBPA/G41G572Eh06y54uF1yc1uBfhweCLOQAAFKCYAwBAAYo5AAAUoJgDAEABijkAABSgmAMAQAGKOQAAFKCYAwBAAYo5AAAUoJgDAEABK+e9AOA3Iz2SOzl6/mGS7GOlY9Bdz89fpesPPBh8MQcAgAIUcwAAKEAxBwCAAhRzAAAoQDEHAIACFHMAAChAMQcAgAIUcwAAKEAxBwCAAhRzAAAoQDEHAIACRq21xXkvAvj1jUaj817C52KxyF5ZD8u+8HBLn4uhpM9blXVDFb6YAwBAAYo5AAAUoJgDAEABijkAABSgmAMAQAGKOQAAFKCYAwBAAYo5AAAUoJgDAEABijkAABSgmAMAQAGj1trivBcBqdFo1J1dLLJbPJn9WeYn0rUkht6XoVRZB+djyOdtyNmpSs/+kIZ8l8P9yBdzAAAoQDEHAIACFHMAAChAMQcAgAIUcwAAKEAxBwCAAhRzAAAoQDEHAIACFHMAAChAMQcAgAJGrTVn3PJAS4+2rnRU/ZBHUKfrHvLvTAx9LHcyf+h7a0hV7tv79T5srdb1HHLPq6i03zAUX8wBAKAAxRwAAApQzAEAoADFHAAAClDMAQCgAMUcAAAKUMwBAKAAxRwAAApQzAEAoADFHAAAClDMAQCggFFrbXHei4DUaDTqzi4W2S2ezP4s8xPpWob0sPydQ95bS0v930KG3pNk7enfOeTsSirdt4lKez7k8wb3I1/MAQCgAMUcAAAKUMwBAKAAxRwAAApQzAEAoADFHAAAClDMAQCgAMUcAAAKUMwBAKAAxRwAAAoYtdacccu5q3S0dXrsc5W1D31cdfJ3JkfPD7mOz5JfWVmJ8okhr9F8Po/yy8vL3dnpdBrNTvY8XXe6h0k+XcuQhnyvpLOTfUlnD/3egvuNL+YAAFCAYg4AAAUo5gAAUIBiDgAABSjmAABQgGIOAAAFKOYAAFCAYg4AAAUo5gAAUIBiDgAABSjmAABQwMp5LwCGtlgsovxoNBpoJflaEum603yy9uXl5Wj2eDzuzq6sZK+tdC2TyaQ7m17PZO1LS9l3k+l0GuWT+ensZF9ms1k0++TkJMqfnp4OtpbEfD6P8kO+K1LJvZL+ncl7qNKewFB8MQcAgAIUcwAAKEAxBwCAAhRzAAAoQDEHAIACFHMAAChAMQcAgAIUcwAAKEAxBwCAAhRzAAAoQDEHAIACRq21xXkvggfTaDQ67yV8LhaL4R6hZA/T/V5eXo7yGxsb3dn19fVo9mQy6c5Op9No9traWpSfz+dRPpHs+dJS9t1kZWUlyp+enkb5ocxmsyifrvvk5KQ7e3x8POhaEum+DHnfJiq994d8N8NQfDEHAIACFHMAAChAMQcAgAIUcwAAKEAxBwCAAhRzAAAoQDEHAIACFHMAAChAMQcAgAIUcwAAKGDUWnNmLV0qHbU8pCGPcU6PWU/y6dHzaX4ymQySbS07qj6dvbu7G+W3tra6s8lx761lx6avr69Hs3d2dqL81atXu7PT6TSaPR6PB5ud5pP7Jb1XkrUcHBxEs4+Pj6N8YjabDTY7NeTvypDvchiKL+YAAFCAYg4AAAUo5gAAUIBiDgAABSjmAABQgGIOAAAFKOYAAFCAYg4AAAUo5gAAUIBiDgAABSjmAABQwMp5L4D/3Wg0Ou8lfC4Wi0WUX1rq/z/lfD5PlxNJ1rK8vBzN3tra6s6ura1Fs9fX16N8Ir2ep6en3dn0eh4eHkb5ZB+Pj4+j2ePxuDt7cnISzT44OIjyyfVPr2ey5xsbG9Hs2WwW5ZO/c3t7e7C1pPfhxx9/HOX39va6s8nz1lp2/dPnM5n9sPwe8nDzxRwAAApQzAEAoADFHAAAClDMAQCgAMUcAAAKUMwBAKAAxRwAAApQzAEAoADFHAAAClDMAQCggFFrLTtrmV+bY4U/X+lx4ktL2f9Xk/zm5mY0OzlO/OLFi9Hs1dXVKJ8cKZ4eD390dNSdTZ+fs7OzKH/58uXu7O3bt6PZa2tr3dl03el9nuST+7C11qbTaXc2vZ7Ly8tRPrnPt7e3B5udHlV/cnIS5e/du9ed3dnZiWYna0//zvS+TaT31pBrgV6+mAMAQAGKOQAAFKCYAwBAAYo5AAAUoJgDAEABijkAABSgmAMAQAGKOQAAFKCYAwBAAYo5AAAUoJgDAEABK+e9gKpGo9F5L4H/xWKx6M4uLWX//0zza2tr3dnt7e1o9urqand2NptFs/f29qL84eFhd3Z3dzeanVzP9Nk8OTmJ8hcuXIjyidPT0+7sfD6PZk+n03Q53dI9n0wm3dlkT1rL7pXWsuci3cOVlf6f0PF4HM3e2NiI8uvr693Zzc3NaPbR0VF39uzsLJqd3OfptR9S+kxUWju1+WIOAAAFKOYAAFCAYg4AAAUo5gAAUIBiDgAABSjmAABQgGIOAAAFKOYAAFCAYg4AAAUo5gAAUED/ecJQSHIccnp0cnLMdmutbW1tdWfT496Ttd+7dy+anUqO5R7y+On0eqbHj5+cnHRn0+PHk6Pq0z1cXl4eLJ8eJ59Ir2dyhPtnySdms9kg2dZaW11djfIbGxvd2dPT02h2cp+nz0Ry/dNnIs0PuRbo5Ys5AAAUoJgDAEABijkAABSgmAMAQAGKOQAAFKCYAwBAAYo5AAAUoJgDAEABijkAABSgmAMAQAGKOQAAFLBy3gv4vIxGo/NeAv+LxWIR5ZeXl7uz6bXf3NyM8pcuXerOTqfTaPbZ2Vl39uTkJJo9m80GyyfXp7XW5vN5d3Z1dTWavbe3F+VXVvpfi9vb29Hs09PT7mz6TKSWlvq/yyT3YWvZMzf0uznZx/QZSvZwMplEs9P7dmNjozubPkPj8bg7m+5h8uzfz5L7fOhnn9p8MQcAgAIUcwAAKEAxBwCAAhRzAAAoQDEHAIACFHMAAChAMQcAgAIUcwAAKEAxBwCAAhRzAAAoQDEHAIACVs57AdBaa6PRKMovFovu7NbWVjT7kUceGWwtx8fH0ezT09PBZk+n0yg/Ho+7sycnJ9HsyWTSnd3f349mf/GLX4zyyd95+/btaPaXv/zl7uybb74ZzU6focuXL3dnDw4OotnJ9dzb24tmJ89ba9n1PDs7i2Yne548y621try8HOVns1l3Nrk+rbW2ubnZnU3vlWQPh/ydSA25lkp/J58/X8wBAKAAxRwAAApQzAEAoADFHAAAClDMAQCgAMUcAAAKUMwBAKAAxRwAAApQzAEAoADFHAAAClg57wVAa60tLWX/R1xdXe3OPvbYY9Hs9Ojs5Gj7dHZyvPV8Po9mr62tRflk7elx4sn1/OIXvxjNvnHjRpT/whe+0J194YUXotnXrl3rzt65cyeanRzJ3lprf/zHf9ydTe7x1lq7d+9ed/bVV18dbHZr2b6kR5un+5I4OzsbLJ/O3tjY6M5ubW1Fs+/evdudTX8n0mciuf6j0SiaDb18MQcAgAIUcwAAKEAxBwCAAhRzAAAoQDEHAIACFHMAAChAMQcAgAIUcwAAKEAxBwCAAhRzAAAoQDEHAIACVs57Af9/o9GoO7tYLAZcCb8JyfVMsq21trW1lS6n23Q6jfKnp6eDZFvL7vOlpez/2bPZLMon81dXV6PZjz/+eHf2e9/7XjQ73fO//uu/jvKJ69evd2fTZ+LVV1+N8t/+9re7s7du3YpmHx4edmfTe+XHP/5xlE+uf7rnZ2dn3dn0+Uxmt9baJ5980p29cOHCYGvZ2NiIZu/u7nZn03fW/Uq/ebj5Yg4AAAUo5gAAUIBiDgAABSjmAABQgGIOAAAFKOYAAFCAYg4AAAUo5gAAUIBiDgAABSjmAABQwMp5L+CzSo9O5sGSXP/0SPb0KOxk/tHRUTR7PB53Z9Mjv1PT6bQ7e/HixWj2d7/73e7sH/7hH0az//3f/z3Kb21tdWe/8Y1vRLOfe+657uxbb70Vzb527VqUT+7zr3zlK4PN3tvbi2b/6Z/+aZT/53/+5+7skMfJp9L31mQy6c6mR9snR8Sn76ELFy50Z9P9TteS/J2p5DcrXUfah4b8O/n1+WIOAAAFKOYAAFCAYg4AAAUo5gAAUIBiDgAABSjmAABQgGIOAAAFKOYAAFCAYg4AAAUo5gAAUIBiDgAABayc9wI+q8ViEeVHo9FAK+E3YTweR/nV1dWBVpLfW7PZrDu7tDTc/4VPTk6ifLrn8/m8O/sHf/AH0eyvfOUr3dm/+Zu/iWZ/73vfi/KvvfZad/Zb3/pWNPvZZ5/tzl68eDGafeXKlSj/3HPPdWd3d3ej2WdnZ93Z559/Ppr91ltvRfnr1693Zw8ODqLZybtibW1tsNmtZe+W4+PjaPaFCxcGybbW2t7eXpRPpHv4sEj6kD38/PliDgAABSjmAABQgGIOAAAFKOYAAFCAYg4AAAUo5gAAUIBiDgAABSjmAABQgGIOAAAFKOYAAFCAYg4AAAWsnPcCPqvRaHTeS+A3aG1tLcqvrq52Z4+OjqLZi8Uiyif34tJS9n/h2WwW5RPJHrbW2p/92Z91Z59++ulo9o0bN7qz4/E4mv3II49E+RdffLE7m94rzz77bHf2woULg81urbWVlf7X/82bN6PZ3/72t7uz3/nOd6LZ//AP/xDlt7a2urMff/xxNDt5nufzeTQ7/Y2bTqfd2eXl5cFmTyaTaHaST/ckfT4fFvalNl/MAQCgAMUcAAAKUMwBAKAAxRwAAApQzAEAoADFHAAAClDMAQCgAMUcAAAKUMwBAKAAxRwAAAroP5MZCkmOiE6OzW6ttZOTkyifHLWdHss91Dpaa21zc3OwfLrnyfHz6fHwjz/+eJT/q7/6q+7s/v5+NPsf//Efu7Ppself//rXo3xyLHd6FPpXv/rV7ux//dd/RbP/4z/+I8onLl68GOXv3bvXnU3eWZ8ln9wvKyvZT38y++zsLJo9mUy6s+l9mBrymRhSsm7q88UcAAAKUMwBAKAAxRwAAApQzAEAoADFHAAAClDMAQCgAMUcAAAKUMwBAKAAxRwAAApQzAEAoADFHAAAClg57wXw4FosFoNkW2ttZaX/1p1Op9Hs0WgU5ZP56d+ZzE72pLXWlpeXo/yjjz7anb127Vo0+6233urOvvfee9HsyWQS5Z966qnu7GuvvRbNvnr1anf25OQkmr2/vx/lt7e3u7PPPPNMNPvdd9/tzqbX8zvf+U6U/9rXvtad/c///M9o9g9+8IPu7M7OTjQ7lby3zs7OotlJPn3fLi31fx9Msq21NpvNonyyh+m7PP1d4eHlizkAABSgmAMAQAGKOQAAFKCYAwBAAYo5AAAUoJgDAEABijkAABSgmAMAQAGKOQAAFKCYAwBAAdkZ3jCQ9Nj0JJ8ePz3k0cnpcdXLy8uDZFtr7caNG1E+Od76sccei2Y/++yz3dkXXnghmv1P//RPUf7w8LA7u7KSvUIvXbrUnZ3P59Hs3d3dKL+3t9edvX79ejQ7eeb+7u/+Lpo9Ho+j/N///d93Z9PrmawlPcJ9yHz6rkgsLdX53pe+y9M9hyHUeYIAAOAhppgDAEABijkAABSgmAMAQAGKOQAAFKCYAwBAAYo5AAAUoJgDAEABijkAABSgmAMAQAGKOQAAFLBy3gvgwTUajQbJttbabDbrzi4tZf//nE6nUT5Z+/LycjQ7Wfvq6mo0O/07d3Z2urPPPPNMNHs+n3dnNzY2otlXrlyJ8kdHR93ZdA9/67d+qzub/p1f+tKXBlvLm2++Gc1O7sWXX345mv3EE09E+S984Qvd2XfeeSeanTg7O4vy4/E4yifP0JDSdaTvZ3jQeSIAAKAAxRwAAApQzAEAoADFHAAAClDMAQCgAMUcAAAKUMwBAKAAxRwAAApQzAEAoADFHAAAClDMAQCggJX0H4xGoyHWwUNusVhE+el02p1dWsr+/znkPb66uhrlz87OurPpHqZr+ZM/+ZPu7De/+c1o9mw2686+/PLL0ewPPvggyp+cnHRnn3nmmWj2jRs3urPHx8fR7KOjoyif7ONrr70WzZ7P51E+ke5L8jwn92Fr2Z6nz1u6lmTPx+NxNHtIy8vL3dn0Xf6wSH+z0t8KPl/ucgAAKEAxBwCAAhRzAAAoQDEHAIACFHMAAChAMQcAgAIUcwAAKEAxBwCAAhRzAAAoQDEHAIACVtJ/kBzlOuTR5jxYkmOZW8vurfQI7/Qo7JWV/scoPVL68PCwO5ses72zsxPl33///e7sD3/4w2j2t771re7s1atXo9lvv/12lH/yySe7s2tra9Hsn/zkJ93ZW7duRbOTI9lba+2Xv/xld/b69evR7LOzs+7sxsZGNPvSpUtRPrlfNjc3o9nJeyu9PpPJZLD86elpNDvZl/S49+l0GuWH5Kh6KvDFHAAAClDMAQCgAMUcAAAKUMwBAKAAxRwAAApQzAEAoADFHAAAClDMAQCgAMUcAAAKUMwBAKAAxRwAAApYSf/BaDQaYh085NL7anV1tTu7v78fzV5ZyR6Lra2t7uxHH30UzR6Px1E+MeSe/+u//ms0+9133+3OHhwcRLPX19ej/ObmZnf2pz/9aTT7ySef7M5ub29Hs4+OjqL8pUuXurPpfXh4eNidTZ+JZN2ttXbt2rXu7O7ubjR7aan/29bJyUk0O3neWsveQzs7O9HsRPp3zmazQbKttbZYLKJ8QhdiKL6YAwBAAYo5AAAUoJgDAEABijkAABSgmAMAQAGKOQAAFKCYAwBAAYo5AAAUoJgDAEABijkAABSQnT0OA5nP51E+OZo5Pdo6OZK9tdbu3LnTnU2O8G4t25erV69Gs5944okof3Bw0J39y7/8y2h2coz39evXo9lvv/12lE+OK0+Oe28tO6p+f38/mn3jxo0onzxD77zzTjT7scce685OJpNo9scffxzlv/71r3dn//zP/zyavbe31509Pj6OZt+9ezfKX7x4sTs7Ho+j2cm9sra2Fs1O3ivp7wTcj3wxBwCAAhRzAAAoQDEHAIACFHMAAChAMQcAgAIUcwAAKEAxBwCAAhRzAAAoQDEHAIACFHMAAChAMQcAgAJWznsBPLgWi0V39vj4OJqd5K9evRrNvn37dpTf39/vzq6urkazDw4OurPJfrfW2ocffhjl//Zv/7Y7e/ny5Wj2j370o+7sH/3RH0WzNzc3o3xyb925cyea/cknn3Rn19bWotnJfdhaa1tbW93Z5eXlaHay5++99140+9FHH43yyTP3zW9+M5r9wgsvdGfT65k+z8m7In0+Dw8Pu7PpvZJI9yQ1Go0Gnd9r6HUk84fecz7NF3MAAChAMQcAgAIUcwAAKEAxBwCAAhRzAAAoQDEHAIACFHMAAChAMQcAgAIUcwAAKEAxBwCAAhRzAAAoYOW8FwCttXZychLll5eXB1pJa0dHR1F+Mpl0Z8/OzqLZS0v9/3e+cOFCNPtrX/talP/ud7/bnd3Y2Ihm/+QnP+nOvvnmm9HsdF+Oj4+7s5988kk0e3t7e5B1tNbaRx99FOWTtY/H42j22traYLP39/ej/IsvvtidPTg4iGYnRqNRlF9dXY3yyb6kz8TFixe7s+k7brFYRHl40PliDgAABSjmAABQgGIOAAAFKOYAAFCAYg4AAAUo5gAAUIBiDgAABSjmAABQgGIOAAAFKOYAAFDASnpMMFSQHPv88ccfR7PTZyI5Uno+n0ezJ5NJd/bGjRvR7McffzzKv/32293Z09PTaPby8nJ3dmdnJ5o9nU6jfLLn9+7di2YnR6Gne/gXf/EXUf5nP/tZd3Z3dzeanez50lL2fWhjYyPKJ/t4fHwczV5fX+/OputO3xXJPqbX8+LFi93Z9O88ODiI8vCg88UcAAAKUMwBAKAAxRwAAApQzAEAoADFHAAAClDMAQCgAMUcAAAKUMwBAKAAxRwAAApQzAEAoADFHAAAClhJ/8FisejOjkajdDyFpdczuVdms1k0++TkpDu7sbERzU7N5/PubPp3bm9vd2dv3boVzf7t3/7tKP/uu+92Z5M9aa21ra2t7uyTTz4ZzR6Px1H++9//fnf2y1/+cjT76tWr3dkrV65Es+/evRvlk+f5zp070exkz3/v934vmr23txflX3nlle5seq8k76Gzs7NodppfXl4eJJuu5fDwMJqdvCuS35SHSbovulltvpgDAEABijkAABSgmAMAQAGKOQAAFKCYAwBAAYo5AAAUoJgDAEABijkAABSgmAMAQAGKOQAAFLCS/gNHuTKE6XQa5ZMjooc+xnllpf8xOj09jWYn+3J0dBTNTo/OvnnzZnf2+eefj2Yna//444+j2enR5tvb293ZX/3qV9Hszc3N7mx6r7z++utRPrm3vvGNb0Szr1y50p19++23o9k7OztRPnk+d3d3o9kffPBBd/bevXvR7PS9lfydS0vZN7lk9vHxcTT74OAgysODzhdzAAAoQDEHAIACFHMAAChAMQcAgAIUcwAAKEAxBwCAAhRzAAAoQDEHAIACFHMAAChAMQcAgAIUcwAAKGDlvBcArbW2WCyi/NHRUXd2e3s7mj2ZTKL8wcFBd3Y0GkWz9/f3u7O//OUvo9nT6TTKn52ddWfv3LkTzV5fX+/O3rx5M5p97dq1KJ/s+ZUrV6LZu7u73dmdnZ1o9mOPPRblk2fu6aefjma/88473dn0Pvzd3/3dKP/66693Z1955ZVo9ocfftid3dvbi2aPx+MoP5vNurPLy8vR7NPT0+7sfD6PZqd5Pi39XRlydvpbzqf5Yg4AAAUo5gAAUIBiDgAABSjmAABQgGIOAAAFKOYAAFCAYg4AAAUo5gAAUIBiDgAABSjmAABQgGIOAAAFrJz3AuCzWCwW3dnZbBbNns/nUX40Gg2SbS37O2/fvh3Nfumll6J84tKlS1H+qaee6s5+6UtfimaPx+PB1rK6uhrNvnXrVnd2f38/mp3eW7//+7/fnX3vvfei2a+++mp39jvf+U40e2NjI8r/9Kc/7c5++OGH0ex33nmnO3t6ehrNXl5ejvLJfX7hwoXBZh8dHUWz0/czn5b8TrSWvSsqzX5Y+GIOAAAFKOYAAFCAYg4AAAUo5gAAUIBiDgAABSjmAABQgGIOAAAFKOYAAFCAYg4AAAUo5gAAUMDKeS+A+0elo3nn83l39uzsLJqdHuG+ubnZnU3W3Vp2XPV0Oo1m/+xnP4vyx8fH3dn0ePjd3d3u7O/8zu9Es9Oj0J9//vnu7GuvvRbN3tnZ6c5eu3Ytmp3sYWut3blzpzv73nvvRbMfeeSR7uwrr7wSzd7f34/yb7zxRnf21VdfjWYne3758uVo9vr6epTf2NgYJNtadt8O+Y7jf5a+b6nNF3MAAChAMQcAgAIUcwAAKEAxBwCAAhRzAAAoQDEHAIACFHMAAChAMQcAgAIUcwAAKEAxBwCAAhRzAAAoYOW8FwCfxenpaXd2NptFs9fX16P8YrHozq6trUWzj4+Pu7PT6TSanay7tdZu3brVnX3nnXei2aPRqDu7sbERzb58+XKUf/HFF7uzd+7ciWZvb293Z3d2dqLZyb3SWms3b97szqbPUHI933jjjWj2J598EuWTe/G9996LZifvivR5S/O7u7vd2SGvZzp7Pp9HeWpL71s+zRdzAAAoQDEHAIACFHMAAChAMQcAgAIUcwAAKEAxBwCAAhRzAAAoQDEHAIACFHMAAChAMQcAgAJWznsB8Fkkx/7u7e1Fs5Pjp1trbTKZRPmhjMfjKH96ehrlDw8Pu7Ovv/56NDu5nltbW9HsK1euRPkLFy50Z5Mj2dPZ//Iv/xLNfuKJJ6L8M8880509OTmJZu/v73dnv//970ez33zzzSj/xhtvdGfPzs6i2cmzn+5hupaLFy92Z9N3XPJ8zmazaDYPluTeSu6rh4kv5gAAUIBiDgAABSjmAABQgGIOAAAFKOYAAFCAYg4AAAUo5gAAUIBiDgAABSjmAABQgGIOAAAFKOYAAFDAynkvgAfXYrHozo5Go8Fmn5ycRLPT/Hg8HiTbWmuz2aw7O51Oo9mTySTKn52ddWfff//9wWY/9dRT0ex0z7e3t7uzW1tb0ezk3rp582Y0+7nnnovyiZdeeinKr6+vd2fv3r0bzf7xj38c5Y+Pj7uz6b2SWF1dHTS/sbHRnZ3P59Hs5L5N35/Af+eLOQAAFKCYAwBAAYo5AAAUoJgDAEABijkAABSgmAMAQAGKOQAAFKCYAwBAAYo5AAAUoJgDAEABijkAABSwct4LgKHN5/Mof3Z2FuVns1l3dmtrK5qdOD09jfJHR0dRfmlpuP/Hf/DBB93ZH/3oR9HsdN2/+tWvurNPP/10NPuZZ57pzu7s7ESzf/7zn0f5y5cvd2dfeumlaHay5//2b/8Wzd7b2xtsLSsr2U/i8vJyd3Z9fX2w2a1laz88PIxmJ/nFYhHNHo1Gg83m15dcH34zfDEHAIACFHMAAChAMQcAgAIUcwAAKEAxBwCAAhRzAAAoQDEHAIACFHMAAChAMQcAgAIUcwAAKGBlyONzodeQ9+F8Po9mT6fTKD/kMdFbW1vd2fQI97W1tSh/cnLSnR2Px9Hs/f397uzrr78ezd7d3Y3yyfW8d+9eNDs5Hv6HP/xhNHsymUT5J554ojv70UcfRbN/8YtfdGdv3rwZzU72sLXsXkx/35LZ6fVJ88l9mz4Th4eHUZ4Hx5C/b/zPfDEHAIACFHMAAChAMQcAgAIUcwAAKEAxBwCAAhRzAAAoQDEHAIACFHMAAChAMQcAgAIUcwAAKEAxBwCAAlZGo9F5rwEGld7jJycnUf7o6Kg7u7q6Gs2+dOlSd3Y6nUazDw4Oovx8Pu/Onp6eRrOXl5e7s+n1uXXrVpR/8cUXu7Ppnr/99tvd2V/84hfR7K9+9atR/gc/+EF39v33349mv/baa93Z9PlM7pXWWlta6v/+NB6Po9mTyWSw2cm6W2vt3r173dn02V8sFt1ZnaK+5Hry+fPFHAAAClDMAQCgAMUcAAAKUMwBAKAAxRwAAApQzAEAoADFHAAAClDMAQCgAMUcAAAKUMwBAKCAlfNeAHwWQx4RnRw931pre3t73dnV1dVodnL8+Pb2djQ73Zchj9o+Ozvrzk6n02j28fFxlH/llVe6s0dHR9Hs5O9Mvfzyy1H+5z//eXc2PcI9kT4TaX4ymQySba21zc3N7uzSUvYd7O7du1F+d3e3O5s+Q0NyPDz8d76YAwBAAYo5AAAUoJgDAEABijkAABSgmAMAQAGKOQAAFKCYAwBAAYo5AAAUoJgDAEABijkAABSgmAMAQAGj0Wi0OO9FwJBGo1GUXyyyRyLJr62tRbMvX77cnd3c3Ixmr66uRvnZbNad/eSTT6LZR0dH3dmzs7No9snJSZRPrKysRPlk7UtLw343Sa5najKZdGfH4/Fgs1tr7fr1693Z9HouLy93Z+/duxfNvn37dpQ/ODiI8kMZ+n3Lr8+e1+aLOQAAFKCYAwBAAYo5AAAUoJgDAEABijkAABSgmAMAQAGKOQAAFKCYAwBAAYo5AAAUoJgDAEABo9ZadDZretwuPOiS443T5+fChQvd2a2trWj25ubmYGtJj3tPjitPjrVvrbVPPvkkyp+ennZn5/N5NDs58n11dTWafXR0FOUTk8kkyid/5yOPPBLNvnLlSpRfX1/vzu7t7UWz7969251N78N0LUMes568txz3/uuzhw83X8wBAKAAxRwAAApQzAEAoADFHAAAClDMAQCgAMUcAAAKUMwBAKAAxRwAAApQzAEAoADFHAAAClDMAQCggFFrbRH9g9FooKVADek9vlj0P0JJtrXWlpb6/++8trYWzb58+XKUH4/H3dlr165Fs2ezWXc23cPd3d0of/v27e7sfD6PZieS/W4tu1day+7zyWQSzd7c3OzOPvLII9HsdM/39/e7s/fu3Ytm7+zsdGePjo6i2el9nuTTd1yST9f9sLAv9PLFHAAAClDMAQCgAMUcAAAKUMwBAKAAxRwAAApQzAEAoADFHAAAClDMAQCgAMUcAAAKUMwBAKAAxRwAAAoYtdYWgw0fjaL8YtG/lHQ2DCW5F+fz+WDrWFrK/p89mUyi/IULF7qzm5ub0exHH320O7u2thbNPj09jfL7+/vd2el0Gs3e29uL8onxeBzlk/ft1tZWNHt1dbU7e3h4GM2+e/dulD8+Pu7OpvdKMjvZ788imZ++K4Ze+/3InjAUX8wBAKAAxRwAAApQzAEAoADFHAAAClDMAQCgAMUcAAAKUMwBAKAAxRwAAApQzAEAoADFHAAAChi11gY7VzY5qry1YY+4TdcypOTvHHoPK+1LFUPuYbrf8/l8sNlpfnl5uTubHMneWmvb29vd2StXrkSz07Uke352dhbNTo98T1y4cCHK7+7udmcnk0k0e39/f5Bsa/keJvnZbBbNTt4VQx/h7l3+aUPvOQzBF3MAAChAMQcAgAIUcwAAKEAxBwCAAhRzAAAoQDEHAIACFHMAAChAMQcAgAIUcwAAKEAxBwCAAhRzAAAoYNRaW5z3Ijg/o9HovJdw31ss+h+hpaXs/8LJ7CT7WdYypGQtk8kkmr25uRnlk2diZWUlmr2xsdGdHY/H0ew0f/fu3e7s6elpNHtvb687O5vNotlpfj6fD5JtLX/mEum7OckPue4h3a/rhkSdX2YAAHiIKeYAAFCAYg4AAAUo5gAAUIBiDgAABSjmAABQgGIOAAAFKOYAAFCAYg4AAAUo5gAAUMCoteaM24fYkMc4p0dK8/mqdD2T2emx6UMebT6ZTKLZ6+vrg6zjszg9Pe3OzmazaHZyb6XXc8i1DHnke3o9HT//afaEh4Ev5gAAUIBiDgAABSjmAABQgGIOAAAFKOYAAFCAYg4AAAUo5gAAUIBiDgAABSjmAABQgGIOAAAFKOYAAFDAqLW2OO9FwGg0Ou8l/H8Wi+yRSNaezh5qHZ/F/bz2oaTrTvJLS9l3k3Qty8vL3dn02k+n0+7sbDaLZg95rwx5jw85u7X79xlKDL2HUIEv5gAAUIBiDgAABSjmAABQgGIOAAAFKOYAAFCAYg4AAAUo5gAAUIBiDgAABSjmAABQgGIOAAAFKOYAAFDAqLW2OO9FwGg0Ou8llLRYDPd4pnue5Idcdzp7yHtryD0ccnZqNpsNNntole7FhHfipw2531CFL+YAAFCAYg4AAAUo5gAAUIBiDgAABSjmAABQgGIOAAAFKOYAAFCAYg4AAAUo5gAAUIBiDgAABYxaa8645b7juOpPq3RcdaXj5B8W6R4m90ule4vPX3L9h3yW3Yc8DHwxBwCAAhRzAAAoQDEHAIACFHMAAChAMQcAgAIUcwAAKEAxBwCAAhRzAAAoQDEHAIACFHMAAChAMQcAgAJGrbXFeS8CUqPR6LyXAHBfWiyyn/0h37fpWuBB54s5AAAUoJgDAEABijkAABSgmAMAQAGKOQAAFKCYAwBAAYo5AAAUoJgDAEABijkAABSgmAMAQAGj1przcHmgpcdJVzquGuBBlr5v4UHnizkAABSgmAMAQAGKOQAAFKCYAwBAAYo5AAAUoJgDAEABijkAABSgmAMAQAGKOQAAFKCYAwBAAYo5AAAUsHLeC4BqRqPReS8B4L60WCzOewlwX/PFHAAAClDMAQCgAMUcAAAKUMwBAKAAxRwAAApQzAEAoADFHAAAClDMAQCgAMUcAAAKUMwBAKAAxRwAAApYOe8FAMD9aLFYdGdHo9GAKwEeFL6YAwBAAYo5AAAUoJgDAEABijkAABSgmAMAQAGKOQAAFKCYAwBAAYo5AAAUoJgDAEABijkAABSgmAMAQAGKOQAAFKCYAwBAAYo5AAAUoJgDAEABijkAABSgmAMAQAGKOQAAFKCYAwBAAYo5AAAUoJgDAEABijkAABSwct4LAP7vFovFeS/hMxmNRue9BIgN+bzdr88y8PnyxRwAAApQzAEAoADFHAAAClDMAQCgAMUcAAAKUMwBAKAAxRwAAApQzAEAoADFHAAAClDMAQCggFFrzTnB3Hcc+c5QknvLMevw33km4NfjizkAABSgmAMAQAGKOQAAFKCYAwBAAYo5AAAUoJgDAEABijkAABSgmAMAQAGKOQAAFKCYAwBAAYo5AAAU8H8AD8811Wkc04QAAAAASUVORK5CYII=" id="image9664bb4b3c" transform="scale(1 -1)translate(0 -178.08)" x="898.422361" y="-201.538122" width="178.08" height="178.08"/>
- </g>
- <g id="text_40">
- <g id="patch_41">
- <path d="M 1061.163027 228.044487
- L 1073.670215 228.044487
- L 1073.670215 210.623862
- L 1061.163027 210.623862
- z
- " style="stroke: #000000; stroke-linejoin: miter"/>
- </g>
- <!-- R -->
- <g style="fill: #ffffff" transform="translate(1061.163027 224.30105)scale(0.18 -0.18)">
- <use xlink:href="#DejaVuSans-52"/>
- </g>
- </g>
- <g id="text_41">
- <g id="patch_42">
- <path d="M 902.302108 228.044487
- L 912.331483 228.044487
- L 912.331483 210.623862
- L 902.302108 210.623862
- z
- " style="stroke: #000000; stroke-linejoin: miter"/>
- </g>
- <!-- L -->
- <g style="fill: #ffffff" transform="translate(902.302108 224.30105)scale(0.18 -0.18)">
- <use xlink:href="#DejaVuSans-4c"/>
- </g>
- </g>
- <g id="text_42">
- <g id="patch_43">
- <path d="M 1049.848282 377.839235
- L 1072.753282 377.839235
- L 1072.753282 360.41861
- L 1049.848282 360.41861
- z
- " style="stroke: #000000; stroke-linejoin: miter"/>
- </g>
- <!-- 13 -->
- <g style="fill: #ffffff" transform="translate(1049.848282 374.095798)scale(0.18 -0.18)">
- <use xlink:href="#DejaVuSans-31"/>
- <use xlink:href="#DejaVuSans-33" x="63.623047"/>
- </g>
- </g>
- </g>
- <g id="axes_15">
- <g clip-path="url(#pbe43cd4809)">
- <image xlink:href="data:image/png;base64,
- 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" id="image00efdaef77" transform="scale(1 -1)translate(0 -178.08)" x="1076.666833" y="-201.538122" width="178.08" height="178.08"/>
- </g>
- <g id="text_43">
- <g id="patch_44">
- <path d="M 1239.407499 228.044487
- L 1251.914687 228.044487
- L 1251.914687 210.623862
- L 1239.407499 210.623862
- z
- " style="stroke: #000000; stroke-linejoin: miter"/>
- </g>
- <!-- R -->
- <g style="fill: #ffffff" transform="translate(1239.407499 224.30105)scale(0.18 -0.18)">
- <use xlink:href="#DejaVuSans-52"/>
- </g>
- </g>
- <g id="text_44">
- <g id="patch_45">
- <path d="M 1080.54658 228.044487
- L 1090.575955 228.044487
- L 1090.575955 210.623862
- L 1080.54658 210.623862
- z
- " style="stroke: #000000; stroke-linejoin: miter"/>
- </g>
- <!-- L -->
- <g style="fill: #ffffff" transform="translate(1080.54658 224.30105)scale(0.18 -0.18)">
- <use xlink:href="#DejaVuSans-4c"/>
- </g>
- </g>
- <g id="text_45">
- <g id="patch_46">
- <path d="M 1228.092754 377.839235
- L 1250.997754 377.839235
- L 1250.997754 360.41861
- L 1228.092754 360.41861
- z
- " style="stroke: #000000; stroke-linejoin: miter"/>
- </g>
- <!-- 14 -->
- <g style="fill: #ffffff" transform="translate(1228.092754 374.095798)scale(0.18 -0.18)">
- <use xlink:href="#DejaVuSans-31"/>
- <use xlink:href="#DejaVuSans-34" x="63.623047"/>
- </g>
- </g>
- </g>
- <g id="axes_16">
- <g clip-path="url(#p0849000ca0)">
- <image xlink:href="data:image/png;base64,
- 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" id="image9942c44e8c" transform="scale(1 -1)translate(0 -94.8)" x="7.2" y="-437.705425" width="178.08" height="94.8"/>
- </g>
- <g id="text_46">
- <g id="patch_47">
- <path d="M 170.078421 531.55938
- L 181.530921 531.55938
- L 181.530921 514.138755
- L 170.078421 514.138755
- z
- " style="stroke: #000000; stroke-linejoin: miter"/>
- </g>
- <!-- 7 -->
- <g style="fill: #ffffff" transform="translate(170.078421 527.815943)scale(0.18 -0.18)">
- <use xlink:href="#DejaVuSans-37"/>
- </g>
- </g>
- </g>
- <g id="axes_17">
- <g clip-path="url(#p00449c7144)">
- <image xlink:href="data:image/png;base64,
- 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" id="imagec1306e65a1" transform="scale(1 -1)translate(0 -94.8)" x="185.444472" y="-437.705425" width="178.08" height="94.8"/>
- </g>
- <g id="text_47">
- <g id="patch_48">
- <path d="M 336.870393 531.55938
- L 359.775393 531.55938
- L 359.775393 514.138755
- L 336.870393 514.138755
- z
- " style="stroke: #000000; stroke-linejoin: miter"/>
- </g>
- <!-- 14 -->
- <g style="fill: #ffffff" transform="translate(336.870393 527.815943)scale(0.18 -0.18)">
- <use xlink:href="#DejaVuSans-31"/>
- <use xlink:href="#DejaVuSans-34" x="63.623047"/>
- </g>
- </g>
- </g>
- <g id="axes_18">
- <g clip-path="url(#p8aa4206fda)">
- <image xlink:href="data:image/png;base64,
- 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" id="image8fb9c17d12" transform="scale(1 -1)translate(0 -94.8)" x="363.688944" y="-437.705425" width="178.08" height="94.8"/>
- </g>
- <g id="text_48">
- <g id="patch_49">
- <path d="M 515.114865 531.55938
- L 538.019865 531.55938
- L 538.019865 514.138755
- L 515.114865 514.138755
- z
- " style="stroke: #000000; stroke-linejoin: miter"/>
- </g>
- <!-- 21 -->
- <g style="fill: #ffffff" transform="translate(515.114865 527.815943)scale(0.18 -0.18)">
- <use xlink:href="#DejaVuSans-32"/>
- <use xlink:href="#DejaVuSans-31" x="63.623047"/>
- </g>
- </g>
- </g>
- <g id="axes_19">
- <g clip-path="url(#pd06c9d7bc0)">
- <image xlink:href="data:image/png;base64,
- 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" id="imagec5b82dc153" transform="scale(1 -1)translate(0 -94.8)" x="541.933417" y="-437.705425" width="178.08" height="94.8"/>
- </g>
- <g id="text_49">
- <g id="patch_50">
- <path d="M 693.359337 531.55938
- L 716.264337 531.55938
- L 716.264337 514.138755
- L 693.359337 514.138755
- z
- " style="stroke: #000000; stroke-linejoin: miter"/>
- </g>
- <!-- 28 -->
- <g style="fill: #ffffff" transform="translate(693.359337 527.815943)scale(0.18 -0.18)">
- <use xlink:href="#DejaVuSans-32"/>
- <use xlink:href="#DejaVuSans-38" x="63.623047"/>
- </g>
- </g>
- </g>
- <g id="axes_20">
- <g clip-path="url(#p1e716c9cea)">
- <image xlink:href="data:image/png;base64,
- 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" id="image25bc563d2d" transform="scale(1 -1)translate(0 -94.8)" x="720.177889" y="-437.705425" width="178.08" height="94.8"/>
- </g>
- <g id="text_50">
- <g id="patch_51">
- <path d="M 871.60381 531.55938
- L 894.50881 531.55938
- L 894.50881 514.138755
- L 871.60381 514.138755
- z
- " style="stroke: #000000; stroke-linejoin: miter"/>
- </g>
- <!-- 35 -->
- <g style="fill: #ffffff" transform="translate(871.60381 527.815943)scale(0.18 -0.18)">
- <use xlink:href="#DejaVuSans-33"/>
- <use xlink:href="#DejaVuSans-35" x="63.623047"/>
- </g>
- </g>
- </g>
- <g id="axes_21">
- <g clip-path="url(#p86ccb88d62)">
- <image xlink:href="data:image/png;base64,
- 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" id="image74fbe29b01" transform="scale(1 -1)translate(0 -94.8)" x="898.422361" y="-437.705425" width="178.08" height="94.8"/>
- </g>
- <g id="text_51">
- <g id="patch_52">
- <path d="M 1049.848282 531.55938
- L 1072.753282 531.55938
- L 1072.753282 514.138755
- L 1049.848282 514.138755
- z
- " style="stroke: #000000; stroke-linejoin: miter"/>
- </g>
- <!-- 42 -->
- <g style="fill: #ffffff" transform="translate(1049.848282 527.815943)scale(0.18 -0.18)">
- <use xlink:href="#DejaVuSans-34"/>
- <use xlink:href="#DejaVuSans-32" x="63.623047"/>
- </g>
- </g>
- </g>
- <g id="axes_22">
- <g clip-path="url(#p05983717b9)">
- <image xlink:href="data:image/png;base64,
- 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" id="image46009ef64b" transform="scale(1 -1)translate(0 -94.8)" x="1076.666833" y="-437.705425" width="178.08" height="94.8"/>
- </g>
- <g id="text_52">
- <g id="patch_53">
- <path d="M 1228.092754 531.55938
- L 1250.997754 531.55938
- L 1250.997754 514.138755
- L 1228.092754 514.138755
- z
- " style="stroke: #000000; stroke-linejoin: miter"/>
- </g>
- <!-- 49 -->
- <g style="fill: #ffffff" transform="translate(1228.092754 527.815943)scale(0.18 -0.18)">
- <use xlink:href="#DejaVuSans-34"/>
- <use xlink:href="#DejaVuSans-39" x="63.623047"/>
- </g>
- </g>
- </g>
- <g id="axes_23">
- <g clip-path="url(#p0f9798327e)">
- <image xlink:href="data:image/png;base64,
- 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" id="imagefaf6dd7140" transform="scale(1 -1)translate(0 -94.8)" x="1254.911305" y="-437.705425" width="178.08" height="94.8"/>
- </g>
- <g id="text_53">
- <g id="patch_54">
- <path d="M 1406.337226 531.55938
- L 1429.242226 531.55938
- L 1429.242226 514.138755
- L 1406.337226 514.138755
- z
- " style="stroke: #000000; stroke-linejoin: miter"/>
- </g>
- <!-- 56 -->
- <g style="fill: #ffffff" transform="translate(1406.337226 527.815943)scale(0.18 -0.18)">
- <use xlink:href="#DejaVuSans-35"/>
- <use xlink:href="#DejaVuSans-36" x="63.623047"/>
- </g>
- </g>
- </g>
- </g>
- <defs>
- <clipPath id="p3012892496">
- <rect x="7.2" y="7.2" width="177.888695" height="177.888695"/>
- </clipPath>
- <clipPath id="p624b989f21">
- <rect x="185.444472" y="7.2" width="177.888695" height="177.888695"/>
- </clipPath>
- <clipPath id="p6cb465cb3e">
- <rect x="363.688944" y="7.2" width="177.888695" height="177.888695"/>
- </clipPath>
- <clipPath id="pb950d8fe39">
- <rect x="541.933417" y="7.2" width="177.888695" height="177.888695"/>
- </clipPath>
- <clipPath id="pfb67a61ea8">
- <rect x="720.177889" y="7.2" width="177.888695" height="177.888695"/>
- </clipPath>
- <clipPath id="pf5ec3308fc">
- <rect x="898.422361" y="7.2" width="177.888695" height="177.888695"/>
- </clipPath>
- <clipPath id="p9303824d2b">
- <rect x="1076.666833" y="7.2" width="177.888695" height="177.888695"/>
- </clipPath>
- <clipPath id="p35427065c7">
- <rect x="1254.911305" y="7.2" width="177.888695" height="177.888695"/>
- </clipPath>
- <clipPath id="p6405a6d169">
- <rect x="7.2" y="201.729427" width="177.888695" height="177.888695"/>
- </clipPath>
- <clipPath id="p7349626051">
- <rect x="185.444472" y="201.729427" width="177.888695" height="177.888695"/>
- </clipPath>
- <clipPath id="pfbd304953a">
- <rect x="363.688944" y="201.729427" width="177.888695" height="177.888695"/>
- </clipPath>
- <clipPath id="pe7acb4fe7a">
- <rect x="541.933417" y="201.729427" width="177.888695" height="177.888695"/>
- </clipPath>
- <clipPath id="p604d881257">
- <rect x="720.177889" y="201.729427" width="177.888695" height="177.888695"/>
- </clipPath>
- <clipPath id="p0dc5fb3095">
- <rect x="898.422361" y="201.729427" width="177.888695" height="177.888695"/>
- </clipPath>
- <clipPath id="pbe43cd4809">
- <rect x="1076.666833" y="201.729427" width="177.888695" height="177.888695"/>
- </clipPath>
- <clipPath id="p0849000ca0">
- <rect x="7.2" y="437.90098" width="177.888695" height="94.604445"/>
- </clipPath>
- <clipPath id="p00449c7144">
- <rect x="185.444472" y="437.90098" width="177.888695" height="94.604445"/>
- </clipPath>
- <clipPath id="p8aa4206fda">
- <rect x="363.688944" y="437.90098" width="177.888695" height="94.604445"/>
- </clipPath>
- <clipPath id="pd06c9d7bc0">
- <rect x="541.933417" y="437.90098" width="177.888695" height="94.604445"/>
- </clipPath>
- <clipPath id="p1e716c9cea">
- <rect x="720.177889" y="437.90098" width="177.888695" height="94.604445"/>
- </clipPath>
- <clipPath id="p86ccb88d62">
- <rect x="898.422361" y="437.90098" width="177.888695" height="94.604445"/>
- </clipPath>
- <clipPath id="p05983717b9">
- <rect x="1076.666833" y="437.90098" width="177.888695" height="94.604445"/>
- </clipPath>
- <clipPath id="p0f9798327e">
- <rect x="1254.911305" y="437.90098" width="177.888695" height="94.604445"/>
- </clipPath>
- </defs>
- </svg>
- </div>
- </div>
- <div class="card mt-2">
- <div class="card-header">Standard deviation map</div>
- <div id="report-std-map" class="card-body">
- <svg xmlns:xlink="http://www.w3.org/1999/xlink" viewBox="0 0 1440 539.705425" xmlns="http://www.w3.org/2000/svg" version="1.1">
- <metadata>
- <rdf:RDF xmlns:dc="http://purl.org/dc/elements/1.1/" xmlns:cc="http://creativecommons.org/ns#" xmlns:rdf="http://www.w3.org/1999/02/22-rdf-syntax-ns#">
- <cc:Work>
- <dc:type rdf:resource="http://purl.org/dc/dcmitype/StillImage"/>
- <dc:date>2023-10-18T22:08:31.582400</dc:date>
- <dc:format>image/svg+xml</dc:format>
- <dc:creator>
- <cc:Agent>
- <dc:title>Matplotlib v3.5.1, https://matplotlib.org/</dc:title>
- </cc:Agent>
- </dc:creator>
- </cc:Work>
- </rdf:RDF>
- </metadata>
- <defs>
- <style type="text/css">*{stroke-linejoin: round; stroke-linecap: butt}</style>
- </defs>
- <g id="figure_1">
- <g id="patch_1">
- <path d="M 0 539.705425
- L 1440 539.705425
- L 1440 0
- L 0 0
- z
- " style="fill: #ffffff"/>
- </g>
- <g id="axes_1">
- <g clip-path="url(#pe3209166ee)">
- <image xlink:href="data:image/png;base64,
- iVBORw0KGgoAAAANSUhEUgAAAuYAAALmCAYAAAAOmVFTAABEb0lEQVR4nO3daaxmW3oX9rXf8YxVp8Y7D93t6+vGjSfiCWwGuZvBAZnItGxQRFAGEEZRBohEoigiUgblC1GiKCRENrJAghAECQhiCDY22MZ46m7Tbvdgd7fvvd33Vt1b06lz3vPOOx+QjC1Qsv7XvK5Vrt/v81NPrb32Wmv/z/tldR8cfLgv8LjpBjts3UX1/bZ+C6W9y3BYX7vZZL3TOey3u+udCOew68I5H4+rS2//wQ9ErW/++IPq2sGd06j36oVrUf3yZFJdO3mwinoPP/qZ+uJw3fabYB2mkjVeym735w4lZ1ZT0vfDr73+MV1bDdnh1xMAAKglmAMAQAMEcwAAaIBgDgAADRDMAQCgAYI5AAA0QDAHAIAGCOYAANAAwRwAABogmAMAQAMEcwAAaMDoUQ+AR6wL/jbrt7vr3ZB+20f13aDb0UhKKZvN7nrv8n3ucE66UXhs9dn7TOb85j+5H/auH0s/m0WtR/f2w/r6/v0bb0W9I8NhVJ6urH4TrPP0zArPCv4lknMofT/pGcevXrfD7+Eupd+JHXo8kxMAAPw6I5gDAEADBHMAAGiAYA4AAA0QzAEAoAGCOQAANEAwBwCABgjmAADQAMEcAAAaIJgDAEADwrut4fHThdfD9y1ds51cQZ1ePx1ehb7L68e7dCxJ7/29nfUuX7id1a/X9bXTadb7zXAso/rjf3D1JOu9qV+L/dlZ1LofpNeyL6tLu/A68T66xnt3a7yUEu3PbpCdFTs9E3d5xqVaGgtPLL+YAwBAAwRzAABogGAOAAANEMwBAKABgjkAADRAMAcAgAYI5gAA0ADBHAAAGiCYAwBAAwRzAABogGAOAAANGD3qAfD/o2vob6eGxtINusey907t+P104+C4GA53N45h9pzdZBLV91cuRfU7s1pH5cvnno/qx/cu6ovX26h3WSzra1fTqHW3XEX1g+tX64sv5lHv7fmsvniVjbvv+6i+JOfWJmudnIn9Nhx3NpDd9S6llD5Y5+lYkt782ut2+N0P93I7SQsAAJ5ggjkAADRAMAcAgAYI5gAA0ADBHAAAGiCYAwBAAwRzAABogGAOAAANEMwBAKABgjkAADQguGMb2pFc+5xcJ/2u7PCa6Oj6+eEw7J3Vl3FwXITXcndHh/WtrxxFveMLwpNbubfZNdvd3Qf1xft7Ue/BMrtnfX2pvv/k829HvftL9e9zffNS1Hs4y6627x6cV9f2V7KxDIJ31J/Not7l4cOovE+u/d7hdfLpeZuc5TuXzEswJ5DwizkAADRAMAcAgAYI5gAA0ADBHAAAGiCYAwBAAwRzAABogGAOAAANEMwBAKABgjkAADRAMAcAgAYI5gAA0IDRox7AE6nz99CvVjfoHvUQ/rlgLN0o23LdZJKOpr73NOvdHx/W1x7uZYM5u6gu7S6WUevubBbV9+tNffFikfVOitfrqPd4uYrqNzevVNeunr+WjeX1d6prR7fqa0sppVy5HJVvrh5V13brbdR7u1e/hwanD6Pe3VH9fiullHIxr6/dBGu8lNIn8xJ/37KxNCN9zj5bWzy5JEQAAGiAYA4AAA0QzAEAoAGCOQAANEAwBwCABgjmAADQAMEcAAAaIJgDAEADBHMAAGiAYA4AAA0QzAEAoAGjRz0AHq1u0FXX9tt+Z713qgv//gzH3U0m9bWjbMt10/re/dFB1LsPepdSSnf/YX3xvQdZ7729+uLNJupdBuH73y6z+kSwttK1sr1xEtUP759V1w72srVSuuA5x+Os92odlQ9v3a+uXb58I+u9qF+Lm1eez3p/7q2ovjs6rC9eLKLeZV5f2m+2Uetdfid2+c1Ke8ffoUSfzTlt84s5AAA0QDAHAIAGCOYAANAAwRwAABogmAMAQAMEcwAAaIBgDgAADRDMAQCgAYI5AAA0QDAHAIAGZHc+8y+3w6t2m7nWvux4LLu8rjgcdzcJr6oPrrZPr1nvjw7qe59fRL1n77sW1R88qL/CvTusH/c/+wfBOxoNs96hruxV1/bJXeWllBJc492vs6vnuzffier7S0dRfWJ77VJ17eB0lvU+qH8/pZQyuHO/uvbW12fr9sZH6q+2n37ks1Hv9ftfjOpHn3q9vng6jXqXVf1a7AbZWd4HvdOr53f5zUp798He58nmF3MAAGiAYA4AAA0QzAEAoAGCOQAANEAwBwCABgjmAADQAMEcAAAaIJgDAEADBHMAAGiAYA4AAA0QzAEAoAHdBwcf7h/1IN6V7sn4m6IbdI96CL820vcZzEvXZXPY7e9nY5mMq0v7G1ej1sunDqtrV8fDqPfh58+i+u7sor744XnWe1D//tcv3cx6r7dR/eB+MPbxKOodWa1317uU0h/Vr/PtXvac3ab+szK4F67D82AdllLK3rS+dr6IWm+fqt/PgwfZnkitnj6prh19+vWs+bb+ffYX2fvp+/re6Vner8M9lHyH+uxcSfTBfL/L/6C+Nv0273BeHlvBGi/FL+YAANAEwRwAABogmAMAQAMEcwAAaIBgDgAADRDMAQCgAYI5AAA0QDAHAIAGCOYAANAAwRwAABrQfXDw4d3d/Zpe5cq/oAuunn+cdaPdXW3eJVdyl1LKeJLVnxzXj2W9iVpvD+uvTR/M5lHvslxF5f3xQX3tdJz1Hg+rawdn2XPOXj6J6ger+iulp7eza9a7dX3vfpSdn4ubh1H9nS+v3xeXfzG72nx6p35tbcfZc05vnUX1yTymcz5861597/3sHHr4FTej+ks//WZ17eqZK1Hv8edvVdduTx9Gvcum/kzsN+F17+n3MxhLqt/uLmrtVB/OeZL70t6Pqz5795IzAAA0QDAHAIAGCOYAANAAwRwAABogmAMAQAMEcwAAaIBgDgAADRDMAQCgAYI5AAA0QDAHAIAGCOYAANCA7oODD/ePehC/pHsy/k7oBt2jHsI/t8s5D56z68I5GY/re+/tRa27o4OofvXslfrem23Ue/T5W9W1fZ9t5e2LT0X1m+mwunaw3ES9V5cm1bWzp+rffSmldNmUl/uv1O+J/dvZnD/9/fXv8+K9V6Pe/SjcQ8HQb39NNuebaX3zTbY9y/Hnsud8+ofvVteuL2WDGd86ra7tlquod0nPxPmivjY4P0sppd+f1hffvZ/1XizrizfZudKv1lF98s1Kx5Lot+3Esp3qw8P5cRV+m5+MJAwAAI0TzAEAoAGCOQAANEAwBwCABgjmAADQAMEcAAAaIJgDAEADBHMAAGiAYA4AAA0QzAEAoAGCOQAANGBUujCb99v62rT3DnWDLqrvt/1j2Xunc56OJTEcRuXdwX597eFB1Ht7Kau/9bX19c//tV+MepfxuLp09dL1qPXwfBXVby5P6mv3sveZrK3LvzCLWs+erV8rpZTy7A8vqmvvfGAa9X7w1Tera+cn2X4bXUTl5fY3ratrb/5I/ZlVSin7d+p7Ly6Fa6XLxvL2112prl0dZ3P+zD+s30PDt+ZR7zIIz/Jp/f7s5/VrvJRS+itH1bWD0SjqXTb1maLfBvmjlNINszns+2Bt7fBb2w2y50wlGWSndpk/H2PtJGcAAHiCCeYAANAAwRwAABogmAMAQAMEcwAAaIBgDgAADRDMAQCgAYI5AAA0QDAHAIAGCOYAANCA8O7cstsr3wPxVfUN9e+S6+fTK2h3Oe4u7B08ZzfOlmIXXPvch9cyl3U25zd/sv6K+H6v/trsUkrpFvVXfvej7DlnLx1G9dM79WPpgmu2SymlC+Z8/tR+1Pvgi9ld9Wcv1PefPMiutj58o34s3XYv6j25v47qb/zj+rV48smzqHfy/geL7DnTdX70hfp5WV4aR73f/KbL1bU3fmYa9R7fzdZt2dSvxcWrT0Wt93/urera/jg7V5KvSr9YRL1jrVxV/6RI880Too2UDQAATzjBHAAAGiCYAwBAAwRzAABogGAOAAANEMwBAKABgjkAADRAMAcAgAYI5gAA0ADBHAAAGiCYAwBAA0aPegDvVr/td9q/G3Q77V+tC/92SucleM6+z3pHMzieRL37/Wn9ONabqHcZZfW3v/aguva57zuPeq+vH1fXLk+y7Ty5v47q5zfq39FmnO2f8Wwb1SeWl7O1dfzZs+raN7/5ctT77a86rB/HF7L304VTePjmqrr27KX6NV5KKUevX1TXput2/61FVL8+GlfXbkfZuh1+y53q2nsXV6Pe1z6enUODRf162XvjNOrdH9e//242j3pvnrleXTvYhIt8tYzK+4tg7LvMIOl3v8/mJck3O81a6XOmknnZ8Zwn/GIOAAANEMwBAKABgjkAADRAMAcAgAYI5gAA0ADBHAAAGiCYAwBAAwRzAABogGAOAAANEMwBAKAB3QeH37Hbu+0bkVxBu3PJ1a/puMPrc7thMJZx/dXWpZTSjeqv2u72plHvEvQu6+xq8/5wP6pfPXNSXTucZVdEP3zfcXXtnQ9ka+XZH66/kr2UUgar+iuIV4fZNet9UL7az35POHwzm/PE2XOTqP7+t51X145+qv7dl1LKtU9k63xyv/79L65me//Ob6h/ofu3szNrfj1b55c/V79uT18Mf6sKhrK4kj3n6kb2Pr/sf3hYXbu+kp1xkzfuVtf2k2yt9Hv19ctrB1Hv6Uc+m40l+Fb0y92dK2WzyerD6+T7tH8r+vq93JQ+2/t+MQcAgAYI5gAA0ADBHAAAGiCYAwBAAwRzAABogGAOAAANEMwBAKABgjkAADRAMAcAgAYI5gAA0ADBHAAAGjB61AP45bpB96iH0JyuC+dkmNYP68cyzP6O66aT6trtjZOs96279bWT+nGUUkq32Ub1k9feqa69eOVm1LsPpvy5H1pGvQeLTVQ/vzGtrr24mq2Vw9v1Yxku+6j3YJW9z8XV+vWSjmX92mF17SBbtmX8cB3Vb6b172h6J1tbo3n9p2Wzl51Z5y9nzzm/Xn/GnXwye59XPzGrrr14ei/q/eA946j+i99ytbr22s9l77MsV/W1e9nCHdy+V127fbp+/5RSSnf5OKov9x8EzbN12/f1a6sbZdGsX2d7opWs1W+z/Va6x/S35D771j6mTwkAAL++COYAANAAwRwAABogmAMAQAMEcwAAaIBgDgAADRDMAQCgAYI5AAA0QDAHAIAGCOYAANCA7oPD7wjvRN2dVq6JjaXXxO7wOdOrfKPe+9mV0t1efX1/EPY+v6jvfRJey7zIrquevXq9unb69jwbyrX6eZndzN793oPsmuDzm/VXm08eZsfKeLatrp3eD64HL6X04dXZg2X9vLz2uw+i3k//k/qrsxeX6+e7lFIurmfn0LWfXVTXDpb176eUUvph/Zxf3Miunk8tLtfPy+Jqtla6YAtd/WS2bgerbA+984FJde3kQdb7xk/cq67t1tlaKXfu1/fem2a9l+FZsaw/+/t5/f4ppZSyqV8sfR/GsvRq+0Qfvs+G9Lucl8Q2+9b6xRwAABogmAMAQAMEcwAAaIBgDgAADRDMAQCgAYI5AAA0QDAHAIAGCOYAANAAwRwAABogmAMAQAMEcwAAaMDoUQ/gl+u3fXVtN+h2OJLH2GaT1Q+H1aXdKFsuy5dvVNdO3rgb9S6D+r8pu7sPotYXX/5cVD+5u6yuXdzYi3ovj+rfz3BZv39KKeXian3vUkqZPKzvP1xlY5mcruuLN1nvwXYb1c9vTqtrTz6djWX8YFVdOzoP93I/ico30/o9tDrO1sr0Tv1zTu8F776UcnFzHNVPzurf0Wievc/51fo5nN3Izs/Dt7J5uf7x+nPoF781G8uNnwp+w9tk4+4OD6pr+/NZ1jv8ZpUuyBXptzYRZKF3pa8/E5Nc1pzgOVviF3MAAGiAYA4AAA0QzAEAoAGCOQAANEAwBwCABgjmAADQAMEcAAAaIJgDAEADBHMAAGiAYA4AAA0QzAEAoAGjRz2AX64bdI96CL82tn11aTcM/3YaDqPybm+6s96TN+5W1/bnF1Hv/rkb1bXdbBH1fvjCJKq/9Fp97WYavs9gS0wfbMLe4fs821bXbqbZXu67+vp+ko17sKkfdymlLI/q39H+O9mcL67Vr63RedZ77+46ql9erj/+l0fZ+9y7Vb/n0iMuXeenL9Q/5+Ss/mwupZTBMqjPWsfmV+qf8+rHsvd56xsuV9c+/UPvRL37cf24u0F6foaZog++zZPsO9Fv6tdtmoT68IxLpLmsD/LNznWt/PacvZ9WRg0AAE80wRwAABogmAMAQAMEcwAAaIBgDgAADRDMAQCgAYI5AAA0QDAHAIAGCOYAANAAwRwAABpQfxcu/+oEV9z2wRXBpeRX+UZG2VXo0fXGB3tR6+7OaXXtm7/3haj3zR+v711KKW//pkvVtXv3wquTg9e/OkrfT1Y+WNX/g8npKut9UX+d/HaaHVv9MLxSOtifs5vZWIaL+jm8uJa9z/072VX1yfscn0ety733H1TXXvrFZdR7NMue89Jr9bUP3jOOel/5TP3YZzeytfLwuaz+yqcuqmuXJ9l18rOb9WuxO6sfRyml9PNFfe2NK1Hv7l52lneT+nnpN9k6LH3976D9uv48bE0XnJ+pfht+tB5TfjEHAIAGCOYAANAAwRwAABogmAMAQAMEcwAAaIBgDgAADRDMAQCgAYI5AAA0QDAHAIAGCOYAANAAwRwAABowetQD4P9bNwpfUd9n9YNhVh/oxztcXkHvwSprvbyyF9VPT+vnfP/tbDBvf3X9WA7e2ka9J2dZ/eisfuxduAzLoKsu3exna3ZxOasfLuoH34c/bZw/W/8PDt/M3s/sRvac4/P659y7u456jxb1z9lts8UyvMjGMlhsqmvX++Oo9xe/qb7+xb97EfU+fU92DiXzuB3X77dSSunqp7Bsnr4S9R6+fru6tl+Gh/kw2xP9fF5fnH6bl9n7f1z14X5+bPXB+RzmMr+YAwBAAwRzAABogGAOAAANEMwBAKABgjkAADRAMAcAgAYI5gAA0ADBHAAAGiCYAwBAAwRzAABowA7vTH/MdcHfLMF14qWU0iXXBG+Cu5BLKd3+fla/N60vTq9DPgzGss6eM6m/9jNnUevNQXYt93BZf93u6ijbckdvBNeJ72V/Z48fZlebb6f163YzzcbSBbcbb0fZflseh78/BLcnD1fZVctnL9Y/6OXPBZNSStmOsudMrmU/fTnbE8ev16+tTbCuSillMM/Oin5cPy/XP56dcev9+t7bSbg/z8NrvFf162V+JRvLZhKM4/551LsPrytPPPj656P6yz/2enVtv87Oz7LD7350PTzN84s5AAA0QDAHAIAGCOYAANAAwRwAABogmAMAQAMEcwAAaIBgDgAADRDMAQCgAYI5AAA0QDAHAIAGCOYAANCAUTfoon/Qb/vq2rT3TnXt/A3Sr9bVtYPD/ax5+j6Xy+rabm+ajWWzre/98Dxqvb15pb52Mox6z56eRPX7b6+qaxcno6j3oH6plIO3g+JSymaa7Yk+WFuDZf27L6WU4aq+/vzpcB3WH1mllFImZ/VjWZxkc7jd31TXvvmbs3V79Pls71/+fP26PXs2W7fZWqmfk1JK2U6zeZlfG1fXrvezORzUT2E0jlJKOX0pe87Dz9ev2+M3goGXUqa3Z/XF42ytdPt79cVnwThKKZd/7PWovp9d1Ben+WZVP+eD46OodX+WfT/74Ntc+uwsbyn3JXk1lmTKPjvj2kmrAADwBBPMAQCgAYI5AAA0QDAHAIAGCOYAANAAwRwAABogmAMAQAMEcwAAaIBgDgAADRDMAQCgAYI5AAA0YNRv++gfdINuR0MppXQN/Z0QPGc3HEatu6O9+trjo6h3mS+y+tGovnazDXvXz0t/cpz17na3DgerbE9sR/Vj2b+VvZ/T9+xX105O11HvzV623/pgztfTbE9sNsFayVqX6cNs3V5crZ+XyVm2Vi59qn6/reuPiX8m3BKro2DOw6N5dVj/Dy6uZS90PMve5yR4//0ge9BBsOXe+Y3Zc77w98+j+s3huLr24lpw7pdSunX9OTS8yM6h0XJVX7xYRr1jwfewm06y3ldPsvpEOi99UL/JWu9SmlcfVw0lYQAAeHIJ5gAA0ADBHAAAGiCYAwBAAwRzAABogGAOAAANEMwBAKABgjkAADRAMAcAgAYI5gAA0IBRF1w9v3N9cNVyF/5NET5nF1w/3k3qr0L+Z2MJrmZOr57fm2b1ff0Vt5/4Mzej1jd+sP7K4hs/8HrUuwRXZ99/pf466VJKufy5RVS/HdW/o81BdhX2aF6/J+59aXZF9OgiKi/jWf1aGS6ya9OXx/XvM5nvUkqZ3cjOitVRfe1mmo3l4fvq77eevp1d4Z6Mu5RSZsHvMsNFdhX2xfX63tP72VoZn2f16/36saTvs5T6ebn509lV9fMb4VkemD7I7lmf3K0/LPphOIfBWd4vs6vnu/29rH4YjOX4IOpd7j6orz0+jFrHGWS1qi7t06wV5Lh+m50raV5N+7fCL+YAANAAwRwAABogmAMAQAMEcwAAaIBgDgAADRDMAQCgAYI5AAA0QDAHAIAGCOYAANAAwRwAABogmAMAQANGj3oAv2a2fVTeJ3+yzBdR78HeXv04ZhdR73L9SlTePTirrj36xDTqfeMHX6+u7Y8Pot7n771cXXvwzibq3W2ytTJ/alJdOznLxjJ9UF9/98uHUe8rn9xG9acv1W+K/dtd1Pv8uaA+ez1leSX8B8G0HP3md6LWn/3q/yMbS+CVH/wjUf3snWA/X15Fvcev1/ceLrK1craffbbW+/X9x+fhd6Kr79312X4bn2X150/Xz8vsqWzOr06Oqmv3v5h9sy7ee7W69mA2j3qXPt379XO+fPo4aj09Pa8v3mTvvhwdRuX9+SzrvyPdIFuHTwq/mAMAQAMEcwAAaIBgDgAADRDMAQCgAYI5AAA0QDAHAIAGCOYAANAAwRwAABogmAMAQAMEcwAAaEB2t3Gqayj3h1e/dsFVy2U8jnr3yXW7J9m1v93FIqrfXrtUXfvc338Q9U6u/Z2/cjPqnVzLfvZsdlX99DBbt+Pz+vd59my25bZB+fHns+unz54Nn/Nhff/BOhvL/u362rMXwr0c3m6drK0HH7ketf7x31B/tf1/9KnviHrv/fRBVH/+gfqz4sNf8dNR73/yzMvVte+cPRv1Pn4te6HLy/XrZd1na+vkM8vq2ltfN4l63/hotofuv1pf+9SPb6LeRz93t7q2W9TPSSmldMljJt/lUkrZZM9Z9veqS6ef/GLUuj+q35/9wTTq3b32VjaW9Tqqj3pvs3XLv6ih5AwAAE8uwRwAABogmAMAQAMEcwAAaIBgDgAADRDMAQCgAYI5AAA0QDAHAIAGCOYAANAAwRwAABogmAMAQANGO+3eb7P67gn5O2HQ7a73Npvz1dX96trh+Srq3e3tVdfuf/KtqHeZjOtLH16JWt99tX7cpZQyPquvXV7K3v1wUV87mmfvfnk5G8tgXV+/Oopal8VJfe/Fi8GklFImB9m6Xb95UN/7fnZmfec/+mPVtYO3J1Hv8WFUXj77O787+weB/2Z4UV373U89HfUezrM5f/hq/fu/+lPZJ/Htr6p/R5tpH/W+90o2lpe+r37Ox2+eRr27xbK+OKktpQw++4Xq2n6ziXp3ly9F9f2wfm11wTeolFI21+oPxe14GPUezmZRfZS1whzX7TDf9NtsDz2unpAkDAAAbRPMAQCgAYI5AAA0QDAHAIAGCOYAANAAwRwAABogmAMAQAMEcwAAaIBgDgAADRDMAQCgAYI5AAA0YLTT7t0Oc/+g213v1HYblXeD+nnpu+w5N9eOo/qL6+Pq2uPTRdS7X63qi48Po97dpn7Oh7N11PvGR86i+vMXDqpr+3BLDFZ9de023M3DeVZ/8VT9WMqXnEe9N6/Xz+Hnftd3R7136Uu/949H9ceXLqprZ29Oo97zp7J1vkv/2fVPVdf+4W//qaj3Xz79yqj+L/7811XXjs8uR70np/V7YjQP9k8p5fD1bA8NHsyC4uwg6veCtTgLD5bEcBiVR+MupaxuHNUPZbGJendJ/Sh7P4Pj+nGXUkq/WNbXLutrSymlbIN13qfZqZ3c1yfPGfKLOQAANEAwBwCABgjmAADQAMEcAAAaIJgDAEADBHMAAGiAYA4AAA0QzAEAoAGCOQAANEAwBwCABoSXeDckvQ61patcD/frayfjqHd0LXMp5eSn6q99nr1yPep9cK/+mvVysYh6J1dKD+88jFqvrx9H9Yev18/55P4k6v3WN9RfKb0dZ2t89vIqqn/1lS9W137fl/3tqPfj6umveSurPzytrn3PSz8X9f7vnvpoVN+K50fZdeL/y0d/a1T/zN+o33Pjs3XUux/W77nRRXiF+yqtD8YenJ+llLI9rv9mdddPot7l7bv1vY8Oo9abo/rzs5RS5jfr648/dT/qffHCpera5XH2fi5/KvyNdbvN6nelC8fdNzLuHfOLOQAANEAwBwCABgjmAADQAMEcAAAaIJgDAEADBHMAAGiAYA4AAA0QzAEAoAGCOQAANEAwBwCABgjmAADQgO5D4+/sH/Ugfkm3w78TBl1U3g2HOxpIKYNLxzvrXUajrL6vf/39STbu7vyivnizjXpvbl6urh1crKLe2+k4qi+j+nXbLbKxXLxQP+fLo2zNjmfZnM+u1/dfftv9qPf/+hV/qbr2G/Z2tzd37bu+8A3Vtf/tM/8g6n15sJ8Opwlf/RPfGdX33381ql8fBL3DT9CNj9Xv5800a77/1jyqHyw31bXDtx9EvbcnR9W15y9n34npnWV17eSNu1Hv2as3o/r9z9+vru1Oz6Le/dX6b1Z56+2s9/ksqo96BxmhlFLKdoeRss++WbvUJ8+5rd+bpfjFHAAAmiCYAwBAAwRzAABogGAOAAANEMwBAKABgjkAADRAMAcAgAYI5gAA0ADBHAAAGiCYAwBAA7oPjb8zuz+1ayTLD7qdtu+6oP8gm5NuNKovnmTXw3fTaVSfjH3+pU9FrUfn9ddVXzy1F/U+eO08GEj2fgb3g96llPWN+iuoh+f110+XUspb33Qlqk/Mnsm2/nZSX3v4RrY/z16sv2r5b/2BPxv1fv8kuJOdf6k319n149/01/5Ude34YbY/p/ei8jL/xvqx/54v+UTU+/v+9tdW117/WHad+NFnszkfnF1E9ZHgWvb1zUtR67MX96trp/fWUe/p3UVUP7iXzXmiu6gfSz+fZ8032ZXv/Tybl6j3JlvnO9Xvbiz9Nvh+brP300jKBgCAJ5tgDgAADRDMAQCgAYI5AAA0QDAHAIAGCOYAANAAwRwAABogmAMAQAMEcwAAaIBgDgAADRDMAQCgAd2Hxt/ZP+pB/JIu+Dth0GWtu6y+7+unpRuNot5lUP+c3cF+1Hr5/uej+j6Yx9XxMOo9ebCO6hPdeltfu8mW+PjNe1F9vz+tr51ka+Xhl1yqrr317Yuo97WTs6j+nZ+9UV174yPZnJ8/U78n1ntR6zK/Wb9WSinl2vvuVtf+xNf81WwwO/Szy4uo/vf90J+orr3+D+rXeCmlLK7UnyvHr22i3uOzrL4f1o/lwcvjqPdoXr/Or33sNOqdfCdKKWVwNq8vXmdz2M2X1bX9UfbNWl85qK89yM7Pyb1gTkopg1n9cyZzUkop/SRYW7feznovV1n9Jnj/2zAi9tl524o+fc7ENttvfjEHAIAGCOYAANAAwRwAABogmAMAQAMEcwAAaIBgDgAADRDMAQCgAYI5AAA0QDAHAIAGCOYAANAAwRwAABrQfWj8nf2jHsQv6Xb4d8Kg21nrbjgM/0H9WLqDg6z3zatR+Z3fVF9/+TOzqPdmf1RdO743j3p3q01Qu456l2G2Drv5srp2+dyVrPd6W1177/3ZWrm4ke2Jwaq+9vLn699PKaXMrtfP+f6d+jkppZR7X5rtzy44ES9uZmMZzern/Oj1qHXpsqGUYbDlVkdZ78nD+klcXMr22/mL2Sfr2s/U12+H2Z7Yv1t/tkzvLKLew9PwTAzOobIMNnMppYzq99Dq2eyMG71zVl27vbQf9S6bbK0MHgbfuIfn4Vjqz8R+dpH13mabv++DednuMCL24aHVkD6Zl232PfSLOQAANEAwBwCABgjmAADQAMEcAAAaIJgDAEADBHMAAGiAYA4AAA0QzAEAoAGCOQAANEAwBwCABoyia0VLKV1ytX23w9yfjONd6Lqgf3gdbhkGV4SHV7mW5KrdUsr0tL7/+NaDqPfgymFQHLUuy5v1vadvnmbNQ/2wfvDdOlsrXfA+pw+y3ttRNumXfrH+Gu97XzqJek8f1D/ncJmt8YO3svo+2J5Hb0Styzq4UXwQ3pp+cKv+evhSStns1b//vfvZHA4X9WtxdTCOepeXs6vQ15+uPytOPjOPeneb+udcXJ1GvUd7o6z+waK+eJh9Pwfn9b3Hb2XfibKqX7eD4Kx9Nx5+xc3q2ksfvRX17h8G6zbNFINsXrqgf1+yvf+4SrPwLvnFHAAAGiCYAwBAAwRzAABogGAOAAANEMwBAKABgjkAADRAMAcAgAYI5gAA0ADBHAAAGiCYAwBAAwRzAABowKgbdLvr3m+z+i74O2HbZ73T5xzs7m+WbjisLx6NsuabbM6/8Nvrn/PqlWei3tc+elpdO1isot7Ts0V17fZgGvVOrZ45rq6dXxtHvQ9u1T/n4Rcuot6jWTYv/ah+Dx29uYl6n9+s3xMP3pfticu/kJ0V+7fW1bVnz2RjGSzra6en2V5eXg7OlVJKHxyJw2DcpZSyPKqfl8Pb2Vq5/D2TbDDb+sHfe3Uv6x0srclZtg4H66x+9tJhde1mkn3f9t+un/PxvXnUu5vVn3HdLOu9vVw/J6WUcvpi/R46+vlsrXQPz+tr98KzeZl9P/s+zE9PgDQL92kGDfjFHAAAGiCYAwBAAwRzAABogGAOAAANEMwBAKABgjkAADRAMAcAgAYI5gAA0ADBHAAAGiCYAwBAA8L73kNdmPvDK1ETXbfD3qNwGifBtewnl6LWb/+WG1H9dlp/HXbXZ1d+bw/qn3N4/yzq3e/VXxHdT7Nxnz+/H9VP79Zf4f7gvdmeGJ/Vr63+UrCuSinbUbgngvJ7r2RzPnupfg5/4Pf82aj3t3/s34nqH/7Eterao294O+o9+QtXq2vPnsvm8OrvfyOqP/ve56pr0+vhu6B8M87W4ezFbJ1vJvX9t/XHSimllNOvrL9Oviyy93ntJ7PnvPKZ+uvqB4v6c7+UUpaX6ydmvN1GvUtSv87G3c2zq+oXV+sX7uDBedR7dxe455I81Kc/3+7wqvonhV/MAQCgAYI5AAA0QDAHAIAGCOYAANAAwRwAABogmAMAQAMEcwAAaIBgDgAADRDMAQCgAYI5AAA0QDAHAIAGjB71AH6FbV9fO+ii1n0f9C6lJN37zSbrva7v3s0XUe9rHzuN6s9evFxde/0f3456d8tVdW0/Gka9+2F9/fDeLOp9EK6t+c1pde3lz26j3ouT+udc7Wfjvvz5ZVTfD+v7X/1k1Lrc+Gj9/vyW9Z/Mmmdbv/TPrKtrL16/EvV+Nlhbi6x1+aorb0T1f++p56trr34qm8Tlcf1zHtyqPydKKeXiev1+K6WU9UF97aXXsv3ZD+rHssmGXUbzbCz337dXXbt3L+u9/9a8urZbhd/DRfD+u+yM684vovpr/zSYl+D7VkoppQ96J1molFK24brdZPWPqz6dx0b4xRwAABogmAMAQAMEcwAAaIBgDgAADRDMAQCgAYI5AAA0QDAHAIAGCOYAANAAwRwAABogmAMAQAMEcwAAaMDoUQ/gibTtq0v72TxsfimqfvH7zqpru9U66t3PLuqLjw+j3t18ERR3Ue/hWdC7lDLeq99Gq6eyv4UPbq2qa9f7w6j3cJa9z/uvHlTXjs+3Ue+L5+rn8ORno9blG/7tj0T1b8xOqmv/6c++GPXugr1/+EZ9bSml/PWf+Nei+ulxfe3Zs9nauvYzs+rafpTtien9bF4Ob9WvxdH5Jup98+363quj8HObPWYZzerHPrlT/35KKaWb1Z+J25PsLB8E35XuIjub+3V2xl3++N363tvsjCvD+j3U98us9yD8jbUPFldwZrWmG9R/+/uGntMv5gAA0ADBHAAAGiCYAwBAAwRzAABogGAOAAANEMwBAKABgjkAADRAMAcAgAYI5gAA0ADBHAAAGhDeEbxjwfWpqS68lj2SXocbXM3bDbPew3vnUf32Uv0162WTXVcdmYyj8tvfeK269sZP3o96d8vsGufJO/VzPppNot73vqz+euujL66i3ulV6Pvv1L//u+/PjpajL9Rfbz1YZVcn/90f+aqo/ukfra89ejGbw9n1+rGfvRi1Lpc+mc355EH9WPYeZNeP95P6eRlcZPvt4HY25+uD+vN2cSWbwy6Ylv3b2TXr/TD7Zg2W9fuzm2VX2yffuMEsfM69aXVtd34R9U6/Wd1p8P0cZWuln8/ri7fZfsvrd3j9fB+OhX+BX8wBAKABgjkAADRAMAcAgAYI5gAA0ADBHAAAGiCYAwBAAwRzAABogGAOAAANEMwBAKABgjkAADRAMAcAgAaMHvUAfoVtv7PWffgnSLfdBsVd1nyzqS7t+3BOBtlYBvfP6ovD99ON6pdXH87hyS8sqmsXTx1GvffeOI3qE4OzZVR/9WP1a2X+7EHU+/ypvah+7379WJ750VnUe359Ul273ss289M/Eq7bYOunP21spvXrfFi/xEsppVx8/Xk2lo/W74tpuCXS/ZwY351H9auj+uccrLO1spkEzxlOyfg0OytK8s0KdctVffFZtvfLyXF16fbaSdS6e/tuNpZdfptX6/raQXiwpGNJ6xPbYOz97tbs48wv5gAA0ADBHAAAGiCYAwBAAwRzAABogGAOAAANEMwBAKABgjkAADRAMAcAgAYI5gAA0ADBHAAAGlB/Z/q7kV632gV/J4RXz+/UTq+3Da8TP7/I+idjHw6z3sn1xuEV3sN5/fXG09ey+8RXz5xE9Wcv1F9tf/z57Lrq1dG4unY0q5/vUkp5+FX1vUspZe9+fe3wPLtOfHBSP5aj17I1fvre/ah+NK/fE9M72f68//76+s2V4ArvUsq//iWfjOr/9r2vrK599ofD9zkLrnBPfx4K60cX9d+h7So7h0bBdt6Ow4Gvs+/nW998ubr26iezPbH/iTera7dXLkW9u0X92hpcLKLeJfyuJPVpAolOim2YndL6qHeYb5Lcl2S+tPeOdUEGTYftF3MAAGiAYA4AAA0QzAEAoAGCOQAANEAwBwCABgjmAADQAMEcAAAaIJgDAEADBHMAAGiAYA4AAA0QzAEAoAGjRz2Ad23b77R9H/zJ0qW9+/qxd4Ow+yh7pf3epH4sZ7Os93xe33uxjHoPt9vq2u3RXtQ7XVtPf9cvVNe+/d+/N+o9vbeqru2H2VpZXq2fw1JKOX2hfm2NZvtR78n9+ufsgv1TSin776yj+rNnx9W1D7PXWTaXNtW13TB7zrfmx1H9+P6wunZ+o/6cKKWUo0/XnxXdxSLqvbl6FNV3m/p53Ltbf2aVUsr8Zv06Xx9kv4MNj7I5//f/+F+vrv2e/+Lbot77k/o90e/X15ZSSjcP3v8628tlWL/GU/3+NPsHydhn2XMmmaKUstv81AXrvM++QX047jg/BdKxJPxiDgAADRDMAQCgAYI5AAA0QDAHAIAGCOYAANAAwRwAABogmAMAQAMEcwAAaIBgDgAADRDMAQCgAYI5AAA0YPSoB/Ar9Nv62m7Hf1Ns++rSvmyi1l3X1RcvFlHvMsjmpZ8e1RffvZ+NZTypr52Ms959/fvpZtkcjs/mUf3Hf/RLqmunrwTvvpQyWA2j+sTR57P6+c362uWb2dFy8HBZXdsFe7OUUmY3s7XVB0NfXsv2/sHn6scy+9Js3X7sR16J6odfclZd2//kQdR7e1C/97vwzNoEvUspZXS+qh/LOvgGlVLG5+vq2u0ie871YbaH/vIf/9bq2stffCfqXS6CM3F9GLVO9nO/yd5PdtqWUpJv84P6/VNKib5Z0ThKmClKKX3JztCsefaOEt0gfqOPJb+YAwBAAwRzAABogGAOAAANEMwBAKABgjkAADRAMAcAgAYI5gAA0ADBHAAAGiCYAwBAAwRzAABoQHbn7651Df2dkFz9Gl4RXjb113j34XXVXXi1/SC5Vnh/P+odXUF8kV0/3k/rn3N75SjqPXz9dlT/vr98v7r2/OXjqPfyuP79H9yuvx68lFJOXwivqt/hdcjr4+AK902235bH2bivf/vr1bWrv/VC1Ht6v37sF69Grct3/O4fjuqfGp9W1/611e/KBhPs/c3xNGo9PFtmYxnV76F+PMxaP6g/t7pV/blfSinbvezzPHg4rx/LOhtLv62/Zn1wXj+OUkopi/r32Y2y99OvVtlYTi7Vj+X8IhvLNjiHBtm4+3V29j8p+jSbNaKhJAwAAE8uwRwAABogmAMAQAMEcwAAaIBgDgAADRDMAQCgAYI5AAA0QDAHAIAGCOYAANAAwRwAABogmAMAQANG8b/ogizfb+P2j6NuGP59MxzW9+66rPcmm/N+f1o/ltU6G0tSv1xFrbugvptky7xP53BU//6Pf+ZW1Htz/VJ17eJq/bsspZTJeR/VX/vZ8+ra5Uk2lm5bP5auz8Y9eyar/203PlNd+71PPx/13n87GMvDbN3+wZMfj+r/wPf8yera/eeyOTz89KK6ttsLvxObbCzdw1l98XSS9T6/qK7tD/ai3sN3TqP6Phl7et6Ox/XFs3nUu1/Ur5VUN83OoRKcQ2UQfvfnwXNuNlHrNCf0JdtDj6tuUD8vffLud8wv5gAA0ADBHAAAGiCYAwBAAwRzAABogGAOAAANEMwBAKABgjkAADRAMAcAgAYI5gAA0ADBHAAAGpDd+VxKKX14ffLjKrietQ//vOmC63b79Nrfi/oroksppRsNs/6BPrz2OZGMux9lc9iFa3zwi2/VF186znqf1V9vPZpm73Kwzq4g7oNrnyf3s2u2t+E7SqwuZc95MFhW1/6mb/5U1Pvn3vyy6to//cH/M+r95ZP9qL4f1c/L8RvZFeH9fv318N0iOyf6aXA9fCllc/WofizhtdyDbXBWrNZR77LJzqHuon7P9Yv6NV5KKd2kfs77dfac3X6wbvvw2vRg3KWU6B3F37fgu5/q03mhaX4xBwCABgjmAADQAMEcAAAaIJgDAEADBHMAAGiAYA4AAA0QzAEAoAGCOQAANEAwBwCABgjmAADQAMEcAAAaMIr/RfeYZvlBt7PWXRf2Hg7re4+yV9RdvhTV99Nxfe/7D7OxjOqfsz8+jHqXi0V16eDhPGrdTadRfb9c1deG67A7Pa+uHU2ytbLZTqL64Xn9nPfhWJJTZXE1ez/PvHo7qv/zf/131df+m38u6v2f3H21uva3H3wm6v3qd/+pqP5T/2792H/D6rui3i99fltfPAi/KX0flQ8W6+rabrXJxrKtH0u3CeaklFKC87OUks3L9ZOsd3AOxZIzcVn/LkspZXtwHNWvbhxU104+/nrUO/nu94v6s5Zffx7TlA0AAL++COYAANAAwRwAABogmAMAQAMEcwAAaIBgDgAADRDMAQCgAYI5AAA0QDAHAIAGCOYAANCA7kOTPxTeb9zQ1faJ4DrcUkp2vXHaO9CNsqvNy/UrUXl/UH+9eXzN+tm8vvj2nah3GQRz3odXYV/L5rCbB9cnh2tle7RXXZu+n7LJtn5yXXm3zeY8Gfv5y0dR79V+9vvDf/Bn/vfq2r/wxm+Jen/m9aeqa7/hlc9GvX/ytRej+k//tu+N6hO/51v/UHXt/OnDqPf+L2RnxeyVa9W1B5+7H/Uuq+CK+HG4Pwfh72aLZXVpcu6XUsrgdFZfnJyHqf3687CUUu593TNR/eWfu19dO3i7vraUUranD+uLN/VnbSml9EleKaWUbVCffj8b0ifPuUvb7H36xRwAABogmAMAQAMEcwAAaIBgDgAADRDMAQCgAYI5AAA0QDAHAIAGCOYAANAAwRwAABogmAMAQAMEcwAAaMCo9NvsX2x3l+X70tcXD7qs+Xqd1Qe6bTiHw2FQm8139/A8q79YVNdunjrZWe8ymUS9y2RcXdrP5lHrfq++dymldPPgORfLrPeofq0M7j6MeidzWEopy+euVNeOb2dj6Yf1+/niSrB/Sik/8V//uaj+N/7Z76quXVwLzqxSyvCli+raf/o33h/1/vR//D9H9Ykv/5/q56SUUl4YPqiundzN9mfpsrN/cq9+z3XhWZGMpX9wlrU+3N/ZWMpqE7Xuz+vXbTcNz/LxqLp09fRJ1Pr4F2dR/eCs/v3362wOyyasT2yzc6gVfTjuLs19jym/mAMAQAMEcwAAaIBgDgAADRDMAQCgAYI5AAA0QDAHAIAGCOYAANAAwRwAABogmAMAQAMEcwAAaIBgDgAADRjF/6Lf1td2T0bu7/s+qu82m/res4us9+VLUf325Li6djBfR703V+p7D++fRb370bC6tlvXz3cp+fuMbIP9U0rpTuvnpb9cP9+llNItllH98GJVXzzoot7zmwfVtQ9fznqnzl6pf85LT2Xr9mI+rq4dZMu2fPOf+GNR/WZaP48n4bpdX5pW147vZmdcGWefrdHbp9W1mxuXo95dcCYO0nNlvojK+039O+rSsUwnWX2gn9TvidTo1oPsH3TB2bLKzs/ou7Ld4Tcolea4ICN24Xeib2ledujJSM4AANA4wRwAABogmAMAQAMEcwAAaIBgDgAADRDMAQCgAYI5AAA0QDAHAIAGCOYAANAAwRwAABowSq84ja5QDa5mjW13d01sKSW/hjbQJ6034XXy4TXOg3v111WnYxnu1V/LvXzpWtR7/MXgquVw3N0X347qkx3U7e1lvQ/q67vw3ZfgCu9SShnM6q+g3h7Wv/tSStl7Z15duzwZRr3f8zf/aFR/8Fr9le8PpwdR76e/r/768em97Mrv1XE2Lwdv1fef/+n7Ue93/s7T1bXP/Y3bUe/+0mFUXwb1B+7gwSzrHVyz3ofX2meXlZfSJd/yYE5KKaUMg97DbB2WUX398GKV9U4l34pdXg8fXlWffuMeV1H+LKWk+bYVfjEHAIAGCOYAANAAwRwAABogmAMAQAMEcwAAaIBgDgAADRDMAQCgAYI5AAA0QDAHAIAGCOYAANAAwRwAABowetQDeNf6bVbf7fBvkEG3s9Zdl/Xul8vsP5iM62uvnUStu9Pz6trx7bOod3+4Vz+O9Sbq3V3Ms7Gs1/W1l4+ysZxfVNdevHIz6j25kz1nopvXz0kppXSr+vpXvyfrffvrT6L62YceVteefH/2Pgfr+nNrdTSMen/xt0bl5fkfqD/+138xW1t9UL65fjnqPbx7mo1lOqkvHmTfiX68w0/ovew5u+Q5l6uod78/rS8O57As6r9Zg9Ns3GUV1g/r91xy7se2/e560zy/mAMAQAMEcwAAaIBgDgAADRDMAQCgAYI5AAA0QDAHAIAGCOYAANAAwRwAABogmAMAQAMEcwAAaEB8n3AfXBXb7fCqev7V6ILrk9eX9rLmR/XXOA/vz7Leff06vPd1z0Stj16/iOqH58GV0nfrr3svpZTlS9era1fH2XYezcL6B/Pq2u5iEfU+f/VGde3iJLuq/sZPZ3P+2lOXqmu3wS3opZRy5wP1Y7/xkezK773b2fv8ff/V362u/f4/8o1R75NP1ddujrJJHD7I3n8ZBr8/pVehj+p79+Ns3N3JcTaWef051O+FCzc4b7tZ/TkRj2W7jXqXURhx1vV7rt9sotZdV5+H+hKuwy78jbUP55FfU34xBwCABgjmAADQAMEcAAAaIJgDAEADBHMAAGiAYA4AAA0QzAEAoAGCOQAANEAwBwCABgjmAADQAMEcAAAaMNpl837bR/XdoNth721UH9mE9V3930N9CZ8zHMr2wWl97/X1qPfw7ll98ewi6t2t9qprTz6evft+lP29urq6X107Wa6z3pfH1bV7d5dZ7+P63qWUMjxdVNd2fbZuDz7zTnXtO3/gmaj3O195HNUffqG+dv9bb0W9H7xxtbp29elh1PsDv/tTUf1f+R9/Z3Xt3T+Rra2DT0+ra1/+S69Fvfuj+v1WSinbw/qxDB7Mot7dYlVfuwo/FF12mvfHB/W142xtdev6M3S7Vz/fpZQyOKuf8/7SYdS7m82j+u3dh1F9ot8E36F+h3mlIWmOe1L4xRwAABogmAMAQAMEcwAAaIBgDgAADRDMAQCgAYI5AAA0QDAHAIAGCOYAANAAwRwAABogmAMAQAMEcwAAaMDoUQ/gl+u3fXVtN+h2OJId67f1tV32t1O/CXqXUkpfP+fDL7wTtT7/mheqaw8/9sWodz8ZV9d29x9GvdOVNVmuq2tn7z2Jeu+9Nauu3RxMot6j+SaqL6P6tdgPw7/5B/X1z/8/D6LW/XgY1d979bC69ge/4q9EvT988Puqa9/6kfdEvX/v9Y9F9V/xn/6d6to/+l/+h1Hv5XFQvK7fP6WU0i1WWX3w/rvw/OyDdbu6th/1LsPsJOrW9Wf5YJbN4eDsrH4c6TeoC54zfT/3wrNiE5yJQV6BhF/MAQCgAYI5AAA0QDAHAIAGCOYAANAAwRwAABogmAMAQAMEcwAAaIBgDgAADRDMAQCgAYI5AAA0YPSoB/Bu9eF1uN0gvWg9ap7V9+GVxYnwObth/XXV2wenUe/Dj32xvniUXZveLeuvlO4Ps6uwu1V2RXhyTfTiUvacpy9eqq698ull1LsPr/weL+vnpT+YRr1XVw/qi9OtHN6cPfmDt6prp9046v3xj79UXfvCneB68FLK06Ps+vGvmta/o4Pb2Z64/Ln6+sWrz0a9J1/MnrOb158V85evRb3Pn6l//1147B/crh93KaWMZ/X7f/j2/ah3f3FRX5xca19K6Q4P64tvvxP17tfZuk2+h/02/E7sUksZJJDmsjT3Pa78Yg4AAA0QzAEAoAGCOQAANEAwBwCABgjmAADQAMEcAAAaIJgDAEADBHMAAGiAYA4AAA0QzAEAoAGCOQAANKD74PA7+kc9iHejG3RRfb/NHjPtHzbfXe8djrvrwt6D+ufsjo+y3ptNfe/xOOsdjLuUUvrL9WPfHk6j3ssr9fXzq6Oo92i+jeqH8/o9NFiFvWfr+t7z+tpSSpk/fRDV/+B3/2/Vtf/57d8Y9f6/X39/de37rtyJev/V935/VJ+YbZdR/e//8L9XXbs8mUS9Dz/+ZlS/ev5adW3XZ9+J9WH92TK5cxH1LttsDw1u36svDs/y/qJ+7N3eXtZ7U/+c29PTqHc3HEb1kfD9JM8Z63fXu6nsFErHHjYParNx+MUcAAAaIJgDAEADBHMAAGiAYA4AAA0QzAEAoAGCOQAANEAwBwCABgjmAADQAMEcAAAaIJgDAEADsju8dyy5yrWpa2K78O+b5CrXtHeoG9UvgX6dXYVeNpv62odnUevu+Ki6dnt2nvUehnO+XFWXDm5nVyfvnddfJz68OIx6d+EeWlytvzp9O8quwh6d189hajQP1mEp5dV/9Iera7/2hdei3t/5np+qrr0xehj1fs//9Uej+s9925+vrv3Gn/y3ot7LD9WvxRf/Xrb3S3iWD+b159bgfB71Ht6tr+1mWe9UdD6H35XusP599vPsOfvzWf04uuzd98k3qITfw012lkeSjLBjaXZKstkue+9csof6bB36xRwAABogmAMAQAMEcwAAaIBgDgAADRDMAQCgAYI5AAA0QDAHAIAGCOYAANAAwRwAABogmAMAQAMEcwAAaMCo9NvsX3S7y/L9tn8se3eDbA6TsXTDcDDhc/br9c56d8P6tdKvgnGUUsrson4co1HWezLO6pM53Gyy3rfeqS4dp3PYZ+9z9Hb9+9we72VDCdbK+mQa9T5/ZhLVX/lb9fU/+nWvRr0/8Yn3V9e+/Id+Pup948fCw+Lb6kv7f3glan35g7erawd/M3s//elZVJ/MSn8+i3on4i9Qcq6UUrr9/frivWwP9Q/r57yfL7LeyTmUfscHXVafjCXNTg3ZZR5KtDKO1vjFHAAAGiCYAwBAAwRzAABogGAOAAANEMwBAKABgjkAADRAMAcAgAYI5gAA0ADBHAAAGiCYAwBAAwRzAABoQPfBwYf73XWX+3+1ukG36/9gt/13JZiXbjiMWnf7e9lYtvVbqDu5FLXuZxf1xet11LsMsnmJ9Nudte6m06j+3je/GNW/+Ts21bVf+t3zqPfiev3aev13Zu/n2R/KjvL924vq2s/+G9meeP4H6ufw4B//fNS7bOp771of7Ln0XOmOj8LBBO9/uYpab08f1g8jPYcS6bsPz/6of/rtDM7EPvim8BjYZuv2MU1lAADw64tgDgAADRDMAQCgAYI5AAA0QDAHAIAGCOYAANAAwRwAABogmAMAQAMEcwAAaIBgDgAADRg96gH8Csk13o/rVfKt2eHV6Tu1Dd5/lz3j9uw8qu9G9duom9dfg15KKf0z16trB7fuZr1X2bXcyXP263BdbYLrqhfZHF75wc9F9edPva+69u4HsiP05g98obr2+rXnot4HX8jWbRl01aVP/1h2RfjhJ25V1/bD7CzvLy6i+uha9kE2lm4yrq/d3496l67+/ZRSSlmtq0u3D06z3ttgP6fXyQfrMHqX70aSK8JvZ5/Oy+Nqlzmupbyywwwq3QIAQAMEcwAAaIBgDgAADRDMAQCgAYI5AAA0QDAHAIAGCOYAANAAwRwAABogmAMAQAMEcwAAaIBgDgAADeg+OPhwn/2LIMv323A0/k741eoG3aMewrvT0rvf4Rx2Xda7e/6Z6trt5YOo9/Cd06i+bOuPiv7sPOs9rH//3WgUte7n82ws02n9WMbjqPU7v+PF+t59djSPLrL66f11fe2bD6Pe3XxZXzy7iHr3YX1kkr3PdC0m+k32/ewfBu9okJ23/ap+rcSS8zY4g96VNLPsSL/r53xc7fL97DKDbDdReUNpCAAAnlyCOQAANEAwBwCABgjmAADQAMEcAAAaIJgDAEADBHMAAGiAYA4AAA0QzAEAoAGCOQAANGB39wnvWno1a3rdatJ/h1e5duH18OlVvt1wmDSPekfzkvYOxt112Rym+uTq9PQq7FvvVNcOF5ej3turx1H94G5y5Xc2593eXnVtf3YW9d7l/tzcOInqr//g69W1/d4k6t09PI/qb3/re6trr98JPxXBuk31m+x66+SM6xfLbDDLVXXpdrHIeoe6Uf076oNxx8K9X56Q6+fTb/MToaUcl45lh/xiDgAADRDMAQCgAYI5AAA0QDAHAIAGCOYAANAAwRwAABogmAMAQAMEcwAAaIBgDgAADRDMAQCgAYI5AAA04P8FdqEU9uvMsfsAAAAASUVORK5CYII=" id="image3fcf73cc23" transform="scale(1 -1)translate(0 -178.08)" x="7.2" y="-7.008695" width="178.08" height="178.08"/>
- </g>
- <g id="text_1">
- <g id="patch_2">
- <path d="M 169.940666 33.51506
- L 182.447854 33.51506
- L 182.447854 16.094435
- L 169.940666 16.094435
- z
- " style="fill: #440154; stroke: #440154; stroke-linejoin: miter"/>
- </g>
- <!-- R -->
- <g style="fill: #fde725" transform="translate(169.940666 29.771622)scale(0.18 -0.18)">
- <defs>
- <path id="DejaVuSans-52" d="M 2841 2188
- Q 3044 2119 3236 1894
- Q 3428 1669 3622 1275
- L 4263 0
- L 3584 0
- L 2988 1197
- Q 2756 1666 2539 1819
- Q 2322 1972 1947 1972
- L 1259 1972
- L 1259 0
- L 628 0
- L 628 4666
- L 2053 4666
- Q 2853 4666 3247 4331
- Q 3641 3997 3641 3322
- Q 3641 2881 3436 2590
- Q 3231 2300 2841 2188
- z
- M 1259 4147
- L 1259 2491
- L 2053 2491
- Q 2509 2491 2742 2702
- Q 2975 2913 2975 3322
- Q 2975 3731 2742 3939
- Q 2509 4147 2053 4147
- L 1259 4147
- z
- " transform="scale(0.015625)"/>
- </defs>
- <use xlink:href="#DejaVuSans-52"/>
- </g>
- </g>
- <g id="text_2">
- <g id="patch_3">
- <path d="M 11.079747 33.51506
- L 21.109122 33.51506
- L 21.109122 16.094435
- L 11.079747 16.094435
- z
- " style="fill: #440154; stroke: #440154; stroke-linejoin: miter"/>
- </g>
- <!-- L -->
- <g style="fill: #fde725" transform="translate(11.079747 29.771622)scale(0.18 -0.18)">
- <defs>
- <path id="DejaVuSans-4c" d="M 628 4666
- L 1259 4666
- L 1259 531
- L 3531 531
- L 3531 0
- L 628 0
- L 628 4666
- z
- " transform="scale(0.015625)"/>
- </defs>
- <use xlink:href="#DejaVuSans-4c"/>
- </g>
- </g>
- <g id="text_3">
- <g id="patch_4">
- <path d="M 170.078421 183.309808
- L 181.530921 183.309808
- L 181.530921 165.889183
- L 170.078421 165.889183
- z
- " style="fill: #440154; stroke: #440154; stroke-linejoin: miter"/>
- </g>
- <!-- 0 -->
- <g style="fill: #fde725" transform="translate(170.078421 179.56637)scale(0.18 -0.18)">
- <defs>
- <path id="DejaVuSans-30" d="M 2034 4250
- Q 1547 4250 1301 3770
- Q 1056 3291 1056 2328
- Q 1056 1369 1301 889
- Q 1547 409 2034 409
- Q 2525 409 2770 889
- Q 3016 1369 3016 2328
- Q 3016 3291 2770 3770
- Q 2525 4250 2034 4250
- z
- M 2034 4750
- Q 2819 4750 3233 4129
- Q 3647 3509 3647 2328
- Q 3647 1150 3233 529
- Q 2819 -91 2034 -91
- Q 1250 -91 836 529
- Q 422 1150 422 2328
- Q 422 3509 836 4129
- Q 1250 4750 2034 4750
- z
- " transform="scale(0.015625)"/>
- </defs>
- <use xlink:href="#DejaVuSans-30"/>
- </g>
- </g>
- </g>
- <g id="axes_2">
- <g clip-path="url(#p1e91bc8049)">
- <image xlink:href="data:image/png;base64,
- 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" id="imagec788656b8f" transform="scale(1 -1)translate(0 -178.08)" x="185.444472" y="-7.008695" width="178.08" height="178.08"/>
- </g>
- <g id="text_4">
- <g id="patch_5">
- <path d="M 348.185138 33.51506
- L 360.692326 33.51506
- L 360.692326 16.094435
- L 348.185138 16.094435
- z
- " style="fill: #440154; stroke: #440154; stroke-linejoin: miter"/>
- </g>
- <!-- R -->
- <g style="fill: #fde725" transform="translate(348.185138 29.771622)scale(0.18 -0.18)">
- <use xlink:href="#DejaVuSans-52"/>
- </g>
- </g>
- <g id="text_5">
- <g id="patch_6">
- <path d="M 189.324219 33.51506
- L 199.353594 33.51506
- L 199.353594 16.094435
- L 189.324219 16.094435
- z
- " style="fill: #440154; stroke: #440154; stroke-linejoin: miter"/>
- </g>
- <!-- L -->
- <g style="fill: #fde725" transform="translate(189.324219 29.771622)scale(0.18 -0.18)">
- <use xlink:href="#DejaVuSans-4c"/>
- </g>
- </g>
- <g id="text_6">
- <g id="patch_7">
- <path d="M 348.322893 183.309808
- L 359.775393 183.309808
- L 359.775393 165.889183
- L 348.322893 165.889183
- z
- " style="fill: #440154; stroke: #440154; stroke-linejoin: miter"/>
- </g>
- <!-- 1 -->
- <g style="fill: #fde725" transform="translate(348.322893 179.56637)scale(0.18 -0.18)">
- <defs>
- <path id="DejaVuSans-31" d="M 794 531
- L 1825 531
- L 1825 4091
- L 703 3866
- L 703 4441
- L 1819 4666
- L 2450 4666
- L 2450 531
- L 3481 531
- L 3481 0
- L 794 0
- L 794 531
- z
- " transform="scale(0.015625)"/>
- </defs>
- <use xlink:href="#DejaVuSans-31"/>
- </g>
- </g>
- </g>
- <g id="axes_3">
- <g clip-path="url(#pb19ce4daf3)">
- <image xlink:href="data:image/png;base64,
- 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" id="imagedddd55c32a" transform="scale(1 -1)translate(0 -178.08)" x="363.688944" y="-7.008695" width="178.08" height="178.08"/>
- </g>
- <g id="text_7">
- <g id="patch_8">
- <path d="M 526.429611 33.51506
- L 538.936798 33.51506
- L 538.936798 16.094435
- L 526.429611 16.094435
- z
- " style="fill: #440154; stroke: #440154; stroke-linejoin: miter"/>
- </g>
- <!-- R -->
- <g style="fill: #fde725" transform="translate(526.429611 29.771622)scale(0.18 -0.18)">
- <use xlink:href="#DejaVuSans-52"/>
- </g>
- </g>
- <g id="text_8">
- <g id="patch_9">
- <path d="M 367.568692 33.51506
- L 377.598067 33.51506
- L 377.598067 16.094435
- L 367.568692 16.094435
- z
- " style="fill: #440154; stroke: #440154; stroke-linejoin: miter"/>
- </g>
- <!-- L -->
- <g style="fill: #fde725" transform="translate(367.568692 29.771622)scale(0.18 -0.18)">
- <use xlink:href="#DejaVuSans-4c"/>
- </g>
- </g>
- <g id="text_9">
- <g id="patch_10">
- <path d="M 526.567365 183.309808
- L 538.019865 183.309808
- L 538.019865 165.889183
- L 526.567365 165.889183
- z
- " style="fill: #440154; stroke: #440154; stroke-linejoin: miter"/>
- </g>
- <!-- 2 -->
- <g style="fill: #fde725" transform="translate(526.567365 179.56637)scale(0.18 -0.18)">
- <defs>
- <path id="DejaVuSans-32" d="M 1228 531
- L 3431 531
- L 3431 0
- L 469 0
- L 469 531
- Q 828 903 1448 1529
- Q 2069 2156 2228 2338
- Q 2531 2678 2651 2914
- Q 2772 3150 2772 3378
- Q 2772 3750 2511 3984
- Q 2250 4219 1831 4219
- Q 1534 4219 1204 4116
- Q 875 4013 500 3803
- L 500 4441
- Q 881 4594 1212 4672
- Q 1544 4750 1819 4750
- Q 2544 4750 2975 4387
- Q 3406 4025 3406 3419
- Q 3406 3131 3298 2873
- Q 3191 2616 2906 2266
- Q 2828 2175 2409 1742
- Q 1991 1309 1228 531
- z
- " transform="scale(0.015625)"/>
- </defs>
- <use xlink:href="#DejaVuSans-32"/>
- </g>
- </g>
- </g>
- <g id="axes_4">
- <g clip-path="url(#p102aff1445)">
- <image xlink:href="data:image/png;base64,
- iVBORw0KGgoAAAANSUhEUgAAAuYAAALmCAYAAAAOmVFTAABGJklEQVR4nO3da8xv2X0X9rX/1+d2znPOnLnbMx7HcWwnkNiQxHVCuDuAoFHFLaGhKVVISBokLCoqVCSE1KoqorcXhEIgBJGKJghU7pcCCeESl5AE203sOJ6b45k5M3POnOtz+9/27gtTtVWRur4DO17H8/m8/p3fWXvttdb+Pv83q/v1028eygOom3Rf6CG8ed1kvN7hvHTTaX1x34djCZ4zGUdjui6Y8/Q5Z7P6ccyy3kP6PvvgqEj352pVXTpstlHrbm+ZjWUSzOPxUTaWXTDnF/VzUsqbeJ8PHVeXdvdOs7Gc1tcPyZyUcL+VUobdrr73YhH1jsaxXkf10dn8Jvq3YhiCcyV4lw+0MCMka7wpQ3hmPaiSNV5KGTEhAgAAtQRzAABogGAOAAANEMwBAKABgjkAADRAMAcAgAYI5gAA0ADBHAAAGiCYAwBAAwRzAABogGAOAAANmH2hB8D/j0mX1fdDVt/11aXDkPXu+vreJaktpZTpNKsf05hj2W6rS4fNOus9G3P7Z3MyrDcjjaOU4WKV/YNJ/e8VXb/LxpIUd9ne7+bzbCy37lbX9ienUe9oDhfZuMumfk+kYxmC/VZKKV2wh7rwnEjHkpzPXbi20rM/knyzupF/SxzC71DUOng/DX3e+MXnF3MAAGiAYA4AAA0QzAEAoAGCOQAANEAwBwCABgjmAADQAMEcAAAaIJgDAEADBHMAAGiAYA4AAA0Y807uWBdcP59cb5v25t8svcZ5VLv6q9C7xSJqPazDq+33lll9IrnyO3w//elZOpqgeXi1dXBdeXewHw4mlFyFPhnv7uxuma3bkl6bfnRQXTpJ99BefX23Ca+eP7+I6rv1pr73ahX1Lsmem4ef2+CMK6WULthD8f5MhN/mknybwzkpXTu/PUYZZBjx/bSkofczqiFbt2+RWQEAgLYJ5gAA0ADBHAAAGiCYAwBAAwRzAABogGAOAAANEMwBAKABgjkAADRAMAcAgAYI5gAA0ADBHAAAGjD7Qg/g/2nohy/0EH5xDH19bd/O307DkL2fbjqt773bpcOpt92O17uUMlysqmu7xSJrHox92Iz7nN3B/njNx3z/ae+kfsQ57y8uRutdSind2Xl17TDpsuYnp/W9F/OodbqHklNrsreMepdJ/fnc37sftY7PiuAdDefh2hpzfya6dr6HLenC/fmWyVoPKKscAAAaIJgDAEADBHMAAGiAYA4AAA0QzAEAoAGCOQAANEAwBwCABgjmAADQAMEcAAAaIJgDAEADZuk/SK9+fWAlV/8O/Xi9H2TTaXVp14dzGFyFPYTXSXfBuEsppZsH2ygcy7Ctvzq5W2ZXeHdDdi1zt79XXTuc1l/3Xkop3ax+DvvTs6h3CddW8v7jtRXMYZeeE9ttVD6s1/VjSa+qT+blPNwT4XXy3cF+fe9gTkop0XN2i3nWuwu/tevNaL27pH4aXg+fnENp/kivnn9Qv/vpWGjaWyQhAgBA2wRzAABogGAOAAANEMwBAKABgjkAADRAMAcAgAYI5gAA0ADBHAAAGiCYAwBAAwRzAABogGAOAAANmH2hB9Csoa+v7dr5+6abjjeWrutG610mI457Os3+QVg/bLajjWVy+VJ98W4X9R629eMupZTh/kl9cTAnpZQyzOuPou5gP+qdzkuynyfhfkvmPN3LQzblpVss6ov7IWuerPPJiOdKKaUsg+dcrbPeybzMsufcvvvtUf38lVv1xadnUe8hmZdwv0Wz0gff5VLKMOanuc+aJ/t52GXPmWaQbhL2H8mQnitvEe0kSgAAeAsTzAEAoAGCOQAANEAwBwCABgjmAADQAMEcAAAaIJgDAEADBHMAAGiAYA4AAA0QzAEAoAGCOQAANGDWTbov9Bj4d2gYhqi+6xp5/+k4kuecTsOhhGPZ36uv3fVR690TD1XXTm/cjXqnYymPXKku7c4ust598D77cNyLRVYfnInbx65Eraefeam6dhg2Ue8yzX5n6ebzoHe2hzbveKS6dn79TtR7mM+i+rNnrlTXHvx8+FvVZltdOmyy9zl/5VZUPyR7Ltz70Zl4sB/1Hs6DcU/CNR6eFdH3M8xOY/Yuu11W34g0fw7Jd+IB5hdzAABogGAOAAANEMwBAKABgjkAADRAMAcAgAYI5gAA0ADBHAAAGiCYAwBAAwRzAABogGAOAAANyO42bknX0N8U6fW5I4qvk0+uOA6vN07GEl+0G1wR3oVXlcdrK6nPbjYvk+deri8+PMiaX7kUlXer+ivF+6th79P6a7nP33Ut6r28eR7VJ86fzK4fP7p1pbp22FtGvSfJleyllGFWvxjvfeXDUe/don7vX72ZfYZufN0jUf3ha9vq2jtf80TU++C1VXXt4tnXot7DRX3vUkopm3V97TJbW2UbfFe29fNdSindYlFfHF49P6RjCb9xiWGo/8ql3/FhzDw0hHOSjCXs3YVZa+iDOR+xd6qhdAsAAG9dgjkAADRAMAcAgAYI5gAA0ADBHAAAGiCYAwBAAwRzAABogGAOAAANEMwBAKABgjkAADRAMAcAgAbM4n/RBVl+6MfrPbZJN1rrrqvvPQxD1nwSzmEwlrR3NPb0ORN91rs7WIw0kFKG1Tb7B4t5fe/jo6h1d+80qj/5qierazdH2Vo5fKl+zvc/dy/q3Z1dRPWf+sgT1bVf9oMnUe/bX/NYde3Vn3w96j3sL7OxfOXV6trjn7sf9b75yy7XF/fZd+LRH7se1feX9qtrt+8Oxl1KmZzX7+ftUw9Hvad3z6P67k7wjqbTqPfqfW+vrl186qWo93BW/5zddMTvWynZNy5ct8l3n383ujFzXNA7jcINJWEAAHjrEswBAKABgjkAADRAMAcAgAYI5gAA0ADBHAAAGiCYAwBAAwRzAABogGAOAAANEMwBAKAB3Yfn3zLeXehdQ7l/zKtZx7xqN7kiuJT4quXkWuEu7d2KZXZVeel3Wf2kfl66Zf3V86WUUmb1vYf5LOsdrq3+0l517dnbD6Ley9ub6tr5q9n18Lvj+ivZSyml2wR7YpetlW5Vf4X7sMze5+4wW+fDrP79P/d7szPuvX/8pLp2d5SNu+uzT9bp04fVtYu79e+nlFKW1+vX4vlTl6Pe8/v1e6KUUmY36sfS3T+Neg+74E7xEc/Pss3ez7BeZ2MZgrUVfDvHFr2fUkbNQyXcn5H0bvtGDOG6bSg5AwDAW5dgDgAADRDMAQCgAYI5AAA0QDAHAIAGCOYAANAAwRwAABogmAMAQAMEcwAAaIBgDgAADRDMAQCgAbPSPaDZfNKN2r7rRuw/nY7XOzUJ3v98Nt44+mG01t1yEdUPq3XWf1o/h9snH4p6T++cVdcOi3nUO/2zfPrG/era/VnWvNv21bWrtx1HvRc3T6P6Euz9ZNyllPK5b3q0uvbRn15FvVdXs/05O60f+zM/mD1nvx+uxUA655c+8Xp9cXhWnD9dvxZPH8/ez7VXs3W7eupqde3eC7uod3d+UV07bLdR7zIb71vbHR1m/yB5zl02hyWtT4yZh0b8NsfSvDpkZ0UrHtBUDgAAX1wEcwAAaIBgDgAADRDMAQCgAYI5AAA0QDAHAIAGCOYAANAAwRwAABogmAMAQAMEcwAAaIBgDgAADZjF/2Lo62u7dnJ/13Vf6CH84uiD91NK6abT+uLNNuo9DEP9ONL3s5jX186CZyyldEPQu5Sye/JadW2/yMYy2asfS7fZRb37+SKrv3xQP5Zd/bsvpZTpG/era4dJtlaGeTbn66t71bV7n70d9X77379VXbu9XD+OUkpZ1rcupZSyuHVeXxzs5VKyOe+X2Wdod5Dtz+leff9+ma2V+f1Nde3Dz96MevfH9futlFJ2y/rv7bCX7f0uOfs39XNSSilltaqvnYWRJeldsm9Wuiea0j+gY0/y5wOsneQMAABvYYI5AAA0QDAHAIAGCOYAANAAwRwAABogmAMAQAMEcwAAaIBgDgAADRDMAQCgAYI5AAA0YBZfcdoFWT68Orsl0XXyybX2qUn2t1N8tf2I76ibBVdnJ+uqlNId7tcXX2TXMu+eeDiqn9w5ra9dZNeJn37JcXXt4fN3o96Ti3VUPyyC67DD66p3Dx1V105Ps3GXPjvjzt9zqbq2669GvSe7+rG89suDNV5KmZ9mc/7ovzivrh3Cc2hyr7735DS8Nn2Z7aGyrZ/zbpOd5clzduE16EnvUkrZX+2qa1/91dkZ98hPnVTXzl7PzqHhNHvOSPpdWdS//+EizE7JHgrPrKakmZL/D7+YAwBAAwRzAABogGAOAAANEMwBAKABgjkAADRAMAcAgAYI5gAA0ADBHAAAGiCYAwBAAwRzAABogGAOAAANmI3avR+y+kk3zjjehG46DYrbGfcwZHPe9UHxPFwuyVim4RxerOpr9/ey1o8fRPUHz55X1w7zYF2VUpY3659zCNdht91F9SXYE5N18H5KOC99smhLfA4df+a0unZ3kO2J80cW1bV7t8K9HL7O+++6VF/7VLZun/ix+tpuEw48PeOC+u58E/Xuj/arazdXs3NofvsiG8te/Vq88pl11DvZn9tHj6Pe08/cry9++GrUu9tso/rhpH7vl0n4u2ZwbsXf8fDsH8b8SbZ/QH/vHcLvyoge0BkEAIAvLoI5AAA0QDAHAIAGCOYAANAAwRwAABogmAMAQAMEcwAAaIBgDgAADRDMAQCgAYI5AAA0ILxjfWTJ1dmT8Ara+Kr64HrW4Kryfz2YrD7QTdv5W6s7OqwvXmVXREfCq+cPnr8d1Z+/61p17fK1s6h3v1e/toZpduV3KVn9NLiufH0cvPuSXT+eXA9eSiklvWk52Puzu6uo9V5wdfb0IjueL65m83L+cP1Z8fiPB9eml1JOnzmqrr24mp1ZD/3MSVTfLeprJ3eCK9lLKd2i/h0tr9+Ler/+dQ9H9dd+tn7s+8/djHonZ+jm7fXnYSmldIcH9cW7cDOHZ3+3v19fvK4/D0spZZjUr/MuzBTDLnvOSJLLWjOkh/9IgnO/FL+YAwBAEwRzAABogGAOAAANEMwBAKABgjkAADRAMAcAgAYI5gAA0ADBHAAAGiCYAwBAAwRzAABogGAOAAANmH2hB/BFYRiy+um0urTrumwouz6qj/p34XP29fXDZhO17vb26ntfPox63/3yK1H98b96vbr27N0PR70Xd9fVtdujedb7xnlU3+129b3fOIt6l2AdDl32e0I3ZHuiD/bn+uoi6j3d1I/lpV+fPefyZnZWHD9XP5Zhlo3l8HOn1bWTzUHUe7LaRvXdNnj/k3BtnV7U166zM+7az9bPYSmlTN84qa7dPnYc9T55ar+69viTd6Lew179Huou6s/DUkoZjo+i+nLzdv1YDrN1W07rz8Q+OGs//w/Cb/ODKjzLxzQkcx5mRL+YAwBAAwRzAABogGAOAAANEMwBAKABgjkAADRAMAcAgAYI5gAA0ADBHAAAGiCYAwBAAwRzAABowKyE11s/qNKr7cPmWX0fXCsbXA9eSindIruWfcyrfIez4Fr2Ed/PrfdfjeoPXsuuzt49fKm6dv+V+muzSymlO6+/gnr2xohrvJQyzGfVtZtH6q/wLqWUflo/9ulFeF31iGtrfVw/J6WUst2rH8vlz2Rn8/0vya6r3u7Xj2WYZmPZXqo/t5ZvrKLewzw8EzfBepmEa2U33vk5e+mNqH717seqa+c3grO5lLK4v6yuPXv6ctb7Tv0ZN3/xtah3dzc7b5Nr1oc+O4eG4Fr2NK8MaYwb8btfhuwcGlPyPlvy1kjlAADQOMEcAAAaIJgDAEADBHMAAGiAYA4AAA0QzAEAoAGCOQAANEAwBwCABgjmAADQAMEcAAAaIJgDAEADZmXox+vejZj7+yEqH8KhdF0XNM/GUoLew26Xtc5GUspiXl87nWa9t9vq0m4ejCN07aOvRvX90V5Wf7CoLw7XyrBXPy/by9m457fOsrHM69//7Xcvo97Hz6+rayfb7MxaX8nGMlnX998cZAfL5RcvqmsvvRS1Lnu3sudcnNSfLbtl9pyzs/q9P1nX15ZSyuZKts6XZ/VrK3XxzEPVtXsv3sqaL7LTfPHq/fri5PtWSumC7+3y9irqPbkbnEOT+EOe1ffB9zb9Niff/fQ5w7GMKsl9Y+bPUDfJ1soQZtCEX8wBAKABgjkAADRAMAcAgAYI5gAA0ADBHAAAGiCYAwBAAwRzAABogGAOAAANEMwBAKABgjkAADRAMAcAgAbMRu0+9Fl9F/ydMOmy3qFhGKprRx1JMI5SSj4v02l1abdYRK2H7ba+eJL9jdg/cqW6ttvsot7dNlu3SX06ltLVv8/JerzepZTSBWvx6mdWUe/57Yvq2iEc9+w0WIellH5RvxYXp+EZF8zhZJX13u5n87K8Wz+We+/I9v7VZ+vHvptnvSfh/uyX8/riWXYO7V0/qa4d9pZR78npeVTfH+5V19553+Wo99WfuhEMJDw/V5vq2uGg/hlLKaU7OcvqLx3VF2+z83Y4D95n8u0spZR+xJyQ9n5ADQ09p1/MAQCgAYI5AAA0QDAHAIAGCOYAANAAwRwAABogmAMAQAMEcwAAaIBgDgAADRDMAQCgAYI5AAA0YPaFHsCbNuYVtKnwCuLk+vlumV3jXKYj/q01m0bl3bz+KuxhP3zO4Fruu19xNWp99OJpVN8v67dRtw6vWg7WymSV9U6vtk90m2xP7A6CtRKu8c2l8JgLjpbFnXDO58HY19mV34evZmOZbOsfdO9u9j5Pnqzfz5d+4SLqPeoV4elZHtRPzrLnTK+fv3j8sLr26k/diHp356v64nB/Dkf79cWbcL9dqp+TUkrZXTmorp1cbKLe3fV1ffE0/NZG1aUMu+BsSbNTsj+7MK8M2f7sRsx9Q/Sc2Tj8Yg4AAA0QzAEAoAGCOQAANEAwBwCABgjmAADQAMEcAAAaIJgDAEADBHMAAGiAYA4AAA0QzAEAoAGCOQAANGA2avduxNw/6cbrXUrpuqD/JHvOblY/7cN2m/XehfOyDMa+3mS9kzmcTrPWfV9de/nn7kS9N9cOovrFy3era/vDvaj37nBeXTtd7aLe3Xn2Pod59o5ace/p7JibBNNy+Ho254s79c3vvOco6t3XL5VSSilHL9ePZbfIzpX7T9efK5deHKLek3V4Jg71/YdJtsb7vUV17fR8FfXuwvr9z92rLw7mpJRShkv1Z+L991yNel/6uVv1xfNsL++O96P66XPX64vTDLLK3ueYknwzhGuFf4NwDv1iDgAADRDMAQCgAYI5AAA0QDAHAIAGCOYAANAAwRwAABogmAMAQAMEcwAAaIBgDgAADRDMAQCgAdn9tqWU0gVZPr2ydkTJFbSllFIm4/3NMuzqr/Huwqvq46vtD+uvLB5OTrPee/XXzw/79Vdbl1JKtwnmcNtHvRevBFdbl1LKrH7O0+vEE5NVcJd8KaU/XGb18/o90e2yK4j7ZbjOA0ev1q+VUkq5/aX1x+Kll7K1lazFw9ey9zldZc957+n6/Xn+SHZ+Hlyvf/+by/Oo9/agftyllLJ3o/4q9NW17BzaLern5fgT2ZXs3SY8K7bB+19kc37/PVfqW9/Nxr159Ki6drufRZa96ydRfRnq92c3C8/PZ56sL37h5ah3U5Lc12ffibcKv5gDAEADBHMAAGiAYA4AAA0QzAEAoAGCOQAANEAwBwCABgjmAADQAMEcAAAaIJgDAEADBHMAAGiAYA4AAA2Yxf9i6Otr+4Zy/7TL6vvgOSfZc3bTadA7G3e3t4zqh+WivvjkNOt96aC6tjtfR72jeemHqPWwH8xJKaVs69dKl6yrsH5YZNu5XwTrsJSyvjKvrl3c2YS968e+m2d7Ynaevf8StB/Cc2VzXL+2Tp7I3ufe3ex9zi6CtTXJeu/2gnGcbqPey1urqD5Z5/fekc35pZd21bW74/2od7o/pxf189ht6sddSimXPvF6fe9Vtvf7hy5V185vZudnqturX7jDxUXUe1jWn5+T5LtcShlW2fdz2GXvP5J8b5M8ObIhzAljaig5AwDAW5dgDgAADRDMAQCgAYI5AAA0QDAHAIAGCOYAANAAwRwAABogmAMAQAMEcwAAaIBgDgAADRDMAQCgAbMv9ADetEkXlQ/DENV3XdC/76Pe0din06j1cOkwq1/WL4HJ4UHU++zp4+ravesnUe/EEM5ht9uNVj8swi0XrMNhnj3nZJ095/rSXnVtt8322+LOtrp2c5TN4b2ns/qTL6kfy+H1bM73bgdznh1xZbIJz7jg2FpfDXsP9YPv+qx3P8t+T+p2wYNmQyn9LHjOsPcwz55z+kpwhobfw+Qc2jz9cNR6/srt6trtI5ej3q9+6FJU//a/cr++OFlXpZTJZ36hvjj8ZpX0mxX0Hzb15yH/bvjFHAAAGiCYAwBAAwRzAABogGAOAAANEMwBAKABgjkAADRAMAcAgAYI5gAA0ADBHAAAGiCYAwBAA8L7wUsp3YhZPrmqPtQFVwrH5vPxek+yq3lf/s2PRfVP/qNb9cVjzuEkW1eTe2fVtcM0XLPzbFv0h8v64l14tXlw1fLuIBjHmzC7qL+CenMpW7e7vfp3lFyDXkop6+OovHQH9VdQv/FLsjnvgiM3uNW+lFLKzQ9la+sbfsmnq2v/h8f/YdT7W374D1TX7vay/TY9D68I7+vn5aFPraLWt7+s/v1fej57P4vXT6P69ZNXqmvnt+rPz1JKKcG17Pee2YtaP3Sj/v1P1tnV8/PTbM7Lov5bPty7H7XuZsE6D879Ukop0+y8LX39Wd6F389hCOa8b+e34W5SPyepIWzdzqwAAMBbmGAOAAANEMwBAKABgjkAADRAMAcAgAYI5gAA0ADBHAAAGiCYAwBAAwRzAABogGAOAAANEMwBAKABs9K1k827rhuv+WS854zHPZ2OM5BSykOfXEf1k/vn1bXDwV7Ue3a2q67d7c+j3ttLV6trN5dmUe/56Taqn91dVdeuHj2Iei9u1L+f1dVsDsuQlc/v17/PfpbtiSGo3+5ne3l2EZWX5z/856trP7aqf/ellPKHX/it1bV/771/O+r97n/8e6L6v/iOfxJUL6Le2+P6tXL6ZLZu92+Ea2tSXz8/y/b+wz9bvz9L+J3oD7I5n2z76trt1ewcSvZn6uKZ+rN8dSU7y+++OxvLwx+7VF077evnu5RSyqr+2zwM2eHcnWeHXHj0t2MI5/wB1U4qBwCAtzDBHAAAGiCYAwBAAwRzAABogGAOAAANEMwBAKABgjkAADRAMAcAgAYI5gAA0ADBHAAAGpDdb5sKrkIuJbuGtguvN25JN6+/gnq4dBj1PvjZ6+FggqvQj/ej1rtl/d99i4vsKuwS1K+Psyu/t/vhtghuCU6uBy+llDKtrz94ObgevJSyPg6v/F7XP2g/m0a9u/ob3MvZI9nvCR//Q38qqk98yw9+JKpfP7OqL35vNpZ+l62tb3nh11bX/tA7fyTq3QVj2b+R7f0h2BOllDI7r19c68vZWbG8Wf8+zx/Pzs/lG8FaKaX0i2zPJbYH9b1vfE3W+7nf+eeqa9/5t74j6v3YP8nmZHup/kyc3Mm+E92u/vzsFtk6HPr67FRKKd2qfm0luayUUrq+/jmH9KfhfsTfkofgQz4yv5gDAEADBHMAAGiAYA4AAA0QzAEAoAGCOQAANEAwBwCABgjmAADQAMEcAAAaIJgDAEADBHMAAGiAYA4AAA2Yxf9i0o0wjM/ruvF6l7T3pP5vlmEYst7bbXVpf3k/aj09X0X1w+XD6trZzftR79OnHq3vfVY/J6WUcvG2+nmZXmTv57Xfex7V/973/nh17Z/5678h6v32H1lW107DOZxe7KL67WH9cTGE58TqyrS6dnYW7rfQb/y531xde/S5rHf3Yv37fOfZd0a9Dz6bHecff/a99cW/70ei3k986Y3q2vNH6s+JUkpZ3u2j+s1R/bzMT7I9tNuv731xtX6Nl1LK/ivZWJI9N7t3EfVePXRcXdtlx0r5wL/8luraa/8yW+Pzs2ytTNb19d0u651894fNZrTepbyJzJIIslPXZ3M4lBHH3YW/Uw/h+w/4xRwAABogmAMAQAMEcwAAaIBgDgAADRDMAQCgAYI5AAA0QDAHAIAGCOYAANAAwRwAABogmAMAQAMEcwAAaMBszOZd12X/YNLO3wnR2Cfhc3b1zzm5dx61Hi4fZkM5X9X33l9Gveenu+rayfk26r0+3K+u3T6cvZ9Pft3/HNUn/sDv+d6o/pfd+P3VtYu7i6j38Qv1776UUibbIahOakuZ7KbVtdNN1Lr81ZPLUf3rf/np+rHUL/FSSildX1977Sfr56SUUnZ72ViWd+oH854f+O6o9/ag/v0/nH4nQtv9+vN2dpaNpevrn3N2Hrz8UsrmSvZCFzfPqmt3l7Le+9cvqmuvfewg6r1+7qHq2mGSnSu3353tof1Xs/6RWRC3Lurnu5RShm32/UzyzdBn6zYxDOF8p1kr2J9lGO85U+0kYQAAeAsTzAEAoAGCOQAANEAwBwCABgjmAADQAMEcAAAaIJgDAEADBHMAAGiAYA4AAA0QzAEAoAHdh/e+NboTNbqqPjUZ7++ELrkON5VeE9vVP+f2vfXXg5dSyuzm/WwsUfPseuNhEcz5Lruatz+qv37+ta89inrv38yu5v3of/unq2s/+Iezq833b2RXLScm4ZzvluPtz+Ta9BsfyPbb7DSr33+9fl4mm6h12e4HY0lvnw6PuNlF/XMu72Rr5dVvqK8//mR2rky22Vj2bgf7Ofy+Tdf1vXeLbP8sb2WLa35SX9+tdlHvyTo4h8Ir3E/fdbW6tkuuWC+lLG6vo/r5S2/UF6dX1e/q53zYZO9+uFhlYxmCeQyfc4h6Z++zDOGcN2LYZt9xv5gDAEADBHMAAGiAYA4AAA0QzAEAoAGCOQAANEAwBwCABgjmAADQAMEcAAAaIJgDAEADBHMAAGiAYA4AAA2YlX6I/sEQRPmu68LhjGcYsuccdeyzWXXpy7/6MGr9zA/diep3V46qaycn51HvZA6HWfY34vTWaXXt/o2DqHfqq//od1fXXn5lHfU+f3ReXbu430e9s+pSdsv697lbhPsn2J6b413Uerqq32+frw/Gcpg95+nT9Q86v5f13h5mZ9ylF+przx/J9ufsXv1YttkRV6arbF5OnpxW185PszksXX3vZF2VUsrkcrZuJ9v6sfeXF1Hv2cmmvvbuRdR7/3r9WT7M6+e7lFLOntyP6tdXnqiuPfyZ61HvyKZ+vksppUzC31h32RnKLy6/mAMAQAMEcwAAaIBgDgAADRDMAQCgAYI5AAA0QDAHAIAGCOYAANAAwRwAABogmAMAQAMEcwAAaMCsmz6g2XyaXc2bXA9fSillEtR32Rwmc/7MD78S9R7m2TXOZRo85yyb881DB/WtT7Kr6kvwnPPz7PL55RvZdcj9ov597pbZWtku699Pt8t674XPOdnUj2Wyya427+f1vY9eyNb46dPZ9dPT8/p13s+j1mXzaP2cP/L+W1Hv6595JKpfPRQ8Z3isdMHrT3vvstvky/ZS/WB2t7PvxN4bQe9wrXS7bA+tHqr/D4bwczg9r99D/X72oN2mvvfkZBX13ptlZ+KtL9+vrj38VJid+uw7lEjzzZDUT8J8kzxnkj9KKUN2lGeG8d5P6gFN5QAA8MVFMAcAgAYI5gAA0ADBHAAAGiCYAwBAAwRzAABogGAOAAANEMwBAKABgjkAADRAMAcAgAYI5gAA0IDZMAzRP+i6bqShjGw6zeonIz5nMJbdtUtZ7/B9Tu5fBMXZnKyvLKprLx5ZRr33X19V107P+6h3t8vqy1D/9223C/dbMJR+FrUuwyz8uzx4/bt5tlaGaX39/CSbw2GRvc/+a06ra5fzbdT7g4+9XF37A0//06j3O69/e1T/bd/2D6trX19fjnr/rz/6weraw5ei1uX2B7I5787rz9v5vWzd7pb19cs72TrcLbP9uZvX1x68tol6r4/rmy/Cb9Bsmxxy2RzOb5xE9Y//g9v1xat11HtIxt6HZ1w452W3q6+djPf7bTzuNJeF89gKv5gDAEADBHMAAGiAYA4AAA0QzAEAoAGCOQAANEAwBwCABgjmAADQAMEcAAAaIJgDAEADBHMAAGiAYA4AAA2YdV03XvfpNKuf1P+dEI976MOxLOrHMg3/vgnGPrlzmvUO5rCUUspuV187nUetF3fW1bWra/XzXUopk9W2fhy77N2vri2j+tlZ/RxePJTN4cGN+uecrLPnPHl7OOfbobp2N8/25/y8vvfsLGpdpifZOfT173+huvbPPvXPs8GM6IXf8P1R/X91873VtX//F+prSyllebP+HBrCo3wSvs9hUb+2tgf1taWUMr2oH/x2L3vQzWFUXhYn9WM/fzQ7h45eXtX3fjw7Py9/MtjQ81nUu9/PnrNb1ffvzs6j3tm3NvuOd0NWP/RhNkt6D9keivQj9u7a+Z26nZEAAMBbmGAOAAANEMwBAKABgjkAADRAMAcAgAYI5gAA0ADBHAAAGiCYAwBAAwRzAABogGAOAAANyO63LSW78j28Hr4Lrqov0/BK2Ul2HXI3q+8/9NlV6OEN1OMK3tEwz+Z8d1C/vPZer7/yuZRS+mV973vv3It6Hz+b3fk+BGtrc5S9/d2i/jmnm+y64sk2rN/U14Y3RJfNfv28nD+WzeE0e53l+vnl7B88oH7b5Z+urv3+V39l1Hs/OCo24XRPV9n7T27xnl5kvbf79bXdkPVe3sr25/y0/ju0Os7O8iH4Nh+9eBr13l0OzufwSvbTpw+i+uOfvF5fvFhEvYeL4Bs3ZJmiJV2azQJD2WX/IFwvrfCLOQAANEAwBwCABgjmAADQAMEcAAAaIJgDAEADBHMAAGiAYA4AAA0QzAEAoAGCOQAANEAwBwCABgjmAADQgFn8L7puhGH8a5MRe8/yR63VzefZP5iPN5Z0DodkLMMQ9d7u1//dt7ixjXpvru5V1x69vI56bw+z99nt6ufl6KXsOV/5j1fVtb/qnc9Fvf/Z3/2qqH5+r752cS9bK92uvvbg1az3yVPZnnjf5Vej+gfV+xYH1bUvfNP3Rb2/9C99V3Xtpeez34eWt6Pysrpa33+7n/WeXtTXbuuPrFJKKfvBufL5/vXPubwbbLhSSrft68dxaRH13u5Pq2uXN4MJL6Vc/viNqL7s6p+zv3Y5aj25cae6djg7j3o3pa+fw1QX5s+hBHsozZ99tj8TfjEHAIAGCOYAANAAwRwAABogmAMAQAMEcwAAaIBgDgAADRDMAQCgAYI5AAA0QDAHAIAGCOYAANCA7hsPv228e0Wn9VftprpZeK19et1q0D+9Jrbs19/NPMyz5xz2suvk+6B+ss6ucS5D/dK6/UuPo9Z7t+vHsvfqWdT7+q/MxvLYT9T3P31bdi/3dq9+bb3jO38+6r2YZO/zo8+9s7r26j8O7x8PrB7K9tvZE9kV0c99y5+O6t8Kfufzv2603h//0S+L6pe3s/e/vF1/Dl08kvWe36vvvTjJPrWL+9m67WfB2MNP1sH1VXXt9jD7Zi1uXVTXdhfbqHe33mT1Z/VjSb5vpZQyXAS9w+veh202L6UP1lb4nIlhl32D0qw17ILnTDNi8I6GzTpq7RdzAABogGAOAAANEMwBAKABgjkAADRAMAcAgAYI5gAA0ADBHAAAGiCYAwBAAwRzAABogGAOAAANEMwBAKABs9L343WfTqPyruvqi4dw3P2If4PMZln9ZltfO896d2errH4Rjj2wO1pW1x4/exb1Pn37fv04DhZR78sv7qL6zaV5fe1BsMZLKftv1I/ltf/mXVHvyXaI6h87rt/PqytR6zLZ1NeefHm2xv/6r/nebDBlL6z/4vfTH/2yqP7P/dY/U1373e99Mup9+tJhVF+6+rN/fi/bEwc3679Db3xF9j185OPZN255p/67cvdLsjNxdlZ/xu2/dD/qXSb176dbBwdFKaU7u8jGEhjCsUS9t0FGeIBFma+UMgzZ/oz0I/YO+cUcAAAaIJgDAEADBHMAAGiAYA4AAA0QzAEAoAGCOQAANEAwBwCABgjmAADQAMEcAAAaIJgDAEADBHMAAGjALP4XkyDL73ZR66Hrqmu7ST70yHZbXTqErbv5vL52G87hNPtbq9vU9x/m06j35GwT9A7HHUzLbpn1Xt6pH3cppewW9f0vf3YV9b739LK6du9utla2wbhLKWUIXn8/rd/LpZRy++svqmunNxZR7//8+d8W1f+HT/6L6tpvu3wz6v0rPvFbq2tffeM46v373/+jUf1Hrr5YXXv1fW9Evf/IH/6O6trVN0Sty3vf/wtR/XNPPlxd2/34UdT75In6TXHwavalmN/P9nO3q++/Ocz25+pK/XMub9Z/30opZZjVn0Oz0/pzopRSSvg9XD9dv1YWL7we9R7Oz6truyALlVLKEGatMqSpJdD3wTBGHEcppUyCeexHHkvAL+YAANAAwRwAABogmAMAQAMEcwAAaIBgDgAADRDMAQCgAYI5AAA0QDAHAIAGCOYAANAAwRwAABqQ32sfXLdaptkV7mUy4t8JydWspZQyq5+a9Prc5DrcIRx3t82u5h2Ca5x3l7Orlqcn6/ra+9lVy7Pzvera5MrnUkrpNtusPpjDbhPsn1LKJHk/82ytTLLHLGeP1c/jyVPZcx7+TP37XL6RXZ18/XPviOrvf+cnqmu/9H/5rqj3ZF3/jg5uZO/zzx9+KKr/yNe+WF37Z7/iB6Pe33HpI9W1e+FzfurZt0X103v136F7X1l/ZpVSytv/Vn3v+f1sw0222R5aB+fzdj9qXfZf31TXTi7qa0spZVgE39qL7P2UbTbnm6P6sSzS6+TTnJBIs9MuywljSbPTkM75A8ov5gAA0ADBHAAAGiCYAwBAAwRzAABogGAOAAANEMwBAKABgjkAADRAMAcAgAYI5gAA0ADBHAAAGiCYAwBAA7pv3P/dw2jdJ2Hun07HGUcppZvNsn8wHe9vlm65HK33sB/2ngfz0nXZWIL3v726H/XeXK4f9/S8j3qvr2RrZXZW338Il/irH6wfS7fN3k+XTUspQftum7U+f99Fde3Rx/ei3tsP3Yvq9/+3S9W16yvZnJ89Xj/pxz+f9b72O16K6l987Vp1bfcL2f7cLes/K4+852bU+/55dsYNHzuurl2+EbUul16pX+i7efY+D15fR/Vnjy6qa9O9f3C9fn/O7tbXllJKd76qLx7CuHKejWW4dqW++PVb2Vi2waE4ZC9oWG+ysfTp4T+OYdfGON6U4B0NybsvfjEHAIAmCOYAANAAwRwAABogmAMAQAMEcwAAaIBgDgAADRDMAQCgAYI5AAA0QDAHAIAGCOYAANCA2RBecduF17JHdrtkIOP1LiW7Enea3bM+rOqvIO7m86h3F15xO3T18zLs11/5XEop3Vn9c87uRq3L7HZ97RtffTXqffRKdr1xH1y1PT/JruadXgTvP7ytepbdVl1KsLROnsnW4ZWP1l+zfvJ09qCHP3o5ql/erR/7vS+NWpcrn65fK6sr2Rn3wsfelg0mmMbHfjJ7n9u9+rFfvPBo1PvSb3w9qr8zC2rfn+397UH9/rz6bLb3N4fBwEspy9v1/ecn2XNOLup7rx4/inqfPl5/Pl/76KtR77JXf66UUsowr/+Wd0lGKCXLFH14mI+Zy0JRppyE407nZUzdeL9r+8UcAAAaIJgDAEADBHMAAGiAYA4AAA0QzAEAoAGCOQAANEAwBwCABgjmAADQAMEcAAAaIJgDAEADBHMAAGjArPRD9A+GJMrvdlHvruvqiyfZ3xRDOJbkQYNRx4ZdH9V3y0VWn/TfZWulS9bWNnvOV37dw9W1T/zYraj36vGjqH63qF8rr/2q/aj34cv1c3jvXVHr8rHf/yej+i/7G99dX7zI3mc/q1+3B69ErcvifrZuZxf1Y5+dzLLeZ/VjOXssal32r4e/swQH191nstbXPrmprp3Ul5ZSSrnz0Uezf/BL71eXPvq3sr1/8rb62ptfka2Va5/Mvlnze/UTOUyyr9YQfJvvPpN9gx7+2L1gIGFeCb+HNz9wXF376GvZdyX6lk+j1nHWivJTn53l/NvzizkAADRAMAcAgAYI5gAA0ADBHAAAGiCYAwBAAwRzAABogGAOAAANEMwBAKABgjkAADRAMAcAgAYI5gAA0IBZmXRf6DH83ybt/J3QdcG89EPWPJnz3S7rveuz+uQ5t+FY+mAsm23U+okfu1U/jL151Hvvs3ei+v5Lr1bXPvLxbK2cPTytrp1ssr380vY8qi979e//mR/KxnL/7fXzcvBGtg7vPjOL6vfql1ZZ3I9al/Vx/bzs9rK1cvGOTVR/9HOL6tq+vrSUUsr5tfo53y2z3vNwzvf+5lF17Y1fv4p6T27UT8zTfy97P6uHsnMrOcsn6+y87YLv0CM/dTfqPblxp7p2uHIp6p1+V0b1cP13orx2c7xxlBJ9m4chzDfROEbsnRrC7DSidpIwAAC8hQnmAADQAMEcAAAaIJgDAEADBHMAAGiAYA4AAA0QzAEAoAGCOQAANEAwBwCABgjmAADQgO7De9/azJ2o3bT++vHRJVfVT7K/b7qkdzgn3V52v/Vw6bC+9za7Cj269nc/G3e3qr/eOu199o7LUf3Bc7era9dPZr1vfNVede0ku/G7TC+yrX90vf5669d/eXad+PmT9b0f+2fZfjt9Mqtf3q6fl7PHg71cSlncq69dh7eP9/W3w5dSSnn4E/X7+f7bs3No9VB97Zf96uej3q/8xXdG9XffU1/7th/LrnC/9/Ssuvb0bVHr8vQ/uIjqZ2+cB8Xhb3IjXss+uV8/7t1x/feqlFKmN+9G9du31S/c2evBZi6llPP69zmcnkWth222bodd/d6P8kopZdi1c7V9GdoYS/p+/GIOAAANEMwBAKABgjkAADRAMAcAgAYI5gAA0ADBHAAAGiCYAwBAAwRzAABogGAOAAANEMwBAKABgjkAADRg9oUewP9L34/XezrN6odhnHGkhnBOwnF390/rWx8dZL2T2ot11Hv30FF17eTeedR7dr6L6vujZXXt/MZZ1Pvqz9ev2+1+9nf2dj95Q6Vc/1D9cTHMsnW4uFX/nMu72fuZrbKx3Piq+nlc3olal5MP1q/Fxaf2o97TVTaWzWH9c54+nZ1DD32ifm29599/Ler9M+9/R1R//On6tbVbZHvooU/VT/pj/zTb+114lg/T+jnvNtkeKutNMJDw2xnUT+/Wf69KKWXYW0T107vBt+L8IhvLpn4Oh5HzR9fVr5V4LJPgu9KPnLO6YD+nWWtEfjEHAIAGCOYAANAAwRwAABogmAMAQAMEcwAAaIBgDgAADRDMAQCgAYI5AAA0QDAHAIAGCOYAANCA+ju2/y/JFarJ1awlu/o1uVL2XzfP6pP+fXiV6zyY9vDK2uTa31JK6ebzoHk4h7vg2ufwfXar+t7DfnYt8/x2eNVyMPbzd1yKepdgafXzbA5f+7ps3T78k/VXm/+x/+IHot4f+Sv/SXXt7Cy7Tnx9OVjjpZTjZ+trp5tsDs9f2quuHeqnu5RSyiy4TbyUUhYn9WOfnWa/4czP68+Kn/ijXxP17n5tts7vfPm2una6yiZ971b9c64eP4x6z++to/rJqv45+73sOSfJN26X7Ynkq9Kdr6Le5eggKo/7R82DPZRmijQPtSLMiGkeiiTvZ2TtjAQAAN7CBHMAAGiAYA4AAA0QzAEAoAGCOQAANEAwBwCABgjmAADQAMEcAAAaIJgDAEADBHMAAGiAYA4AAA2YlX7I/sWkG2ckpZSuC3pPGvqbYsjmcNj1Iw2klC59n7NZfW0659NpfW2fzUmXzPkual2GcCyrtx1V1+69ehb1fvnXHFfX9vOodekO11H96mr9WvmDP/U7o96Ld9+rrr3/qctR7+X97H1OtvW1273sPDz6bH397Dzby3ffHZWXg1eDsZxlz7ldBrV7wTlRSvnmX/PPo/r/8tGPVdd++RvfE/W+/b76B73y6WwOj1/I6hc36td5tw2/Qcl3ZZp+J4L6k+z87NabqH5YBIfo6XnUu6xW1aVd8u0spQzr7Cwfku9nmikSI+bJ0Q3j5biG0i0AALx1CeYAANAAwRwAABogmAMAQAMEcwAAaIBgDgAADRDMAQCgAYI5AAA0QDAHAIAGCOYAANCA2ZhXonbdA3zdaiK8PnfUeUmvQw6u5u222d32QzCWdEb6Rf318F2fXZ07zLP3ObvI5iVx+Gr92O++K3v309eCe9NLKZ/4z/5Ude23/8KviHp/88P/orr2uz/77VHvq5/K5mV2Vr8n1kfZyl392nvVtXdfOYx6z06z51zeq19bJ0PWe7tfXztk2618x0M/HtVPu6Pq2k9/+/+UDSbwDd/z+6L62Ul2nXx/UH+d/PSk/nr4zw8meEmbbdS6WwfPOa9/xlJKGQ72srHcPakvDr+1Q5K1uvA7Psnqk29iuPXHNWJeLX39uV9Kyd9RoKUpBwCAtyzBHAAAGiCYAwBAAwRzAABogGAOAAANEMwBAKABgjkAADRAMAcAgAYI5gAA0ADBHAAAGiCYAwBAA2bpP+im0/rivk/bBwPpsvrJeH+DdPFYgvpkvt9MfTL23S7rvbeor91cRK27Yaiu7ZfZMt8dzqP6fl6/tm581XHU+/7XnFfXHn5sP+r9db/p/4jqE9//9D8brff+69le3i2z/nu36s+ts8ey3ot/crm69vwr11Hv449l87I5rK/fv1G/31Lrg+z8fOf8aKSRjGt9lL2fYbIX1XfB5/bwYpP1Pg/WYvrdD75Bw362mbfH2RzO79yvH8sufc7g/Q8jZqcHWT/eORTlslJGHYtfzAEAoAGCOQAANEAwBwCABgjmAADQAMEcAAAaIJgDAEADBHMAAGiAYA4AAA0QzAEAoAGCOQAANEAwBwCABnTfuP+7h9G6T0bM/V2XlU+nUf0w1E9LNw2fswvqF/Osd6ibzeqLl4uo97BXXz/Ms/fT7484L322Je6967C+9plsrZw9ta2ufeE/+L6o9z+/6KP6r99r4+/4933ffxrV77+Wvs/6+sWdbE66XVCbvZ5y/EL2D06erB/7/o1wMMHxvDrO5vDiWjaUP/4f/YXq2ufXj0a9P3L1xWwwgb9xehDV//E/8m3VtV14xl3+2Ov1xeG3uczqz/7uYp317sN1G8zLcLGKWg8XF9W1XfjdT8dSdsFBFEqy0+iSdT4J122yVjbZum3jSwsAAG9xgjkAADRAMAcAgAYI5gAA0ADBHAAAGiCYAwBAAwRzAABogGAOAAANEMwBAKABgjkAADRgViYNZfPkKt903OF1q11yp/Q0u04+ec4ufc50LMF1yLFN/XXyZTHLeifX4c6yORyW2Zxs9+rf5/JDb0S9f/arfziqT3z9Xjt7/51/8zuqa49vZb0X98Lrx58L3ued7MrvW19e3/vgenZmXf8t2bXPb/tr9dd+J2u8lFIW9+rnZbrK3s8Tv/1zUf03HZ7VFx++GPX+H28/U137+vpy1Pu/fuwTUf3n/tjfrq79C3/it0S9++ODqD7RbYLr4bfZ2dydB9+gUrKr6tNMMQu/cWNKcsKQ7c+uz87EMQ0jfuK6aX3zYZP1bufLDAAAb2GCOQAANEAwBwCABgjmAADQAMEcAAAaIJgDAEADBHMAAGiAYA4AAA0QzAEAoAGCOQAANEAwBwCABsxG7d51Wf3kAf07oR+y+kUw7bPwFQ3hWIL6YRq+n3n92LvTi6j1cHApG0tgu5/N+XRdP4f/8qt/OB3OaL7/7uNR/YcPn62uPQj3/rd+8H+vrv27P/0rot5duCWu/vy6uvb8kXnU+/Lz9bV7d3dR73u3FlH9EEzM8nY2lvXlaXXtZJu9oL/znr8T1b++O62u/e9ufn3U++O331Zd+ysfrt8/b8b3XPlcde1ffXkT9R7m9e+z22Xvs1ut6mtPzqLeo34/19kclklwJm62We/0u9/3Wf1IhnDcXZopk2yWvJ+Sjz3xgCZhAAD44iKYAwBAAwRzAABogGAOAAANEMwBAKABgjkAADRAMAcAgAYI5gAA0ADBHAAAGiCYAwBAA8L7akNjXhM7Cf+m6ML65HrW8JrY6FrZWf1VyKWUMkyz5+x2wZzPw+US9B6W4XXi8/rn3O5lc3j6ePac93/zSVTfiru7g6j+1i64fn6aXVf9oaPPVNf+7ek3RL2TYZdSymRVf/38ZJOtlfUT9et2/1Z2fh5/Otv7q+P6c2hxv35OSillCIZy+li2P//7W18S1T80q9+fn7r3eNT7l139XHXtY/O7Ue/UPzqvn8f1H7wV9d78mUeqaw9fOot6R9/aEa9BL6WUMgv282qd9Z4E63yS7bdYmp9G0iWZr5QypO8/WVuhJMelq7aNtwMAAG9xgjkAADRAMAcAgAYI5gAA0ADBHAAAGiCYAwBAAwRzAABogGAOAAANEMwBAKABgjkAADRAMAcAgAbM4n/RdfW1k/FyfzcNe0+CcZcSPWc3C6cx6D3Ms97dehPVD8tFVJ/oL+/XF2/7qPduXv/++0W2VjYH2Vr5A1/xI1F9K37T0c9E9U/N6ufxe29/IOr90VtfUl27uRy1LrOLrH5zeV5de/LkNOo9Pxmqa2fn2Z6YbLOxLO/V998tsz002dXXLu7Xz0kppdzcHEX1Hzx4trr2tz/2k1Hv51aPRfVj+nX79ZP+By+WUe/LwZHYB2dzKaVMtsFiSb9Xu2wPle22vjbNFIk+2xNlmu39sgvmvA/ncMzcl+TPB5hfzAEAoAGCOQAANEAwBwCABgjmAADQAMEcAAAaIJgDAEADBHMAAGiAYA4AAA0QzAEAoAGCOQAANEAwBwCABsxK32f/YvKAZvndLqufzapLh+02at0FvWNdl9Un8zKbZr0Dk9OLqH4+r1+Hm8sHUe8hfD3fdeXl7B804n2LbF6+985T1bUf2H8x6v0Dr/171bV7Z1Hrsnc7O+N2e/Vrq19kY7nzjqG69uqnsnNldSUbzOUX6vtPL7Lzc35SP4fb/excefb0kaj+6x+rH8tfC9Z4KaX8jqs/UV37tct51HtM924eRvWPvrGurp29cRr17rbB2lrVj6OU/Ntc0vqRDEP9OVFKKXGOS3PCSOLnbEk/3tgf0JQNAABfXARzAABogGAOAAANEMwBAKABgjkAADRAMAcAgAYI5gAA0ADBHAAAGiCYAwBAAwRzAABowIh3w5fsuvdSomti08tQu2n4N0hyVewku1J62NVfnxtdV1xKKWl9Mi/hdchlb7zlNVnVX5188Mp51HtzkF1V/64f/q7q2ue++U9HvVvyPVc+N1rvr33qs9W1nzr5iqj38s4mHU61a2fZVdj7r9fvidXDi6j38k52Ks7O68+Kfp6dn7OT+jnvp9n14K+cHEf1iT/x+L8K/8V8lHG8Ge/8m99RXfuuH8q+E9Oz+vO2W4f7LbhOPvl2llJKSetnwTcrvU4+ucI9mJM3Jco3YXYae+yJZM4b4hdzAABogGAOAAANEMwBAKABgjkAADRAMAcAgAYI5gAA0ADBHAAAGiCYAwBAAwRzAABogGAOAAANEMwBAKABs1G7d92IrcPe/RD+B0F9+ufNJBh732e9p9lgul19/2Exz3qvdvXF4XN2Z6v62vk06n3pc/W9Syml2y2ra//Qr/pA1PtPPP6vovoH1c/ceKK6dv9+tlaG8KwYZvX13TYby/7Nbf04ptm4j59bR/Xnj9Wv24NXzqPe/bz+HFrcvoh6r//sI1H9Oz/8ndW1L3zT90W9x/Se7//uqP7df6/+HU1PsjNucvc0KM6+QcNFMJZNtsZjwScrNWzr934ZwrySSnMFv6j8Yg4AAA0QzAEAoAGCOQAANEAwBwCABgjmAADQAMEcAAAaIJgDAEADBHMAAGiAYA4AAA0QzAEAoAHdh/e+Nbr7tUuutw6v5i1j9g51s1l98TR9zvr67mAv692HV/nO6q+rH4LaUkrpdsG1v+EVwcNiXt/6UjiHoX6vfiz3n87Gsvpdt6trf/qrfzjqPaav/InfFdVf+kvH1bUHr2RXuO/2snWb1E+22X5bXanvffnT96PeF48fRPXTdf2em9/K5rxLrhQPrx/vttlZce99V+pr35GtlcWd+rHv38rGffT8vai+2wT3yW+C6+FLKd3JWVSfGDab+trVOuod5ZVSyhCuxUjyjdsF77Ix0RymeeUBNWyydesXcwAAaIBgDgAADRDMAQCgAYI5AAA0QDAHAIAGCOYAANAAwRwAABogmAMAQAMEcwAAaIBgDgAADRDMAQCgAd037v/uYbTukxFz/3QalXddl/WfBPVd+JyzWX3r6Xi9Y+lY+mBpbbdZ78W8unQ43I9aD/NsbfX79WNZPbSMep88Wf8+3/jQJup98Owiqj9+vq+u3budvc/Z/fqxD4tsHQ7h3p9s6p9zst5FvVfX9qpr9149jXrHhvr92V1ka6vM6vdQdy98zvl4Z9yQ9g6ec5hl67ZfZmOZ3bgX1UcuVtWlwyZcK4FhtR6tdymllL5+7yf7Z9RxjGwY8zlTSaYY21D/joYw3/jFHAAAGiCYAwBAAwRzAABogGAOAAANEMwBAKABgjkAADRAMAcAgAYI5gAA0ADBHAAAGiCYAwBAAwRzAABowGwYhuxf9PX1XTiYMQ3TaVTf9UHxJCkupWy31aVDmWW9h01U3s2C/rsRnzNch12yDi/WUe+yyf5enZ7X95/tZe9zmNTXP/OXo9Zlur4Ix1K/o2f3szmfXNSv211ZRr3LNDuJkrF022xPLG+eV9f2i+zMSsZdSimlC+Yl3Z+n9c+Z9i6rbG0Nlw/ra5fzbCx9/fvvgnOilFJmt+6PNpZY8o668Pe+4FyJpXOSrsVEst9GFue+RPBtbsow4v4J+cUcAAAaIJgDAEADBHMAAGiAYA4AAA0QzAEAoAGCOQAANEAwBwCABgjmAADQAMEcAAAaIJgDAEADZg/s9anpVbvpdbjT+uuwh/Cq+i65aTu41r6UUso0/FtrxGuCk2t/u8mI1zifZ1fPd8G7L6WUYW9RXbt46XbU+9rmuLr27PHsqvrFy+HV5sGcD7PsfXZnq/rex/tR7+l5eFV9sp134VX1XX3zyUlwrX0ppSzr1+HnBftzE55DQf1wdBC17s7C/Xyn/mr7+DRMzq2Grocf9Ur29GrzVf1a6cLv1bDbZfXJNyv9ds7n9bXpuMMM8paRrsVG+MUcAAAaIJgDAEADBHMAAGiAYA4AAA0QzAEAoAGCOQAANEAwBwCABgjmAADQAMEcAAAaIJgDAEADBHMAAGjAbMzmwzCM1rvruuwfhGMZdrusf9I7qO2maffsb61hta4vno74d9zeMiofLlbVtd1s1GVeutWmura/ehT1nqzr1+HRZ0+z3uf14y6llGFevxiTOSmllDINeu/6qHW33mb126B/eq4k4+jD3uFYuotg74+o22TvJz6HgvZDH66tYM6HbbgOl+GZuKo/E2PJ2grXbVI/5nd5dMnYJ+EaT7NW8o6GbE+ULhh72vstwi/mAADQAMEcAAAaIJgDAEADBHMAAGiAYA4AAA0QzAEAoAGCOQAANEAwBwCABgjmAADQAMEcAAAaMBv1StR+vNw/hK278Krl+ErcRDCW9Irokl5XnlxXH14pXYLew9lF1Lqb1V/hHl2FXN7E1dnBc07un2djuQiutk+vKk+vzp52WX0iWOezmyej9S6llLJc1Nd22ZxMTs7qi8Or6tOr7YflvL73NpvDaA+FV8l38/pxf34w9es8Og9T4dk8hPOS9o8kOSG5kr2UMqTXySe90zmZ1O/ntHd0UqT5Iz3LE+H75N+eGQcAgAYI5gAA0ADBHAAAGiCYAwBAAwRzAABogGAOAAANEMwBAKABgjkAADRAMAcAgAYI5gAA0ADBHAAAGvB/AkjFqb3H5nWuAAAAAElFTkSuQmCC" id="image3a3b3b94cc" transform="scale(1 -1)translate(0 -178.08)" x="541.933417" y="-7.008695" width="178.08" height="178.08"/>
- </g>
- <g id="text_10">
- <g id="patch_11">
- <path d="M 704.674083 33.51506
- L 717.18127 33.51506
- L 717.18127 16.094435
- L 704.674083 16.094435
- z
- " style="fill: #440154; stroke: #440154; stroke-linejoin: miter"/>
- </g>
- <!-- R -->
- <g style="fill: #fde725" transform="translate(704.674083 29.771622)scale(0.18 -0.18)">
- <use xlink:href="#DejaVuSans-52"/>
- </g>
- </g>
- <g id="text_11">
- <g id="patch_12">
- <path d="M 545.813164 33.51506
- L 555.842539 33.51506
- L 555.842539 16.094435
- L 545.813164 16.094435
- z
- " style="fill: #440154; stroke: #440154; stroke-linejoin: miter"/>
- </g>
- <!-- L -->
- <g style="fill: #fde725" transform="translate(545.813164 29.771622)scale(0.18 -0.18)">
- <use xlink:href="#DejaVuSans-4c"/>
- </g>
- </g>
- <g id="text_12">
- <g id="patch_13">
- <path d="M 704.811837 183.309808
- L 716.264337 183.309808
- L 716.264337 165.889183
- L 704.811837 165.889183
- z
- " style="fill: #440154; stroke: #440154; stroke-linejoin: miter"/>
- </g>
- <!-- 3 -->
- <g style="fill: #fde725" transform="translate(704.811837 179.56637)scale(0.18 -0.18)">
- <defs>
- <path id="DejaVuSans-33" d="M 2597 2516
- Q 3050 2419 3304 2112
- Q 3559 1806 3559 1356
- Q 3559 666 3084 287
- Q 2609 -91 1734 -91
- Q 1441 -91 1130 -33
- Q 819 25 488 141
- L 488 750
- Q 750 597 1062 519
- Q 1375 441 1716 441
- Q 2309 441 2620 675
- Q 2931 909 2931 1356
- Q 2931 1769 2642 2001
- Q 2353 2234 1838 2234
- L 1294 2234
- L 1294 2753
- L 1863 2753
- Q 2328 2753 2575 2939
- Q 2822 3125 2822 3475
- Q 2822 3834 2567 4026
- Q 2313 4219 1838 4219
- Q 1578 4219 1281 4162
- Q 984 4106 628 3988
- L 628 4550
- Q 988 4650 1302 4700
- Q 1616 4750 1894 4750
- Q 2613 4750 3031 4423
- Q 3450 4097 3450 3541
- Q 3450 3153 3228 2886
- Q 3006 2619 2597 2516
- z
- " transform="scale(0.015625)"/>
- </defs>
- <use xlink:href="#DejaVuSans-33"/>
- </g>
- </g>
- </g>
- <g id="axes_5">
- <g clip-path="url(#p8efd0c595d)">
- <image xlink:href="data:image/png;base64,
- 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" id="image5b136e88d8" transform="scale(1 -1)translate(0 -178.08)" x="720.177889" y="-7.008695" width="178.08" height="178.08"/>
- </g>
- <g id="text_13">
- <g id="patch_14">
- <path d="M 882.918555 33.51506
- L 895.425742 33.51506
- L 895.425742 16.094435
- L 882.918555 16.094435
- z
- " style="fill: #440154; stroke: #440154; stroke-linejoin: miter"/>
- </g>
- <!-- R -->
- <g style="fill: #fde725" transform="translate(882.918555 29.771622)scale(0.18 -0.18)">
- <use xlink:href="#DejaVuSans-52"/>
- </g>
- </g>
- <g id="text_14">
- <g id="patch_15">
- <path d="M 724.057636 33.51506
- L 734.087011 33.51506
- L 734.087011 16.094435
- L 724.057636 16.094435
- z
- " style="fill: #440154; stroke: #440154; stroke-linejoin: miter"/>
- </g>
- <!-- L -->
- <g style="fill: #fde725" transform="translate(724.057636 29.771622)scale(0.18 -0.18)">
- <use xlink:href="#DejaVuSans-4c"/>
- </g>
- </g>
- <g id="text_15">
- <g id="patch_16">
- <path d="M 883.05631 183.309808
- L 894.50881 183.309808
- L 894.50881 165.889183
- L 883.05631 165.889183
- z
- " style="fill: #440154; stroke: #440154; stroke-linejoin: miter"/>
- </g>
- <!-- 4 -->
- <g style="fill: #fde725" transform="translate(883.05631 179.56637)scale(0.18 -0.18)">
- <defs>
- <path id="DejaVuSans-34" d="M 2419 4116
- L 825 1625
- L 2419 1625
- L 2419 4116
- z
- M 2253 4666
- L 3047 4666
- L 3047 1625
- L 3713 1625
- L 3713 1100
- L 3047 1100
- L 3047 0
- L 2419 0
- L 2419 1100
- L 313 1100
- L 313 1709
- L 2253 4666
- z
- " transform="scale(0.015625)"/>
- </defs>
- <use xlink:href="#DejaVuSans-34"/>
- </g>
- </g>
- </g>
- <g id="axes_6">
- <g clip-path="url(#p6de61de186)">
- <image xlink:href="data:image/png;base64,
- 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" id="image111bd48ba2" transform="scale(1 -1)translate(0 -178.08)" x="898.422361" y="-7.008695" width="178.08" height="178.08"/>
- </g>
- <g id="text_16">
- <g id="patch_17">
- <path d="M 1061.163027 33.51506
- L 1073.670215 33.51506
- L 1073.670215 16.094435
- L 1061.163027 16.094435
- z
- " style="fill: #440154; stroke: #440154; stroke-linejoin: miter"/>
- </g>
- <!-- R -->
- <g style="fill: #fde725" transform="translate(1061.163027 29.771622)scale(0.18 -0.18)">
- <use xlink:href="#DejaVuSans-52"/>
- </g>
- </g>
- <g id="text_17">
- <g id="patch_18">
- <path d="M 902.302108 33.51506
- L 912.331483 33.51506
- L 912.331483 16.094435
- L 902.302108 16.094435
- z
- " style="fill: #440154; stroke: #440154; stroke-linejoin: miter"/>
- </g>
- <!-- L -->
- <g style="fill: #fde725" transform="translate(902.302108 29.771622)scale(0.18 -0.18)">
- <use xlink:href="#DejaVuSans-4c"/>
- </g>
- </g>
- <g id="text_18">
- <g id="patch_19">
- <path d="M 1061.300782 183.309808
- L 1072.753282 183.309808
- L 1072.753282 165.889183
- L 1061.300782 165.889183
- z
- " style="fill: #440154; stroke: #440154; stroke-linejoin: miter"/>
- </g>
- <!-- 5 -->
- <g style="fill: #fde725" transform="translate(1061.300782 179.56637)scale(0.18 -0.18)">
- <defs>
- <path id="DejaVuSans-35" d="M 691 4666
- L 3169 4666
- L 3169 4134
- L 1269 4134
- L 1269 2991
- Q 1406 3038 1543 3061
- Q 1681 3084 1819 3084
- Q 2600 3084 3056 2656
- Q 3513 2228 3513 1497
- Q 3513 744 3044 326
- Q 2575 -91 1722 -91
- Q 1428 -91 1123 -41
- Q 819 9 494 109
- L 494 744
- Q 775 591 1075 516
- Q 1375 441 1709 441
- Q 2250 441 2565 725
- Q 2881 1009 2881 1497
- Q 2881 1984 2565 2268
- Q 2250 2553 1709 2553
- Q 1456 2553 1204 2497
- Q 953 2441 691 2322
- L 691 4666
- z
- " transform="scale(0.015625)"/>
- </defs>
- <use xlink:href="#DejaVuSans-35"/>
- </g>
- </g>
- </g>
- <g id="axes_7">
- <g clip-path="url(#pa8c610e5a1)">
- <image xlink:href="data:image/png;base64,
- 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" id="imagef49a049605" transform="scale(1 -1)translate(0 -178.08)" x="1076.666833" y="-7.008695" width="178.08" height="178.08"/>
- </g>
- <g id="text_19">
- <g id="patch_20">
- <path d="M 1239.407499 33.51506
- L 1251.914687 33.51506
- L 1251.914687 16.094435
- L 1239.407499 16.094435
- z
- " style="fill: #440154; stroke: #440154; stroke-linejoin: miter"/>
- </g>
- <!-- R -->
- <g style="fill: #fde725" transform="translate(1239.407499 29.771622)scale(0.18 -0.18)">
- <use xlink:href="#DejaVuSans-52"/>
- </g>
- </g>
- <g id="text_20">
- <g id="patch_21">
- <path d="M 1080.54658 33.51506
- L 1090.575955 33.51506
- L 1090.575955 16.094435
- L 1080.54658 16.094435
- z
- " style="fill: #440154; stroke: #440154; stroke-linejoin: miter"/>
- </g>
- <!-- L -->
- <g style="fill: #fde725" transform="translate(1080.54658 29.771622)scale(0.18 -0.18)">
- <use xlink:href="#DejaVuSans-4c"/>
- </g>
- </g>
- <g id="text_21">
- <g id="patch_22">
- <path d="M 1239.545254 183.309808
- L 1250.997754 183.309808
- L 1250.997754 165.889183
- L 1239.545254 165.889183
- z
- " style="fill: #440154; stroke: #440154; stroke-linejoin: miter"/>
- </g>
- <!-- 6 -->
- <g style="fill: #fde725" transform="translate(1239.545254 179.56637)scale(0.18 -0.18)">
- <defs>
- <path id="DejaVuSans-36" d="M 2113 2584
- Q 1688 2584 1439 2293
- Q 1191 2003 1191 1497
- Q 1191 994 1439 701
- Q 1688 409 2113 409
- Q 2538 409 2786 701
- Q 3034 994 3034 1497
- Q 3034 2003 2786 2293
- Q 2538 2584 2113 2584
- z
- M 3366 4563
- L 3366 3988
- Q 3128 4100 2886 4159
- Q 2644 4219 2406 4219
- Q 1781 4219 1451 3797
- Q 1122 3375 1075 2522
- Q 1259 2794 1537 2939
- Q 1816 3084 2150 3084
- Q 2853 3084 3261 2657
- Q 3669 2231 3669 1497
- Q 3669 778 3244 343
- Q 2819 -91 2113 -91
- Q 1303 -91 875 529
- Q 447 1150 447 2328
- Q 447 3434 972 4092
- Q 1497 4750 2381 4750
- Q 2619 4750 2861 4703
- Q 3103 4656 3366 4563
- z
- " transform="scale(0.015625)"/>
- </defs>
- <use xlink:href="#DejaVuSans-36"/>
- </g>
- </g>
- </g>
- <g id="axes_8">
- <g clip-path="url(#pec1126e8c1)">
- <image xlink:href="data:image/png;base64,
- iVBORw0KGgoAAAANSUhEUgAAAuYAAALmCAYAAAAOmVFTAABDPUlEQVR4nO3dyc+uy3of5Hre/utXt9fa7Tn7NHZiO8dOh7ATSCOdRIQwQIoiR8oAEIIBEkJCSEj8BcwZQCQYBAYggYSQCCIJEIIIxHZsx3Zsn/6c3e+19mq//nu7YuBAgmJI/bb9etc+67rG97pXPfVU1fP73kkNXx/9xVp4eQ2j9tq67ab3MB4HrbMlPoyGqD7tn0ieM34/qeR9hnM4DO31dRM+ZzqWySTrn6jta6VuNlHrdNzRHlouo96JGszJp7LD/RlJz7jwfW6Xq/be4Z5I7PI8jO3yuxLuT34b6d4PvhOfqn8ngi8tAACwK4I5AAB0QDAHAIAOCOYAANABwRwAADogmAMAQAcEcwAA6IBgDgAAHRDMAQCgA4I5AAB0QDAHAIAOTOJ/UWt77TDE7fk9Vref9Qi6U7fBGg8No472xBD+XR6MfbS3iFpvr67bex8eRL3LZhOV17A+Mh43lw5BbSmlDPt72ViS51yvs7HMpu3F1zdR79i0fR7rKnvOZE+U7W5/B0vWS7rGk3MrXbc73W/hGbfLsz8ai+/yby/Jn59jfjEHAIAOCOYAANABwRwAADogmAMAQAcEcwAA6IBgDgAAHRDMAQCgA4I5AAB0QDAHAIAOCOYAANCBSfwvho6uFOeHR3o9/A4l10+XsttrnIdxMi/h9dPh9caj4+P23tfXWe/5PKpPpM+5y6vNy3aHV21fZXNe9hbNpcNsmvUO5nBY7O7dl1JKSfZneJ18Wa2aS2vJ1mG6bktwbg0lfM6XRHL213Dr89tI82S6J5L+ae8d6icNAQDAS0wwBwCADgjmAADQAcEcAAA6IJgDAEAHBHMAAOiAYA4AAB0QzAEAoAOCOQAAdEAwBwCADgjmAADQgclnPQDYtWE09NN/PM6aj3b3t/OQjuXmpr33sMM5H2dzMtRwDqez9t7bTdZ7Ehy563XWO53zbW2vTcYdqpttVD+kYwmW+RCurbptH/toMY96R++nlFKXy/bicbZWam0fS7z3a/sc1nBOdmrwu+bvuV1+V3bZO9g/pfjFHAAAuiCYAwBABwRzAADogGAOAAAdEMwBAKADgjkAAHRAMAcAgA4I5gAA0AHBHAAAOiCYAwBAB3Z3zzK/O9Jrf4PrjT9V/x2JrrX/rX/QXpvOSXpVfSC+TnzUx/sppZQym7bXhlcQlzu32lt/8HHWO7g2vZRSSnJFfNq7Xu+u9zR4P6WU0eFBe3ENr6q/bn/OIVlXpZQy2t3+TMZdSilDclake3+5ysYymzXX1uUy651cV56en8F+G0bZnqjb8Bzi5ZV+s5I9Eeroqw8AAC8vwRwAADogmAMAQAcEcwAA6IBgDgAAHRDMAQCgA4I5AAB0QDAHAIAOCOYAANABwRwAADogmAMAQAcmn/UA+Keo26x+6OdvrWE07K550nubzckwHmdjCeqHcTaWulq3957Not7llTtR+XB20VxbLy6j3pvbB821k8tbUe96eZXVr9vnvIx2uN/CdTgM2X6rV8G8zOdR78hmk9WPwv15c9NcOuzvRa2HRfu81BenUe/ojCslOvuHg/2odb26Dopr1HuXZ3kp4draoeR7WNPnTHMC/6Tw/NylflIcAAC8xARzAADogGAOAAAdEMwBAKADgjkAAHRAMAcAgA4I5gAA0AHBHAAAOiCYAwBABwRzAADogGAOAAAdmHzWA+CfYvgc/+3Uy9hHQ1Q+7C2y/qt1Vh8YZrP22uPDqHd9+jyrX67ai8fjqPf4G++0jyPsXeo2Kh/G7eu2hu9+dNT+jurlVdS7pOv26npnYxmGYM/NplHvslpm9Ymbm6i8JsXhuh2m2bzUm2BeNpuo9+jO7fZxXGVrpZ5fRPWJITz7s29WNofZMLJx1234rQ3PRH5vdZKcAADg5SaYAwBABwRzAADogGAOAAAdEMwBAKADgjkAAHRAMAcAgA4I5gAA0AHBHAAAOiCYAwBAByaf9QB+KPRy9fznWXpt+mQe9I4uzi4lvGY9UTfhVcjbYCwvTrPeu1y36TXrJai/1349eCmlbI6CtVJKGW7ar9oewqvN6/WqvThdK6HVT365uXYIt9Dosv05RzfBnJRShtPsCvd6fh7VR7bBxIRrZbsM52U+a6+dZnuiXly2F4fPOdpbtI/j+ibqXbOhlDIamkuH2l7bneTsD7/N/M5JlAAA0AHBHAAAOiCYAwBABwRzAADogGAOAAAdEMwBAKADgjkAAHRAMAcAgA4I5gAA0AHBHAAAOiCYAwBAByaf9QD4/zeMhqi+butO+0e9x+1/99W6w3FMwmU+m2b95/P22s0m6r29uGwvHo+j3mW1zuqT5wzn/OIn32iuHa22Ue/Zi2VUnzj/yklW/1r7O3rtb2TPOVxnzzl5ft1c+/Cfv531vtxrrt1/nK3D6Yv9qH6zeLW5dv74Kuo9+vhJc20dte+fUkoZDeGZmNTX8Dtxu32d12cvot51ubv9mXyDSinRGVrDs7wMwVhqtvd3Khl3KX2N/XPKL+YAANABwRwAADogmAMAQAcEcwAA6IBgDgAAHRDMAQCgA4I5AAB0QDAHAIAOCOYAANABwRwAADoQ3lX+OZZeK9uJug2vTh7t7mr7WHC98WiRXVcdXSc/m2a9N7u7Urhet1+DXkopQ3LNdjInpZRy/25UfvOFO8218/eeRb33v9N+tfmzf+Z+1PvmTvb+F09WzbUH755Hvadni+ba1Ru3ot7j8+xq8+2s/fjfe5zticlV+7m1mWVn8/6zq6j+4g/cbq7dzrOxLKbtZ9xw1b6uSimlhp+s0aNsz0Wu2s+tYT7LegffrLrM5rCswvravm6HSRaf6g6/K11JslZ9SeYk9PlMqwAA8ENGMAcAgA4I5gAA0AHBHAAAOiCYAwBABwRzAADogGAOAAAdEMwBAKADgjkAAHRAMAcAgA4I5gAA0IFJGV6ObD6Mhl02313vHRvGOxx7rbvrHbzPenkVtR6ODqP6enPTXrzN5mQ4Pmpvfe8k6321jOprslRm06h3Wa2bS2//8pOo9emP34nqRzeb5trzt7O1sve4fc5n72TPWffmWf103Fx78GGwxkspk2eXOxlHKaUs7x9E9bf+/uPm2ps3sj306I+2v//7f+886j0s2/dEKaWU/b322qvrqHW9Cs7Q9IxLxp1aLLL6Vfv+rNfZnki+WWWbfZeH0TYbS6CG75Pfuc9vogQAgB8igjkAAHRAMAcAgA4I5gAA0AHBHAAAOiCYAwBABwRzAADogGAOAAAdEMwBAKADgjkAAHRAMAcAgA5MSt1m/2L4fGb5uq076z2MwjnMmu+udymljMfNpUNQW0opZTpp7z2bRa3r9U3Qexr1HoYhG8um/f0PR4dR74uvvd5cu//dp1HvzZ2DqP7JT8yba99451nUezi7aK59/ie+FPU+/uaLqP7Z106aa0++1T7uUkp59mPt7//eo/b5LqWUyy/fiuqXR+37+eQ3nke9P/pT95prX/3fs3U7fXIZ1Q/BWTF7lL3P40VwPtfsG3Tx9lFUv3jUfoaOrrO9P3r3o/biIfzWJt+V1SrrnUrGkn4P1+v22lH2DSrbMCcEuS/+7keZMuu9yxy3U3UTlX8+UzYAAPyQEcwBAKADgjkAAHRAMAcAgA4I5gAA0AHBHAAAOiCYAwBABwRzAADogGAOAAAdEMwBAKADk51f+d6JIb3idpc+r3OezmFwtf3mzVeyoXz/w/bimo27htc+1y++1lx79Wp2FXZ0u/U2uQq5lMkH2VXot7/dfkX8xe9rv5K9lFL2Pthrrj35tSdR76sv3orqDz5sf/+bg2nU+9a32q+T3+63X7FeSimTy+za5733zpprz79yEvU++rD9+vH4Od/P3v+Ln36zufbklx5Gva/u3W6uHbbta7yUUvbfvYjqN4ft87i8u4h67z0/iuoT9bR9HSbflFJKKbfCcT8PxjLKvuPJ1fZ1k+3lUrOzP8ogYe+6TT5aHUnncIc+pwkRAAB+uAjmAADQAcEcAAA6IJgDAEAHBHMAAOiAYA4AAB0QzAEAoAOCOQAAdEAwBwCADgjmAADQAcEcAAA6MHx9/LP1sx7Ey2YYDUlx1jzpXUoZhvb64fAgG0syjr297B+s182lm9fvRq1H5zdR/bM/fK+5dv/RKuo9vmp/zsm3P4x61wfZvKxvt7+j6cPTqPfNW7eaaxffexz1rtNJVH/99u3m2vmjy2wsk/b9PLpcRr3LMltbZTxuLh3C3tuD9rXy7A/einrvf5yNZfFBsBZX7futlFLqwaK5dlhmvYfnZ1H99Y+/EdUnVkfta+XwH3wS9R6u2s/ben0d9S53bmVjCd5/vbiKeteLi/bi7TbrXcMYt91h7KvtY6+7HMeuBc9ZwvfjF3MAAOiAYA4AAB0QzAEAoAOCOQAAdEAwBwCADgjmAADQAcEcAAA6IJgDAEAHBHMAAOiAYA4AAB3I7qrm915y7WsppZT2q5NLKaVMp+216bW/o2As4+xvxO3JrfbWD59Hvdev34nqj37QfjXzZi/ccsmUv9J+lXwppYzCK6WnwbXsdX8e9Z49Ccay3kS9y377temllDKs2yd9uGy/TryUUoakeJLt5fUrx1H9+KJ97EPw7kspZXTWfv344slR1Hvve0+i+vX99nkZPz6Leg/r9vN5c5Stw+uvZPt5dtb+jqafBNfDl1LGV3vNtdvbh1HvbfB+pu98EvWus+D7VkopyTofRbu5DEfBvKzXUe9ynZ1DNdzPvRjCOa/bMLMkhiCz1Oyb5RdzAADogGAOAAAdEMwBAKADgjkAAHRAMAcAgA4I5gAA0AHBHAAAOiCYAwBABwRzAADogGAOAAAdEMwBAKADk896AJ/WMBo+6yF8euNxe+22Rq1H83lUP5wctxev11HvsgjGslxFrYfaPi/r1+9Evd/9c0dR/Zf+y4fNtePFNOo9rLfNtau7B1Hv6cNNNpbL66B4h/tzmh1bl18M1ngpZfHRZXPtsM7mcHu011xbp8E5UUoZX4V76PKmfSzj7DecZH/uvXcW9Y7PimAP1cP291NKKaNn7WOfPM+ec/86W7ej8/b9uTnJzorxaftaOfv9J1Hv+dP278ro1dtR7/HD51F9vbpqrh3297Pe1+1zWFbht3aTnUNll/lp235WDKP2vflpJDmxhlkrG0g2334xBwCADgjmAADQAcEcAAA6IJgDAEAHBHMAAOiAYA4AAB0QzAEAoAOCOQAAdEAwBwCADgjmAADQgexua353BNfnDrNZ1ju8ardeBtePh2O5/H33m2v3v9F+rX0ppVx8uf3a5/FVdl3xnd8Ir1k/ab+auY6z93P5WvsV4QfvXUS90+vk6/6ivXdy/XQppc6mUX3UO5zzcXDNep2H+zO4qn6zyI7nyWn7leyllLJ8q/1689FNtlamH79o733Rfg16KSW/3vpF+xkX27RfKZ7sn1JKGZ1n73N71H5WpD/Jnf2+9vP28AfZOfTiRw6ba+/84EnUux4Ec1JKKVfBWlyvs97bYA+F3/Gd2uVV9aHa0Vgiwblfil/MAQCgC4I5AAB0QDAHAIAOCOYAANABwRwAADogmAMAQAcEcwAA6IBgDgAAHRDMAQCgA4I5AAB0QDAHAIAOTD7rAfzjhtHwWQ/hHxmCv1l2Oe4h7D0eZ+0PD5prt0fttaWUsvfO8/bizTbqvXh41Vw7eXwW9Z68diuqr+Pdvf+Dd8+ba8/fPox6Z9WljD950VxbZ9Os+SjYb+tN1PrgG4+j+u3hfntx+NPGsKnNtadf2ot63/m1ZVQ/+/C0uXb52nHUe7u/aK4dnV9Gvcs0+2wNyXrZZudQNI7wjCtX11H56R99tbn26LvZmXj0nfa1MjrN3ufts/bnXL5xO+o9+8EnUX2ZzZpLt6fZHA6vP2gvfvo86h3btp9DpWbrtia9exI+Z5QRQ34xBwCADgjmAADQAcEcAAA6IJgDAEAHBHMAAOiAYA4AAB0QzAEAoAOCOQAAdEAwBwCADgjmAADQAcEcAAA6MPmsB/CPq9vaXDuMhh2OJLTZROXDbLajgZRSgjkspZS6v2iuHR4+iXoPQe96tB/13s7G7b3H2d+f64NsW8yeXDXXLu/uZb2f3TTX7n94HfUenWX1iWGzjeq382BPTNrffSmllNU6Kq/z9v7bebZWRjftY/nkp7M5vPOr2d7f3G7fc+PrbA4TdZrN4bBc7a5/eFYMm2V78U1QW0opo2wsJ7/0cGe9kzk/+4OvRr0PvnPaPo70XDk5jOqH4B0N1+1ncymllNm0vXYUnnGpGszjEK6VUfaOdinJlOlzRnMY8os5AAB0QDAHAIAOCOYAANABwRwAADogmAMAQAcEcwAA6IBgDgAAHRDMAQCgA4I5AAB0QDAHAIAOTHZ6tX16xWlil+MupQxD0j98zqD3sJjvrHcppZRHT9pbT4MrhUspdX8RFGfXiQ/BVburV0+i3ot3nkf128P2dzS+2US9P/iTR821938puyJ6ssnGklzjHV+znlxXnq7xVNC/hle4l+AW54MfhNdyh/MyBGuxzrOxDMF+HlbrqHcZh2MJzor4fQbqwV5Uv36lfe+XUsrV/fZzaPYim/Or++1n/3iZneWj52fttRdXUe/NveOofvjoUXvtfvY+68PH7b3Tb224J6Lvbfqd2KEa7OVP0Xx3vUN+MQcAgA4I5gAA0AHBHAAAOiCYAwBABwRzAADogGAOAAAdEMwBAKADgjkAAHRAMAcAgA4I5gAA0AHBHAAAOjD5rAfQrVHwN8t2G7UeZrOgd416l806G8vxUXvxOux9dtlcu3ntTtR7fLlqH8dNe20ppQzXN1F9Od5rLt1Osr+FF0/a3//8gxdR7zIeR+XLN241104fnWdjSX4jqOGemGTPOazb9/P04WnUe3u0aK595ZezdbjZm0b164P243/xUfg+V+1nRZ0H5+Gnkbz/ZXZW1EX72IebZdR78vQiql9Mhuba0y+2r8NSSlk82zTXHnzradQ7mcPU6PQqql9+7e3m2vk3P4x618tgLPMsU0R5pZQyDO1rpQ7h77c1HHtgGLWPu5RSapKf0ueMBtK+f0rxizkAAHRBMAcAgA4I5gAA0AHBHAAAOiCYAwBABwRzAADogGAOAAAdEMwBAKADgjkAAHRAMAcAgA5MoitLS3Ylat1k15BG161mrWPJrAzh1ebRlbWT9muzSymljLO/tepVdmVx5M5Jc+n4k/A6+c3urv0t4bW/40fP21s/z65Nf+Wj4P2nV9WH9ePT4Erx8P3cvHWruXb2SXZV+bDOxjLctF/Lvr57GPXeLtrPitnzm6j3+dsHUf3s+bq5dn1rL+o9eXTaXFsX2Z5Yn2RjWR2176HZs2CNl1KmHz9vLw6uQS+llOE8O5tnQf2d50dR7/XRvLl2uMjGXW+COb9/J+qdmr/zZGe9h+RbHn6DhvS7X4I9V7M9Uba7vNo+PMvDeUyk2TnhF3MAAOiAYA4AAB0QzAEAoAOCOQAAdEAwBwCADgjmAADQAcEcAAA6IJgDAEAHBHMAAOiAYA4AAB0QzAEAoAOTYTTsrHnce9jh3wnhWIZhd/NSN9vm2tGdo6z346dR/XCw3977+DDqffHlW821i0dXUe9hW5trX/xoNu7DD26i+tk7T5prh+Uq6l1W6/bS125HracfP4/qh9Wmubbuz6PeZ2/NmmvHD6ZR78XT9nGXUsri/bP2sZxla2Xc3rpsjrI53P8oG8vk2WVzbZ2Oo97J+798KzvjXnx5EtUfv9u+h0bL9tpSSim1/RwqwblfSillG9ZP2+dl9DD7TsyeBHMejKOUUoZZsJ+fPI96p9+sOgnW+XW238reorl0+4UHUevRd97PxrIKx/4SqEGm2DW/mAMAQAcEcwAA6IBgDgAAHRDMAQCgA4I5AAB0QDAHAIAOCOYAANABwRwAADogmAMAQAcEcwAA6IBgDgAAHZh81gP41EbDTtvXWptr05EM4/a/h7b7i6z3bBqOJui9XEX1NVhdo5t11PvxH77VXHv87jLqPf3kIqpfv9o+lvHpddS7rNrnZfrRs6h1nYyj+u3hrLk2fc6T77bX39zN1vjVvew550/a+w9X2Z64fvOovTg4g0opZfYiW+fbvd2dFS9+tP05P/kjWe9hm83LnW9s23tvst5ltLvftuqifb+VUspwGey5Sfjpn7bXb08OotbDVbBu796KetdptvdHz8/be4cZZBja60fvPsx6z7O1Uq+uovpIMi/hXi5DuN9q+97viV/MAQCgA4I5AAB0QDAHAIAOCOYAANABwRwAADogmAMAQAcEcwAA6IBgDgAAHRDMAQCgA4I5AAB0YFLDK1GH8BraSHJ96rafvylq2UT1Qwmu/N5kveMra5Mrpa+ya9bHV+3v8+Lt4KryUsqd37xoH8fZTdQ7tTpuvw55O8nez/TpZXvxJrx+OLgiupQSXZ+8PZhHrS9fbZ/Dj/6lVdT7/t/Irqu+fH2vuXa9yK4fP3y/fQ+dfWER9Z6eZfOSXBF+9uXDqPfHf2bdXHv759vPw1JKuXw9Ki/jm/YzdLjMzoo6bt/P9TB7n6PTYO+XUsp00j6Wg/Y1Xkopy/vt63xYZ5liPG5fh9tFtlZqmFfGwfk8OjuPeifnbQ17D3duZ2NJvvtpBkkyZZL5XiL9pFsAAHiJCeYAANABwRwAADogmAMAQAcEcwAA6IBgDgAAHRDMAQCgA4I5AAB0QDAHAIAOCOYAANABwRwAADowGUbDZz2Gf2TY4d8JO3zOYQh7b2t778vrrPdintWv1+21k0nUerRqf87Zi+w51/vT9nFcB89YShlWm6h+/vCifSynl1Hvzd2j5trrt0+i3otHV1H96HrVXLs+XkS9J1fta+XBX59FvS9ey86VR19rf84v/efZWrl8tX1/Tm7a56SUUq5ezeb87M1xc+16P2pdDr7Z/o6O3s/2Zxnax11KKdPHwZ4Lz/L13cPm2ss3svdz/CvLqH7YbNtrL7K9P/9O+xlXarZu12/ebS8Ovp2llLK61f6dKKWU9UH7N27/472od5kE63aTnSv17CwbS5pZPqdquF564RdzAADogGAOAAAdEMwBAKADgjkAAHRAMAcAgA4I5gAA0AHBHAAAOiCYAwBABwRzAADogGAOAAAdyO5YL6WUYYdZftR+TezQ05Wy0+za3zJrr6+X2VX1Q9C7lFLqRXBd9RsPot6zp+3XPg837degl1LK1YPkeuvs6uTRqv1q61JKmZy2v6M6zvbP+qj9avNhk10/fHMvm5fFh+3XPk+fBFd4l1LqtH1ePvjT7XNSSin1fnb9+PEvtM/Lu382m/PX/m77VduX97Kr51N7f+5hc+3l/5jt/dt//sPm2if19aj33V/PzopI8A0qpZQ6aV+3N0fZ3l+9fhLVT17cNNcOl+21pZRSgnOrjrN1O6za98Tk8WnUe/I8+U6UMpwF38P1OuodCeewpFfP1x1eVV/bv581HXdPgudM+cUcAAA6IJgDAEAHBHMAAOiAYA4AAB0QzAEAoAOCOQAAdEAwBwCADgjmAADQAcEcAAA6IJgDAEAHBHMAAOjA8Gemf6lm/2KHWX407Kz1MOyudxmFczIeN5cO46z3sLcX1dfrm/bet0+i3ps7h+3F4ftZHc+aa2cPL6Lew2od1W8P50Fx1LpsDqbNtcMm28rL2+1zWEopi48u24vDLZGM/frVg6j37f/gB1H9urbvz0/+yttR7+c/2j4x1w+ydbj4aBLV3/u1TXPtk7+c7aGbd9v3/vF3s8Xyyi9nYxmft59xqWHVPoclPFfSMzH5DtVptlaG2r4/6yT8ZgVzuJ23n4ellLLdy55z8qR9bQ3LVdS7Bt/yYR2sq1JKfXGW1S+X7bXrcN1u2sdet9k3qys1+JgH+6cUv5gDAEAXBHMAAOiAYA4AAB0QzAEAoAOCOQAAdEAwBwCADgjmAADQAcEcAAA6IJgDAEAHBHMAAOiAYA4AAB2YxP+ibttrhzD3b2t77WjIeu/SkI1lGLfPy7BYRL23d29lY/noUXtxDd5PKaUG7+jqtb2o99GvPmyuvf7Svaj35avTqH7xdNNce/ZmuOWCKZ9eZe9naB92KaWUvQ+Cvb/JxrI+aX//q4PsXPnuf/sjUf3qj582147/YnttKaX8Gz/yd5tr/7Nv/kzU+2pzGNU/+He/21z74S9+Neo9Wrbv/Vd++SLqnZwrpZRSkk/WNigupWyCdTuEe2J0fh3Vr2/vt/e+WUe9N4v2M3F8lo27bNrnfHSzynqHEaTO28/n4TJ7zmRt1bD3LvPQEOabGuS+YZTtt5pkxF1L8m3NPrZ+MQcAgA4I5gAA0AHBHAAAOiCYAwBABwRzAADogGAOAAAdEMwBAKADgjkAAHRAMAcAgA4I5gAA0IHwfvBQza5bja44Da9mreGfIOk1tL0YVtlVy8O0/arlujfPegevaLTO3uf2uP366c1e9vKPv5NdEb4+mjXXnnxvGfUeBddVD6vwOvG9bPsP1+3XYW/3w7US7OfFk+xa7kd/JHv/J3/tqLk2WeOllPIf/ck/3d77IjyeD7O9/0u/8pXm2rrI1tZbf6N9YrbzcdR7cnoT1ddpe//hMpvD8YurnYyjlFKu3ziO6hfvPGuuHYJzpZRStq+eNNeOnp1HvUtwVX2ZZHM4vs7O21Lb1209O4taD4eH7cX370S9y3sfZfWJURiewrWVGEZZLqthTuyFX8wBAKADgjkAAHRAMAcAgA4I5gAA0AHBHAAAOiCYAwBABwRzAADogGAOAAAdEMwBAKADgjkAAHRAMAcAgA4Mf2b6l+pnPYj/x9DR3wmjobl0GI+j1sNk0l48DWpLKcPeXlRfr67ae+/vR72Xb7/SXLud7e7dz995GtUPm21Uvz1on/P17ez9nL85b649eqf9XZZSyuR5Vl9HO9yfQesa7rf054dnP37cXHv2hfZzopRSJtfttaujqHVZ3srW7bBprz3+dvac+4/bx3L43fOod2q0XLcX1919Dh/98btR/fxFNpajb581144fv4h6J9/Den0TtR7228/EepmdWeX4MKufBGfL4+dR62E2bS9Oaks+L0l9XS6j3mW7w0hZszOu7nIsiW1w2Ba/mAMAQBcEcwAA6IBgDgAAHRDMAQCgA4I5AAB0QDAHAIAOCOYAANABwRwAADogmAMAQAcEcwAA6EB233tq2OUV3tkV0alhCPontaVkY0+vlB2Hcz5qv4J4e5Jdbzz74Flz7erBSdT7+kH7VfWjV7Pe23l25fvopv263dVRtuVG6/b3f/Z2+9XWpZRy6x9kV2eX4DbkGs5hsoeGdXYt883tbF6Wx8FYwu1Zg+25/2HW/M5PP4rqH/76/ebakx8E19qXUlaH7Q+arpXReXZF+OrOfnPt9Oll1Ht9smiuvbqXfScmV+HimgSLK7l6vpRSkyvi99vnpJTs2vT1a7ei3uPz8IxLzqGsc6ReXmX/4CZ8zk1wRXwv19p/CkOQtZJ1uGt+MQcAgA4I5gAA0AHBHAAAOiCYAwBABwRzAADogGAOAAAdEMwBAKADgjkAAHRAMAcAgA4I5gAA0AHBHAAAOjD5rAfwqW3rTtvX4E+WIW0+Hrf33t+PWm/u34rqR+8+bK99cR71rvuL5trx1SrqPVrOmmuvHsyz3utsbS0u1821+z94EfV+/rU77eN40j6OUkpZH7e/n1JKmZwvo/pEnSQbLttxs2fXUf3i2bS9ODkoSra2bm5nz/n03btRffsplFs8bt/PdZQ9Z51nI18dtn/mJi+ysQzBd+jNv5Wdn6Nwvw21fSx1Gn76N5v2cZxeZb0n7WOp94+y3tusfHQWvKNJtg7ryWFz7XCRzWG9ys64narhpPNP8Is5AAB0QDAHAIAOCOYAANABwRwAADogmAMAQAcEcwAA6IBgDgAAHRDMAQCgA4I5AAB0QDAHAIAOCOYAANCBSd3W6B8Mo6G9uG6z0QzB3wlp79Q2GMtmE/YO5jyZ71LKcLXK6of2/nW5jHpf/NTrzbUH330W9d7/ztPm2uHqJupdF7Oovoza18rq1aOo9eG7V+3DuF5HvYdVtm7rYtI+lnAdbqbj5tphmT3n5ReyOZ9etJ8tj38y25/7D9vrF0+zs/nmp7I5n743ba69vJ89561vte+5YZ2d5cNNtm5nz9vPrXQso/PgTJyEv4OF5cOLy+bauphnvW+CtTVrX1ellFLW7e9z+tHzqHU93Mvqr4N1u7eIeifPGdWWUsq4/fwspeSZJdFTjgtE2baUkmbnhF/MAQCgA4I5AAB0QDAHAIAOCOYAANABwRwAADogmAMAQAcEcwAA6IBgDgAAHRDMAQCgA4I5AAB0YJJeQ7pTyfWsybWvpeRX2ydX1dfwatbkavvL66j1aJldy51c5ZvMSSmlzJ+1P+f69n7UO7k6u947jHpPP3wW1Z9/7dXm2tEyu4J4+aD96uyDD7K1cv5mdlX98XfPm2vrOFsro+t1c+12L7vyexasw1JK2c7b98Thu5Oo9/KkvXYzD8/m97Lrx0ty3IbXT9dxcD6Hvbcn2VXo4/P2a9ZLeMaVYJ2ne+LqreOofrRq38/733wU9V6/dru5dvziKupdJu377eZBdpYvvv84qq/r9nOorLNr7be329/POPzux/km+O7XEmaKjtTwbOmFX8wBAKADgjkAAHRAMAcAgA4I5gAA0AHBHAAAOiCYAwBABwRzAADogGAOAAAdEMwBAKADgjkAAHRAMAcAgA5M4n8xdJLlR0NUPgxZfRm1P+ew3WZjGY/bi1fLqHfdBr1LKcPhQXvvy+uo9/iifezLu3tR78W3HjbX1qP9qPfm7lFUf/Ggfc5vfyN7n+v97H0mVvvhnkj2ULYlSp2GYwls59kcjpbtgz//Yo16r19ZNdfe/oVp1PvmVlRelrfax37zIjv3b+7Mmmv33r+Ieg+bbHHV4Cwv4+x9Jr23s+xzO38anv3JFgq/h5uD9rU4bLM5HD85a66dnLevq1JKWT84ieqTN1Qn2bny7GvHzbVH786j3rPffD+qL5tNc+kw3l3mq9GiLaWEa2tIXlENP1pBFq7b9vkuxS/mAADQBcEcAAA6IJgDAEAHBHMAAOiAYA4AAB0QzAEAoAOCOQAAdEAwBwCADgjmAADQAcEcAAA6kN0RXEp+bWkiuOI0vZq1hn+CDNvdPWet7WMfym6vrI3q02tlTy+ba+dX2fXTj//0W82108vsXR5940VUf+fX259z8slp1Pv6/v3m2vVBtp0XL8KrzcfBWlxkY6mT9g063GTrcBxeP376lb3m2sN3w97z9nnZLLLedZK9z+PvtvcfNtm5Mlq11y/vLqLesxfZWTG6bq+v4VopwZXfm71sT8wfnmdjWa6aS2t4zfrs0UVz7foke5/DyUFz7fJO1nv/V96L6iNhRrj7C8Fiefw8G8t6HZXXYK3sVJpXUkFerfFYsu9Qwi/mAADQAcEcAAA6IJgDAEAHBHMAAOiAYA4AAB0QzAEAoAOCOQAAdEAwBwCADgjmAADQAcEcAAA6IJgDAEAHJjvtPoS5v25317sn2+A5J+ErSutXq+bS4fAgar1843Zz7eTZVdS7Bq//5Oc+yHof7kX1kyfn7b0PFlHvo288a67d7s+i3te3D6P69f60uXZ6ehP1Hl2vm2vrdJz1Xgf7rZRy+aB9cc1Oa9R7WA3NtcvjqHXZHGbPud5vPytqNuXl8XH7Wnnjb59FvdeH7b1LKWXcPuVl2IbvM1hbs0cXUe/YLJiXm2XWe9W+P7ezbLFMnrTPy9477d+rUkqp19k5NMzbz9BhCBZWKaV+8rS9eJzNYV2G7zPpn+SVUkrdBPVJ5nuJfI7TLQAA/PAQzAEAoAOCOQAAdEAwBwCADgjmAADQAcEcAAA6IJgDAEAHBHMAAOiAYA4AAB0QzAEAoAOCOQAAdGBStzX6B8NoaC+u22w0Qz9/J9TaPi/DEMxJKaWu1+29x+OodxmHcziZtdeGzzl7/2lz7fbkIOp9/IOb5trNvZOod2q7mDTXTk6vdzaO0dUqqj/4IBvL6njaXDt9lp0rNVlb6+xc2e61v59SShnat2fZe5KN5XTVvj+vv7iMei/eCfZyKWVy2f6OJpdR6/LsJ9prrx7sRb2n58ELCqV7qI7b1+36bvicH59F9Yl6sIjqh9WmuXb+zQ+zsRzuN9duwu/E5DSb87Jt3891me3P6PsZ5rJUNPZ0LEHuS/Pny6KfJAwAAC8xwRwAADogmAMAQAcEcwAA6IBgDgAAHRDMAQCgA4I5AAB0QDAHAIAOCOYAANABwRwAADowGUbZNeuRYYe5f5fjLqUM4fXzO+udPmc453XVfgV1PCOz9ivck6uQSyll2LRf5Xv21cOo93qRzeH8tP266sNPTqPedTFvr52Po97j6+xq82TOh037nJRSSp0GY8+WSvnwT2TXeN/+ZvvYH/9kNufr4/be/95P//Wo91+5889F9aO/dqu59sVXo9blzf+5/Vy5fBCcE6WUyVW2tkY37et8u5hEvZNr1ifPrrLe4ZlY99vPitT6pP1q+/Wbx1Hv2bOb5tphFW7+dA6T+lG298s2WLeb7Gwu9fN5tX2aP+u2o+es4VoM+MUcAAA6IJgDAEAHBHMAAOiAYA4AAB0QzAEAoAOCOQAAdEAwBwCADgjmAADQAcEcAAA6IJgDAEAHBHMAAOjA8PXxz9boH4yGXY1lt4bwb5AdPucwBL2n06z3YpENJnjOIRxLvb5urt2+/VrUezsbN9eOL5ZR79HpZVSfWL16K6ofNtv23sezqPfpl7L6g4827bXffxH13i4mQXHUuly/vh/Vf/Qz7WNZvr6Kes/fa5/z7TQ6msvs959G9Zen7WfFrTvnUe/n795qrj36dvteLqWUBz9/EdUPtX0eN3vBOiyljK/WzbWj8+wcGm6y+jJpn8fV3YOo9fi6/Tlr+O0c3QRz+OhZ1Lss5ln9MtjP2+wgqsv291mvb6LeZdN+NpdSSg32RNlm51Cp7fNS096fV9vs/fjFHAAAOiCYAwBABwRzAADogGAOAAAdEMwBAKADgjkAAHRAMAcAgA4I5gAA0AHBHAAAOiCYAwBAB7L7h8tur1Adwqt8+W2s2683TsVv/pU7zaXjx9l14uWVk+bSzUF29fzNK9kV7rPn7dcnTx+GV9Uf7bWP40l2RfSdy2ytXLzRfoV7HcJruS/br6v+5GfuRb1reKycfLu99vpptrZe/bnL5tqL17PrxMc/l12zfrTf/rvM5c9mv+G8/rfaaz/+Y9m6vfiofU+UUsrhDy6aa4dVeM168M1a3s/ez/TFOKovo/Z3NHvncdR69ebd5tpxsJdLKWVYZdeVR7bZ+0yutq+r1c56l5p9bWtYv1ND+zocwiVeavg+o9b9zKFfzAEAoAOCOQAAdEAwBwCADgjmAADQAcEcAAA6IJgDAEAHBHMAAOiAYA4AAB0QzAEAoAOCOQAAdEAwBwCADkzSfzCMhl2MIzd8fv+mqLU21w6rVdZ8CN/PfB60DnvftI99e+sw673dNpdevLEftT794jiqv/ub7Wvx4Ol51Ht5t33s6/1s3LMX2dqav9i0j+XuXtR78uSquXY7jVqXoX2plFJK2X+0bq698xvXUe/ttH2tnL6dvc/b324fdymlHL7XPvbj/zCb9MvX2muPvp+d5dOzbN0Om/YFMDnNetdx+zsaX2a9z798FNUvniyba+trt6Peddb+jq5uZ2d5sj/3n51GvUvwfkrJvs3xt3YSxK1Vtpe7kmTETfs3pZSS577avrjSbFu3u1srn990CwAAP0QEcwAA6IBgDgAAHRDMAQCgA4I5AAB0QDAHAIAOCOYAANABwRwAADogmAMAQAcEcwAA6IBgDgAAHZik/6Bu6y7GUUopZRgNyUDS5ln9Dp8zUcNhBzP4W7ab5tIa1JZSSj2+21w7evg06r15415z7fQ8Wytv/Q/PovoyBLO+zcby3p+dNddOT7O3/9r/sY7qp89vmmvHzy+j3tuDRXPtK794FvV+9uNHUf3sxbK5dn0wjXoPtf1cuXwtWyt7n4yj+s2sfc4P3r/KxvLwurl2epZ9huaPs7EMN6vm2joP3+eq/Uxc3j+Ieo+vs/c//fBFc+2wyvZ+3W9fK+PzbA43e+31ddX+Lkv5FN/DOyfttY+eZL3DOU8M42zvJ9+hNIPsNDuluS9qvctxZ739Yg4AAB0QzAEAoAOCOQAAdEAwBwCADgjmAADQAcEcAAA6IJgDAEAHBHMAAOiAYA4AAB0QzAEAoAPZXcg9GTr6m2IUX/zbLL5qN/4PgrGnc55cP7+YR63HD583116FV7K///U7Uf29X26vPX37btS7vH3eXDr6pcOo9c3t7Orsw6eX7cXhFcTJVfVlnfW+/eunUf3y7l5z7exp+9XzpZSyOWif8zf+dnb99POvZMf59KK9//JkFvXe++iiuXY7D8+4cG0lZ9yw3N216edvZHN4+zfPsv8geM7t8X7We4cmz9v30LDXvjdLKaWsVlH5cL1srk2vcK/Jut1sot5llH2bk7EMSUYopdQSPGeaKWp2Jn5edZRuAQDg5SWYAwBABwRzAADogGAOAAAdEMwBAKADgjkAAHRAMAcAgA4I5gAA0AHBHAAAOiCYAwBABwRzAADowGSXzYfRsLvmdZvVDzv8G2Rbd9d7CJ8znPNh0r4E6nqdDeXJaTCQbNz14rK59vj711Hv/YfjqH7++Kq5dtgeRb037x801558v30cpZQy/fBFVL893GuuHW2ydbvemzbXDmHvzUF771JKGd9smmuf/Vj2PhfP23svD7Mz6+T77b1LKWW0aj+3RqtszreL9nNlcr6KesdnxaR9HodVNoebk/Y9cffnP4l6X791EtUv324/KzbTcA6DpXicnkMfPG4fR7j3h0l2lpdlsBY32VqJ6kdhXtmGOSHILLWE+SbNZlHrHWatjvjFHAAAOiCYAwBABwRzAADogGAOAAAdEMwBAKADgjkAAHRAMAcAgA4I5gAA0AHBHAAAOiCYAwBAB9rvTf6HhvDK950ZOvqbIpyTIblSOryaN72yuCT14/B642Ts4ZXCw/Fhc+36IFvmi4/Oo/rN4by5dv/j7Prx+UenzbU1fT81u954CK6UrvNp1Hvy/LK99yx7n3Wc7aGbu+3vc3qVrdv1XvtYbk6ycY+X2RXh+x9dN9eevb0f9b58tf39n3yn/d2XUsroMnvObbBehsubqPf48Vlz7fqV46j3/NFFVL/3vfb3uT1cRL2Ts2V00T6OUkope8FYLq+y3uEZV4P+NTgPd62Gz7lTSTar4Xc/zFp12z4vu+yd6ijdAgDAy0swBwCADgjmAADQAcEcAAA6IJgDAEAHBHMAAOiAYA4AAB0QzAEAoAOCOQAAdEAwBwCADgjmAADQgUn6D+q2NtcOoyFtnwwkqx8+p3+DbMPnTK2WzaXD3t7uxjEZR+V12r50a/jq6yj7B8+/2j4v937+cdR7ezBvrh0/OYt6X/7oK1H95HrTXLs6zI6W/e88a66tk+z9jC9uovr6IJjzm/bzsJRSRqv2/Xx1Nzs/r+9k8zLatK/b0Sp7znEw5XUIvxPhmbhdtK/FzcFJ1Hv6yXlz7cWbi6j3dpqdt7d/pX0PlfCzsrzfPva9FxdR77qYtRdfXkW9yzj8rqzXQXG2J+qm/fyM7bB3kvlKyXJf2nuXehrL5zStAgDADxfBHAAAOiCYAwBABwRzAADogGAOAAAdEMwBAKADgjkAAHRAMAcAgA4I5gAA0AHBHAAAOpDdmx3a5RWnybWvpZRS6g6vtg9vw63D7v4eCmel1FX7FcTDInyfk+A65PB642HdPul7H2ZXRD/7ieOo/u4vBldhB+MupZSP/1j7WA4/OIh67z1aRvWT0+vm2jpk14lfvX2ruXbv3RdR7+s3svc5f9w+L8Mm3BPBBj16L9vN04vgOvFSyuimfS0++dp+1HsS3Jx++N2bqHcZsnnZ7Ld/5j75g/Oo9/EP2utv/eLDqPd3/rXXovrrW3eba4/fzdbK4W88aq6t0yxW1Gn7d2I0yr6ddbmK6ss2yAlJbSllCNZtDb+HsSCDDKMdZid+W34xBwCADgjmAADQAcEcAAA6IJgDAEAHBHMAAOiAYA4AAB0QzAEAoAOCOQAAdEAwBwCADgjmAADQAcEcAAA6MEn/wTAadjGO3Rt2+DdIT3MyHkflw7R9CdSbZdZ7f6+9+Pom6n39Y2801y6+/zjqffy9aVT/yU/fbq69vputlcu3Ns21d//BOup9dX8W1R9etr//2UenUe/1nYPm2uWDo6j37Hm2ts6+fNhce/DeVdT7/Avte2J22v7uP43xRfv7vPurWe86az9vN4fzrHloO20fy+1vhXvobvt5u3pwEvX+yn/1NKr/4M/eba7de5it29OfetBce/xLH0a9h+Wqubauwz2xzt5nqTWrT4yCDLIJn3OX+SbtXbdB6+x7WLc7fD8d8Ys5AAB0QDAHAIAOCOYAANABwRwAADogmAMAQAcEcwAA6IBgDgAAHRDMAQCgA4I5AAB0QDAHAIAOCOYAANCBSfoP6rbuYhw7N4y2u2u+7efvm7pcZf9gs2kuHQ72s7GM2+dlGI+j3vOPz9rHMc2W+fT9J1n923vNteu9Ier94O+0129n2Tocwi2xOZw1144ul1Hv0ap9HY6u11HvqzcPovrjbzxvrl3ey3ovHrfvz/R9vvjSPKq/tW4/y6dPLqLeddq+n4dl9j4f/fF7Uf3xu8mZmO3Pg4/bx/7wn83WyoNfyMbyyt+/bq595188inp/+b/4sL143b6XSymlLtvHPczbz6BSStlet/f+rf8gmPNRtj9r8K3dubrDPBT4vObJUspO57CfRAkAAC8xwRwAADogmAMAQAcEcwAA6IBgDgAAHRDMAQCgA4I5AAB0QDAHAIAOCOYAANABwRwAADowGUbZtb87NQR/J6TXoSa9UzucwyG5IvjTGLdfnV3S63OfnzWX1pPDrHcwL3Uvu8Z5c2s/qr/9Cw+ba5/8669GvV/8ofYrv7/6V7Mrn/f+/fZxl1JK/bePm2s/+Zns2vST798EA4lal9mzZVS/utv+/pcnk6j39Kz9fW6n2d6vwVb+rf7tZ+L6ZC/q/eKr7XN49+9m63B+mi2A83/nRXvxf52t29l5+3doFo779O1FVH/xWvv7fOtvXkS9yw6vkx8O29dKffY8a74Nc0IN3lHaO/l+9pTLdijNnzXNILsU5dVs//jFHAAAOiCYAwBABwRzAADogGAOAAAdEMwBAKADgjkAAHRAMAcAgA4I5gAA0AHBHAAAOiCYAwBABwRzAADowPD18c/Wz3oQ/7dhNDTX1m027KT3zg39/D00jIOxjMJxj8ftrQ/2o9b15Ki5dlits95786h+uLxu772/iHo/+uk7zbVf+Fe+E/X+6D/5SlT//Efa3/+Dv7eKei8eXjXXbvamUe/NPFu3z39k1t57kZ0rr/6ds+baJz95GPWev9hG9eu99nm5/eunUe/v/YXj5tr582wO3/rvHkX12+O95tonfyCb89l5+5w//JeXUe8v/NX287OUUuYPL5prh8ubqHc5PW/vHX4n6jKYl/As396Ez5nkiprtt+i7v8veYf80a700kndUsznsJyECAMBLTDAHAIAOCOYAANABwRwAADogmAMAQAcEcwAA6IBgDgAAHRDMAQCgA4I5AAB0QDAHAIAOTD7rAfzjdnn1a9p7GAXXRKfX4SaScXyq/rsb+zDLrk6Pep9fNtduXr0d9R6dZ9c4X3/5XnPt1b1sTk6/2l77vf/mR7Le/8J1VP/K/zRv7/1WdrTcHLdfhT5eZnv54IOrqP7Wt9trH/9U+5yUUsq3/61Zc+0r/0vUutTwrHj0p1bNtcP2KOr9rX/1P47qE1/68r8Z1d/+++1X29/czuZw+r32+r1f2Yt6b6ft76eUUoZl+3X1w/Uy6l3X7b3LrH2Nl1JKXWbPGUkzRbKHNlnrnuwya3Wlbj/rEXwqfjEHAIAOCOYAANABwRwAADogmAMAQAcEcwAA6IBgDgAAHRDMAQCgA4I5AAB0QDAHAIAOCOYAANABwRwAADowfH38s/WzHsTLZhgNn/UQPp0h+ztuGAf1o7D3fN5ee3gQ9b74A69F9Qe/+bC5th7sRb3rpH1env7Uraj32ReydbiZtx8Vb/6vy6j39d1pc+2wzY6sw++fR/Wf/JHj5trFs23Ue7xsH/vZG5Oo9/JWVF5WR+1jmVxma+Vn/vyvNtf+yn/6taj3xRvZWO792qa5djvJeh98cN1cO1q2j6OUUkYXN1H99qD9TNwG50oppUzf/aS5tl5cRL0TdbnK6jfZnA9D+/uvNYxO4bm1S+m8vBRqdpZnvbN37xdzAADogGAOAAAdEMwBAKADgjkAAHRAMAcAgA4I5gAA0AHBHAAAOiCYAwBABwRzAADogGAOAAAdEMwBAKADk1K32b8YZPnfqbqtzbXDaNjhSMpO32et7c9ZVuuo9zCZtI/j7CzqffDN9t6llPLeX3izufb1v30a9d7O28dy9+89iXrvPzqJ6q9vj5trZ48vo97Tp+3rcLuXvZ+be3tR/RAciYun2bp9+mPz5trX//v3o971IHvO5f2D5trNLDsnvvGNn2iuXYTfoPv/5/Oofnjevv/r/iLrvd609560759SShmubqL6eti+tqbvPc56X161F4+z56zLVXvxNlsrw5B9P+s62M/ptzNZ57vsvWsvy3PukJQNAAAdEMwBAKADgjkAAHRAMAcAgA4I5gAA0AHBHAAAOiCYAwBABwRzAADogGAOAAAdEMwBAKADw9fHPxvcm87vtWGUXSn8uZVezRvMy2h/P+sdXvs7HB42177zl78Y9R4FN0S//r+1Xz1eSimjF5dRfRm3v6Plg6Osd7DM59/PrhMvo2xtJVenx9emX7bP+XCczmF4/fh00ly7Pd6Leq8Pp821k9NsDkfXwaYopazutO//6ZOLqHcJrpMfVtm4Y9v2T3m9zua8BFfVR9fal1LqcpmNZZeCOdzp9fDh97BuNjsayI7tcg57UrOY7RdzAADogGAOAAAdEMwBAKADgjkAAHRAMAcAgA4I5gAA0AHBHAAAOiCYAwBABwRzAADogGAOAAAdEMwBAKADw9dHf7Fm/0KW/700jIbPegif3i7XSjAvw2QStR5ms2wsddte++CVqPXNGyfNtVf3p1HvW7/6NKovtf2oGK6XWetx+1qp+/Oo9+jZeTaWvfb+w032nCWpH4+z3kN2VmzvHu+s97DatI9jke3P8YdPovoS7P96uBe1rvP2PTfcrKLeZROcK6WU8uhxe+0Oz+bt+cXOeifn/qeyaV+3PanbLMaFzbP6ZG2lvT+vgm9nKX4xBwCALgjmAADQAcEcAAA6IJgDAEAHBHMAAOiAYA4AAB0QzAEAoAOCOQAAdEAwBwCADgjmAADQgewu5FKyK1R3eSU7/dvldbvBzcnxdcWjbN0OwXXyw4uzqPf8ybPm2tGPfSHqffnFk6j+4rX242J2ns359KL9hc6eh1ebpzdKr9btxem16fPZ7nqH1z4/+UO3mmuP3l1Gvefvta/b8dVN1LvePs7qp+Pm2mEZvPtSyujh0/ZxbMP3eZPNyy6/tzUdS9Q8mJdtP5ki/q68LHb53X9J9LPKAQDgJSaYAwBABwRzAADogGAOAAAdEMwBAKADgjkAAHRAMAcAgA4I5gAA0AHBHAAAOiCYAwBABwRzAADowGSn3et2p+13aujjb5a6rVH9MBp2NJK+xhJJ1+FqldUPs/ahbLKxDNNpc+30N96Jek9vn2T1l7eaa8cX4RzW9rU1usp618kO9/J6ndUP7e9z1175m+3rZfvKrah3nbfvieTdl1JKHWfnyujpWVCc9a7LZVTfi3TcdRWs8/S87eRbW0r+jUsk38NdjuMf/ge77c/vSD87AgAAXmKCOQAAdEAwBwCADgjmAADQAcEcAAA6IJgDAEAHBHMAAOiAYA4AAB0QzAEAoAOCOQAAdEAwBwCADkw+6wH8UKjbrH7Y3d9DdVt31vtlUTfh+1wum0uH0ZCNpczaa6+uo96jWXvvUkqZffOyfSzrddR7mLQfRfX2cdZ7tcnqL4N5nGdzWIL9WVerrPcme87kHBrefxiOJdxDgeHe7ewfjNufs56dh4MJ9nO4J1L15qa9Nl0rvUi/tR3Z6bf5czwv/JP8Yg4AAB0QzAEAoAOCOQAAdEAwBwCADgjmAADQAcEcAAA6IJgDAEAHBHMAAOiAYA4AAB0QzAEAoAPt92Dz/y242vplklxBnF5Vv1Ph9cY1uN26XgXXvZdShuv2a7aHxTzqnV75Ho19lO2JerNsbz3Jjq16dRXVb5fBvGzDq7CTedll71LKEFxVX8I5H+az5tq6CZ/z8bOovCbPmQrWSl2vs97h+681uPI9vR5+l1e+u04e/l8kSgAA6IBgDgAAHRDMAQCgA4I5AAB0QDAHAIAOCOYAANABwRwAADogmAMAQAcEcwAA6IBgDgAAHRDMAQCgA5PPegD87hpGQ1Rft3VHI8nH0o2hn79Xa21/P/XqOuo9zGZZ/XjcPpZg3KWUUjab5tLt02dZ76GjdbjdtteOdrsO66Z9LMN2lfVeBvXpmRWMu5RSyjKoT9dt8D7jPZHa4Vme6OmbssuxwK70k0AAAOAlJpgDAEAHBHMAAOiAYA4AAB0QzAEAoAOCOQAAdEAwBwCADgjmAADQAcEcAAA6IJgDAEAHJp/1APjd9dJcQTwEf1PW8ArvXdrl+0mvq14us/6dXG2fXm0+pOMej5PBZL0Tm01Wv8P3s9Pr5INr7Usp2fspJXpHdbXOeid7Lt374X6Ozrnk/AwN6TkUzMtL833jpeYXcwAA6IBgDgAAHRDMAQCgA4I5AAB0QDAHAIAOCOYAANABwRwAADogmAMAQAcEcwAA6IBgDgAAHRDMAQCgA/8Xv6r+GpIt4TUAAAAASUVORK5CYII=" id="imageee41391bc2" transform="scale(1 -1)translate(0 -178.08)" x="1254.911305" y="-7.008695" width="178.08" height="178.08"/>
- </g>
- <g id="text_22">
- <g id="patch_23">
- <path d="M 1417.651972 33.51506
- L 1430.159159 33.51506
- L 1430.159159 16.094435
- L 1417.651972 16.094435
- z
- " style="fill: #440154; stroke: #440154; stroke-linejoin: miter"/>
- </g>
- <!-- R -->
- <g style="fill: #fde725" transform="translate(1417.651972 29.771622)scale(0.18 -0.18)">
- <use xlink:href="#DejaVuSans-52"/>
- </g>
- </g>
- <g id="text_23">
- <g id="patch_24">
- <path d="M 1258.791052 33.51506
- L 1268.820427 33.51506
- L 1268.820427 16.094435
- L 1258.791052 16.094435
- z
- " style="fill: #440154; stroke: #440154; stroke-linejoin: miter"/>
- </g>
- <!-- L -->
- <g style="fill: #fde725" transform="translate(1258.791052 29.771622)scale(0.18 -0.18)">
- <use xlink:href="#DejaVuSans-4c"/>
- </g>
- </g>
- <g id="text_24">
- <g id="patch_25">
- <path d="M 1417.789726 183.309808
- L 1429.242226 183.309808
- L 1429.242226 165.889183
- L 1417.789726 165.889183
- z
- " style="fill: #440154; stroke: #440154; stroke-linejoin: miter"/>
- </g>
- <!-- 7 -->
- <g style="fill: #fde725" transform="translate(1417.789726 179.56637)scale(0.18 -0.18)">
- <defs>
- <path id="DejaVuSans-37" d="M 525 4666
- L 3525 4666
- L 3525 4397
- L 1831 0
- L 1172 0
- L 2766 4134
- L 525 4134
- L 525 4666
- z
- " transform="scale(0.015625)"/>
- </defs>
- <use xlink:href="#DejaVuSans-37"/>
- </g>
- </g>
- </g>
- <g id="axes_9">
- <g clip-path="url(#p116095b917)">
- <image xlink:href="data:image/png;base64,
- 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" id="image1a13bfa312" transform="scale(1 -1)translate(0 -178.08)" x="7.2" y="-201.538122" width="178.08" height="178.08"/>
- </g>
- <g id="text_25">
- <g id="patch_26">
- <path d="M 169.940666 228.044487
- L 182.447854 228.044487
- L 182.447854 210.623862
- L 169.940666 210.623862
- z
- " style="fill: #440154; stroke: #440154; stroke-linejoin: miter"/>
- </g>
- <!-- R -->
- <g style="fill: #fde725" transform="translate(169.940666 224.30105)scale(0.18 -0.18)">
- <use xlink:href="#DejaVuSans-52"/>
- </g>
- </g>
- <g id="text_26">
- <g id="patch_27">
- <path d="M 11.079747 228.044487
- L 21.109122 228.044487
- L 21.109122 210.623862
- L 11.079747 210.623862
- z
- " style="fill: #440154; stroke: #440154; stroke-linejoin: miter"/>
- </g>
- <!-- L -->
- <g style="fill: #fde725" transform="translate(11.079747 224.30105)scale(0.18 -0.18)">
- <use xlink:href="#DejaVuSans-4c"/>
- </g>
- </g>
- <g id="text_27">
- <g id="patch_28">
- <path d="M 170.078421 377.839235
- L 181.530921 377.839235
- L 181.530921 360.41861
- L 170.078421 360.41861
- z
- " style="fill: #440154; stroke: #440154; stroke-linejoin: miter"/>
- </g>
- <!-- 8 -->
- <g style="fill: #fde725" transform="translate(170.078421 374.095798)scale(0.18 -0.18)">
- <defs>
- <path id="DejaVuSans-38" d="M 2034 2216
- Q 1584 2216 1326 1975
- Q 1069 1734 1069 1313
- Q 1069 891 1326 650
- Q 1584 409 2034 409
- Q 2484 409 2743 651
- Q 3003 894 3003 1313
- Q 3003 1734 2745 1975
- Q 2488 2216 2034 2216
- z
- M 1403 2484
- Q 997 2584 770 2862
- Q 544 3141 544 3541
- Q 544 4100 942 4425
- Q 1341 4750 2034 4750
- Q 2731 4750 3128 4425
- Q 3525 4100 3525 3541
- Q 3525 3141 3298 2862
- Q 3072 2584 2669 2484
- Q 3125 2378 3379 2068
- Q 3634 1759 3634 1313
- Q 3634 634 3220 271
- Q 2806 -91 2034 -91
- Q 1263 -91 848 271
- Q 434 634 434 1313
- Q 434 1759 690 2068
- Q 947 2378 1403 2484
- z
- M 1172 3481
- Q 1172 3119 1398 2916
- Q 1625 2713 2034 2713
- Q 2441 2713 2670 2916
- Q 2900 3119 2900 3481
- Q 2900 3844 2670 4047
- Q 2441 4250 2034 4250
- Q 1625 4250 1398 4047
- Q 1172 3844 1172 3481
- z
- " transform="scale(0.015625)"/>
- </defs>
- <use xlink:href="#DejaVuSans-38"/>
- </g>
- </g>
- </g>
- <g id="axes_10">
- <g clip-path="url(#p6036b7c17f)">
- <image xlink:href="data:image/png;base64,
- 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" id="imageb83b88f90d" transform="scale(1 -1)translate(0 -178.08)" x="185.444472" y="-201.538122" width="178.08" height="178.08"/>
- </g>
- <g id="text_28">
- <g id="patch_29">
- <path d="M 348.185138 228.044487
- L 360.692326 228.044487
- L 360.692326 210.623862
- L 348.185138 210.623862
- z
- " style="fill: #440154; stroke: #440154; stroke-linejoin: miter"/>
- </g>
- <!-- R -->
- <g style="fill: #fde725" transform="translate(348.185138 224.30105)scale(0.18 -0.18)">
- <use xlink:href="#DejaVuSans-52"/>
- </g>
- </g>
- <g id="text_29">
- <g id="patch_30">
- <path d="M 189.324219 228.044487
- L 199.353594 228.044487
- L 199.353594 210.623862
- L 189.324219 210.623862
- z
- " style="fill: #440154; stroke: #440154; stroke-linejoin: miter"/>
- </g>
- <!-- L -->
- <g style="fill: #fde725" transform="translate(189.324219 224.30105)scale(0.18 -0.18)">
- <use xlink:href="#DejaVuSans-4c"/>
- </g>
- </g>
- <g id="text_30">
- <g id="patch_31">
- <path d="M 348.322893 377.839235
- L 359.775393 377.839235
- L 359.775393 360.41861
- L 348.322893 360.41861
- z
- " style="fill: #440154; stroke: #440154; stroke-linejoin: miter"/>
- </g>
- <!-- 9 -->
- <g style="fill: #fde725" transform="translate(348.322893 374.095798)scale(0.18 -0.18)">
- <defs>
- <path id="DejaVuSans-39" d="M 703 97
- L 703 672
- Q 941 559 1184 500
- Q 1428 441 1663 441
- Q 2288 441 2617 861
- Q 2947 1281 2994 2138
- Q 2813 1869 2534 1725
- Q 2256 1581 1919 1581
- Q 1219 1581 811 2004
- Q 403 2428 403 3163
- Q 403 3881 828 4315
- Q 1253 4750 1959 4750
- Q 2769 4750 3195 4129
- Q 3622 3509 3622 2328
- Q 3622 1225 3098 567
- Q 2575 -91 1691 -91
- Q 1453 -91 1209 -44
- Q 966 3 703 97
- z
- M 1959 2075
- Q 2384 2075 2632 2365
- Q 2881 2656 2881 3163
- Q 2881 3666 2632 3958
- Q 2384 4250 1959 4250
- Q 1534 4250 1286 3958
- Q 1038 3666 1038 3163
- Q 1038 2656 1286 2365
- Q 1534 2075 1959 2075
- z
- " transform="scale(0.015625)"/>
- </defs>
- <use xlink:href="#DejaVuSans-39"/>
- </g>
- </g>
- </g>
- <g id="axes_11">
- <g clip-path="url(#pf544847433)">
- <image xlink:href="data:image/png;base64,
- 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" id="image69b5d0befc" transform="scale(1 -1)translate(0 -178.08)" x="363.688944" y="-201.538122" width="178.08" height="178.08"/>
- </g>
- <g id="text_31">
- <g id="patch_32">
- <path d="M 526.429611 228.044487
- L 538.936798 228.044487
- L 538.936798 210.623862
- L 526.429611 210.623862
- z
- " style="fill: #440154; stroke: #440154; stroke-linejoin: miter"/>
- </g>
- <!-- R -->
- <g style="fill: #fde725" transform="translate(526.429611 224.30105)scale(0.18 -0.18)">
- <use xlink:href="#DejaVuSans-52"/>
- </g>
- </g>
- <g id="text_32">
- <g id="patch_33">
- <path d="M 367.568692 228.044487
- L 377.598067 228.044487
- L 377.598067 210.623862
- L 367.568692 210.623862
- z
- " style="fill: #440154; stroke: #440154; stroke-linejoin: miter"/>
- </g>
- <!-- L -->
- <g style="fill: #fde725" transform="translate(367.568692 224.30105)scale(0.18 -0.18)">
- <use xlink:href="#DejaVuSans-4c"/>
- </g>
- </g>
- <g id="text_33">
- <g id="patch_34">
- <path d="M 515.114865 377.839235
- L 538.019865 377.839235
- L 538.019865 360.41861
- L 515.114865 360.41861
- z
- " style="fill: #440154; stroke: #440154; stroke-linejoin: miter"/>
- </g>
- <!-- 10 -->
- <g style="fill: #fde725" transform="translate(515.114865 374.095798)scale(0.18 -0.18)">
- <use xlink:href="#DejaVuSans-31"/>
- <use xlink:href="#DejaVuSans-30" x="63.623047"/>
- </g>
- </g>
- </g>
- <g id="axes_12">
- <g clip-path="url(#p20ec85378d)">
- <image xlink:href="data:image/png;base64,
- 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" id="image2f27679893" transform="scale(1 -1)translate(0 -178.08)" x="541.933417" y="-201.538122" width="178.08" height="178.08"/>
- </g>
- <g id="text_34">
- <g id="patch_35">
- <path d="M 704.674083 228.044487
- L 717.18127 228.044487
- L 717.18127 210.623862
- L 704.674083 210.623862
- z
- " style="fill: #440154; stroke: #440154; stroke-linejoin: miter"/>
- </g>
- <!-- R -->
- <g style="fill: #fde725" transform="translate(704.674083 224.30105)scale(0.18 -0.18)">
- <use xlink:href="#DejaVuSans-52"/>
- </g>
- </g>
- <g id="text_35">
- <g id="patch_36">
- <path d="M 545.813164 228.044487
- L 555.842539 228.044487
- L 555.842539 210.623862
- L 545.813164 210.623862
- z
- " style="fill: #440154; stroke: #440154; stroke-linejoin: miter"/>
- </g>
- <!-- L -->
- <g style="fill: #fde725" transform="translate(545.813164 224.30105)scale(0.18 -0.18)">
- <use xlink:href="#DejaVuSans-4c"/>
- </g>
- </g>
- <g id="text_36">
- <g id="patch_37">
- <path d="M 693.359337 377.839235
- L 716.264337 377.839235
- L 716.264337 360.41861
- L 693.359337 360.41861
- z
- " style="fill: #440154; stroke: #440154; stroke-linejoin: miter"/>
- </g>
- <!-- 11 -->
- <g style="fill: #fde725" transform="translate(693.359337 374.095798)scale(0.18 -0.18)">
- <use xlink:href="#DejaVuSans-31"/>
- <use xlink:href="#DejaVuSans-31" x="63.623047"/>
- </g>
- </g>
- </g>
- <g id="axes_13">
- <g clip-path="url(#p17cb25ad2f)">
- <image xlink:href="data:image/png;base64,
- 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" id="image032917b468" transform="scale(1 -1)translate(0 -178.08)" x="720.177889" y="-201.538122" width="178.08" height="178.08"/>
- </g>
- <g id="text_37">
- <g id="patch_38">
- <path d="M 882.918555 228.044487
- L 895.425742 228.044487
- L 895.425742 210.623862
- L 882.918555 210.623862
- z
- " style="fill: #440154; stroke: #440154; stroke-linejoin: miter"/>
- </g>
- <!-- R -->
- <g style="fill: #fde725" transform="translate(882.918555 224.30105)scale(0.18 -0.18)">
- <use xlink:href="#DejaVuSans-52"/>
- </g>
- </g>
- <g id="text_38">
- <g id="patch_39">
- <path d="M 724.057636 228.044487
- L 734.087011 228.044487
- L 734.087011 210.623862
- L 724.057636 210.623862
- z
- " style="fill: #440154; stroke: #440154; stroke-linejoin: miter"/>
- </g>
- <!-- L -->
- <g style="fill: #fde725" transform="translate(724.057636 224.30105)scale(0.18 -0.18)">
- <use xlink:href="#DejaVuSans-4c"/>
- </g>
- </g>
- <g id="text_39">
- <g id="patch_40">
- <path d="M 871.60381 377.839235
- L 894.50881 377.839235
- L 894.50881 360.41861
- L 871.60381 360.41861
- z
- " style="fill: #440154; stroke: #440154; stroke-linejoin: miter"/>
- </g>
- <!-- 12 -->
- <g style="fill: #fde725" transform="translate(871.60381 374.095798)scale(0.18 -0.18)">
- <use xlink:href="#DejaVuSans-31"/>
- <use xlink:href="#DejaVuSans-32" x="63.623047"/>
- </g>
- </g>
- </g>
- <g id="axes_14">
- <g clip-path="url(#p5faef49e69)">
- <image xlink:href="data:image/png;base64,
- 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" id="imagef3fa70101c" transform="scale(1 -1)translate(0 -178.08)" x="898.422361" y="-201.538122" width="178.08" height="178.08"/>
- </g>
- <g id="text_40">
- <g id="patch_41">
- <path d="M 1061.163027 228.044487
- L 1073.670215 228.044487
- L 1073.670215 210.623862
- L 1061.163027 210.623862
- z
- " style="fill: #440154; stroke: #440154; stroke-linejoin: miter"/>
- </g>
- <!-- R -->
- <g style="fill: #fde725" transform="translate(1061.163027 224.30105)scale(0.18 -0.18)">
- <use xlink:href="#DejaVuSans-52"/>
- </g>
- </g>
- <g id="text_41">
- <g id="patch_42">
- <path d="M 902.302108 228.044487
- L 912.331483 228.044487
- L 912.331483 210.623862
- L 902.302108 210.623862
- z
- " style="fill: #440154; stroke: #440154; stroke-linejoin: miter"/>
- </g>
- <!-- L -->
- <g style="fill: #fde725" transform="translate(902.302108 224.30105)scale(0.18 -0.18)">
- <use xlink:href="#DejaVuSans-4c"/>
- </g>
- </g>
- <g id="text_42">
- <g id="patch_43">
- <path d="M 1049.848282 377.839235
- L 1072.753282 377.839235
- L 1072.753282 360.41861
- L 1049.848282 360.41861
- z
- " style="fill: #440154; stroke: #440154; stroke-linejoin: miter"/>
- </g>
- <!-- 13 -->
- <g style="fill: #fde725" transform="translate(1049.848282 374.095798)scale(0.18 -0.18)">
- <use xlink:href="#DejaVuSans-31"/>
- <use xlink:href="#DejaVuSans-33" x="63.623047"/>
- </g>
- </g>
- </g>
- <g id="axes_15">
- <g clip-path="url(#p13f8da9722)">
- <image xlink:href="data:image/png;base64,
- iVBORw0KGgoAAAANSUhEUgAAAuYAAALmCAYAAAAOmVFTAAAxFElEQVR4nO3dT4xlWX4n9HPeexGREZkZmVmVWV3V7nbb3c3gEWbkGUajQWgkmEGzQIPYILFgixB7xJYVW5aIJWIxQqyQhZDQgDQgGNvYAkZjezzGbo/d7uruqurKvxEZES/ivcOiLUbGA3O+1X0rfpn5+ax/+cvfu/fcc79xN6f/6/3fHi3Re1QeGdkokSXnhndBX932BD829ll9lbmXtuR1eVN7f5H+vLuWzCAw6R15YwEAQG2COQAAFCCYAwBAAYI5AAAUIJgDAEABgjkAABQgmAMAQAGCOQAAFCCYAwBAAYI5AAAUIJgDAEABm/hfjLHAGF+CSnP3Pl+79NzJLDBr7LP6HnwjSGq/gL4Knon1Ouo9rm+WmaO1NvYLXpclr/nC9zPqn65b3i6V3s28s3wxBwCAAgRzAAAoQDAHAIACBHMAAChAMAcAgAIEcwAAKEAwBwCAAgRzAAAoQDAHAIACBHMAAChgc9sDvJOWPMo3OVK4tTrHCqdz8+VLjitf+pj1QHq0fTT7brfsLEV6p8a+yL6SStdt8kzwT+d9CH9KnbcnAAC8wwRzAAAoQDAHAIACBHMAAChAMAcAgAIEcwAAKEAwBwCAAgRzAAAoQDAHAIACBHMAAChAMAcAgAI2tz0At6z3256AN0X3d/yfkV6TsQ9KRzhK+Cwnswdzf6FZFpRex8Us/fyE96gM7yD4U7xpAQCgAMEcAAAKEMwBAKAAwRwAAAoQzAEAoADBHAAAChDMAQCgAMEcAAAKEMwBAKAAwRwAAArYLNo9PWp3BEcnL9l7acns6dxpveOQ3x4LHg//RlvyKPT06Pn9/Cx9Hc7yjhj7Snu5b1ulVXrvwyS7CgAAFCCYAwBAAYI5AAAUIJgDAEABgjkAABQgmAMAQAGCOQAAFCCYAwBAAYI5AAAUIJgDAEABgjkAABSwab0v132M5Xqn0t9ZZfYl7w/19QX/dl6wd1+vF+sdG/usfslrnlh67lWwt+yy1i25//tsr+2r8LoERjhLKcn9T9fWm2rJ9/6bmikor8gbCAAA3m2COQAAFCCYAwBAAYI5AAAUIJgDAEABgjkAABQgmAMAQAGCOQAAFCCYAwBAAYI5AAAUIJgDAEABmzZG9i96X6a2mjd5durq4d/CY79c7wWN3S6q76tkXwl/53qd1Qd6uE+MZPR9nfuZXsPkukTXpLXWsqXVxn7+HRetw1Ayx+KW3IfeFWl2gkmFdn4AAHh3CeYAAFCAYA4AAAUI5gAAUIBgDgAABQjmAABQgGAOAAAFCOYAAFCAYA4AAAUI5gAAUMDG0fPw/7LkcdXh0dY9OAp96SO/lzyufFG78Az38Pj5RD88nC9O595na2sER4on67C11kY6eyJ8PvsquC7vylH1b+rcS1syDwXPG+82X8wBAKAAwRwAAAoQzAEAoADBHAAAChDMAQCgAMEcAAAKEMwBAKAAwRwAAAoQzAEAoADBHAAAChDMAQCggM1tDwBvvF7j79u+6lH92I/sP1iv52fp4SwjmCWcu2+W2+aiuVtr/fp6oUkWFt7PHqyVZF211loLr+EYwezpMxGIrskXMHa76dp0lqQ38JOpkSgAAOAdJ5gDAEABgjkAABQgmAMAQAGCOQAAFCCYAwBAAYI5AAAUIJgDAEABgjkAABQgmAMAQAGbFh4pnR7NDPwTSx6FnfZeHWZ/l4/dfr52hEd4B7P3g03Uuh8eZLP04Lpst1nvZL/dz1/v1lprq+x+Jjt5v3OUzXJ9M106wndQsg5ba62t5n9pX4fPxAiu4j79ndkz1IPfmUr2lnTud8aS2SnNcZTmizkAABQgmAMAQAGCOQAAFCCYAwBAAYI5AAAUIJgDAEABgjkAABQgmAMAQAGCOQAAFCCYAwBAAYI5AAAUsGm93/YMsKy+7N+ffb2erh273WK929hHvcdNVp9cx354GPYO9qFVdj/HLvyd11dZfSC6Lqtsb+7Hx1H9/ux8unacv456R/don92ffniQzTLGYrO0fdA7fD5Xx3ei+nFzM18c7kOJaM9q+Z4IbztfzAEAoADBHAAAChDMAQCgAMEcAAAKEMwBAKAAwRwAAAoQzAEAoADBHAAAChDMAQCgAMEcAAAKEMwBAKCAzW0PAF9IX+5vyr7qy/U+CB+53S5onl2TeJb9frp0JHO31lb3703X9qOjqHfry93Pcf8kqu+vXs/3fvkqm+V8vndrrfWT4/na1d2od9sEa2uzznpf30Tl4+xsvjbs3VfL7UNjex3V98ODoDh7JvbhLLCIdC8fY5k5FuaLOQAAFCCYAwBAAYI5AAAUIJgDAEABgjkAABQgmAMAQAGCOQAAFCCYAwBAAYI5AAAUIJgDAEAB4ZncsJDwOPmsdXiM7zo8InwfHPsbHlXfDw+zWQLp8eOrB/fna5Mj2Vtr4yaYJTwGfbzOjqpvq+D+X1xkve/fm69NjlhvrY2rbVTfg7U4Li6j3i155tJnP1xb/f78uu3JOmyt7X70dL73Ovudaf24upovDve4frBcVIj2obFfbI43WnpUfaLSsfaVZlmQL+YAAFCAYA4AAAUI5gAAUIBgDgAABQjmAABQgGAOAAAFCOYAAFCAYA4AAAUI5gAAUIBgDgAABQjmAABQwOa2B+At1uf/7uurvuAgof3I6sd+urQfHWWtb26ma1f370W9e3B/WmutHx5M147z86z3/fvzxeFa6eF1GWfB7OlaWQXPRLhW2sPTrP5Vco+uo9b90cP54surqPe42WX1r15F9Yn1V57Mz3F5GfXevzqL6vtm/nU+dvN71o/r56/5KtgnWsv2lf02W4fJ3sz/hx6+m0e4J/Jn+GIOAAAFCOYAAFCAYA4AAAUI5gAAUIBgDgAABQjmAABQgGAOAAAFCOYAAFCAYA4AAAUI5gAAUMD8Gb6woJEebR7o63X2D8JjnPvx8Xzr7TbqvTo5mZ/jIDsKe1xcZPXJdenh3/zX80dt7x8/ilr3jz/JZvlo/pj19tmzqPU4CLbcZy+i3u11dj/bav6o7ZEes/385XRpP72X9Q7XbTs4nK/dzx8931pr4/z1dG2/O/8st9ba+ugoqt8/n18v4SHr2Rzb+We5tdZWx3ema/vqJuo99gt+ewzfE2+s9NnnJ+aLOQAAFCCYAwBAAYI5AAAUIJgDAEABgjkAABQgmAMAQAGCOQAAFCCYAwBAAYI5AAAUIJgDAEABgjkAABSwue0BeIP0On/H9YNg6e52We/Dw6h+bLfTtauTk8V6j6urqHffZI9/P70/P8uLl1HvsdvPF4fLsJ/ei+ovP5z/nYerbJjzb59O194/v4h6t8ODqHx//3i6dvX0VTbLGPOlL8+y3gfZ89nC5yLR7wbPc7gPpVbJ83n+Ouqd7C29raPe+4vL6dpVuMbbzU1UPha+R2+k3m97gi8u2IcqqZO0AADgHSaYAwBAAYI5AAAUIJgDAEABgjkAABQgmAMAQAGCOQAAFCCYAwBAAYI5AAAUIJgDAEAB2Znc1NeX+1urrxY8mjedOzg6uR+GR3jvg+PhW2ur4zvzxSPr3YIj3/tR+DtTyXHV+/Ao5OD2r15mx4lff/W9qL4Hs/erbdT7+Tfnt9x7v30U9e6X2Sz940+na0d4tHV/cDpfu5k/Sr611saLV1F9WwdHxIfP5/7l/Cyrx9k6HC9eRvVtM7+2RnhUfQ+OZR/hVt5XwdzhOhzpPpS8h9K9nC9fsG5buLaW5Is5AAAUIJgDAEABgjkAABQgmAMAQAGCOQAAFCCYAwBAAYI5AAAUIJgDAEABgjkAABQgmAMAQAGCOQAAFLC57QH4Z+jvxt9OfR3+ztX80h27XTbL4WE2y37M1x4eRK1Xd5LfuY9695M7Uf04O58vfvJeNsvVdrr25V/6KOp9/7c/z2Z5fTldO46y+/ngH8+vxeuvPoh6H/7BZ1F93wRrawRrvLU2Nuv54mfBumqt9Xt3s1levZovDq5Ja6314NnfP30e9V69/yiq33/6o6A42yvaOrifV1dR62gdpntcMndrrY35/iN7rXAbwn2rincj9QEAQHGCOQAAFCCYAwBAAYI5AAAUIJgDAEABgjkAABQgmAMAQAGCOQAAFCCYAwBAAYI5AAAUIJgDAEABm9segDfH2I+ovq/6fO+bm6z34eF8bZ+fo7XW2n4flY8xf11WD06zWa6vg0GyudvVNirvd+5M1+4PD7LewSx3Pg/nfnkW1e++9mS69uZe9jsv3p//FnLyg13Uu23WUfnYZtcx6n1n/rqET2drwfPWWmv97t2gOJtm9Pn72a+z6z1evIrqV+89mu99lj0T+4vLqH4x6R63Dp+J62BtBff+x83D2Xln+WIOAAAFCOYAAFCAYA4AAAUI5gAAUIBgDgAABQjmAABQgGAOAAAFCOYAAFCAYA4AAAUI5gAAUMDmtgfgnyE9xjc8Jriv4gOxk+bzpeER7mM7f1T96vRe1vv8dVS/evhgvver7JjtyCZ8nMPjqttu/oj41Y+eRa3H+w+naw//OOvd7hxF5auXF9O1R3/8adT79ODr07UjPB6+Bc9Ea631VbBXJLWttRHU93X4fejmJptlt+BR6OEsiRH27gvO0oO9IjjU/sf1ydzpnrVPp5mXvjvHPljn6Xuff7p0D13KyNahL+YAAFCAYA4AAAUI5gAAUIBgDgAABQjmAABQgGAOAAAFCOYAAFCAYA4AAAUI5gAAUIBgDgAABQjmAABQwOa2B+B2jf2Yru2rnjYPp5m3uns8P8blVdS7H8/3bq21dudovvb6Ouu922X1S/Y+vrPMHK21m9P53qvjg6j3+pPnUf3VNx9P19558SrqffB8fi2efeMk6v3gs2Adpo4Oo/J+FazzTfYaGlfbqD7RN+vsHxzOr8Vxfp7Nss6+m43Ly/ned+9GvffnPwoGyfb9fji/tsZ2uXsf6+F3zRHu/Xy5xnwWaq211sM8FPDFHAAAChDMAQCgAMEcAAAKEMwBAKAAwRwAAAoQzAEAoADBHAAAChDMAQCgAMEcAAAKEMwBAKCA7Cxkvnzpsb9x++BY2XV4XPV+/ojbcTV/VHlrrY2bm0Xm+ELCY9kjB8FR6Mm9bK2N8AjifrObLz7Itpb9nfm1tT/K1uH6s+y6rLbzR4rvPnoc9b78yvF07f0/OIt6p9e8XQfPUFLbWrt5fG+6Nn4JXWXHsvej4BlK9pXWWtsFz8Qm/KW77Gj7pP94la2t1en8/dy/eBn1Htvsfka9w70/eR+O5N6n0vf+CNfKuyJ5x/XsPbEkX8wBAKAAwRwAAAoQzAEAoADBHAAAChDMAQCgAMEcAAAKEMwBAKAAwRwAAAoQzAEAoADBHAAAChDMAQCggM1tD8BPV1/1qH7sx3zvPl8bW6+z+mTug2yZ98PDbJaxn69Nf2dyPx8/ilr356+i+nF8NF27Pz2Oeh9+/GK69vW334t6bz54GNX33fz9/N3/4CTq/cHfm7//xz8In+VwbSW/c/fe3aj36uJmvvf9O1HvzcuDqH5cXk7X9vv3ot7t8ioYJNw/w728XW+X651YcC+P9tq27Psw1n0H/dL1Bdf5gqwUAAAoQDAHAIACBHMAAChAMAcAgAIEcwAAKEAwBwCAAgRzAAAoQDAHAIACBHMAAChAMAcAgAIEcwAAKGBz2wPwU9azv7X6Oige+2yWxC6sXweD77O5+8PTqH68fDVfvMkeub4K7uf5RdT7+mefRPWXHxxN1977/RdR7+1XH0zXvn6SXcOxPo7qX/zcfP8nvzqi3kcv5xf6y2/di3qP8DNLMsvh023U++bRnenaF988jHo/vs6e59Xrq/niF8Gz3Fob907mi5Pa1lp7lj1D0Z54fRO1HtfBNQz19fzCHaNnzXfpiwVuny/mAABQgGAOAAAFCOYAAFCAYA4AAAUI5gAAUIBgDgAABQjmAABQgGAOAAAFCOYAAFCAYA4AAAVkZ1vz09EX/HtoZMdVR8c4L3i6cT+aP+69tdbG9nq++CD4ja218fmzqD6yz45wbw9P52tH1vvFt7Mjwh//D38wP8qD+1Hv9ev5+/nod7PjxM+/dhzVn/3s/HVcX0at2/3/af4hOvn4Iuq932T7ytnPzl+XT//i3aj3R78yf4T7k1/Pnrf+OjsevofHz0denM3XPriX9b5ZcO5QD94T0d7cWmvrPj9Hn69trbVwt219Nd9/pHs5TPLFHAAAChDMAQCgAMEcAAAKEMwBAKAAwRwAAAoQzAEAoADBHAAAChDMAQCgAMEcAAAKEMwBAKAAwRwAAArY3PYA/HSN/Yjqe5+vj3sfzC+vcXUV9V49OJ0vDuduY5/VB/qdo+wfbK+nSz//V382av34f/k4qh+7+ety8/7dqPfm+cV07cXXg3vfWnv+7XVUf+dbL6Zrb37zQdT7xc8fTtee/mHUuu0Psu8sn/7lPl37+O9nz8TZ1+Z/53ufv456v/oLH0T19//Rs/niu8dR7/50fq2MF2dR77bO1m1kM3/vW2utjWAPvQp7R2OEe3naP31XBPpq/rosOQf1+WIOAAAFCOYAAFCAYA4AAAUI5gAAUIBgDgAABQjmAABQgGAOAAAFCOYAAFCAYA4AAAUI5gAAUMD8mem8nRY8fr7tdsv1TqS/MT0OOTg6e1xeRa23v/Tz07Xv/68fR73T39lP7mT9o+bzx1X38PY8+T+3Uf35D06na5/+YjbM6R/Oz9LDZXv1KDvCffON4Ij4v3836n35aP5+fvpXH0a9t6fZke93/+hgunb97DzqvaR+MD93a62Ny8v54oPDrPfF6+navslixdheR/VL6qtsbZXRw2+sS773+Yn5Yg4AAAUI5gAAUIBgDgAABQjmAABQgGAOAAAFCOYAAFCAYA4AAAUI5gAAUIBgDgAABQjmAABQgGAOAAAFbG57AG7Zej1d2ttuwUFC1zfTpeNmvra11vrxnXSaee8/isoPP34xXTsur6Le6e8c5xfTtdtHh1HvzfP53t/9m9m29dGvjKh+zD8S7eHvRq3b1aP52e//4/Oo98FpMHhr7dF/c3e6NrkmrbW2uZi/5k//ynXU+5v/VXY/X/y5+9O1q918bWutPfjtZ/PF+33Uuz17mdUHe3lL98SD4Jnr2fe+aH/eZ/ce3kS+mAMAQAGCOQAAFCCYAwBAAYI5AAAUIJgDAEABgjkAABQgmAMAQAGCOQAAFCCYAwBAAYI5AAAUIJgDAEABm9segNvVe58v3mTLZdzczBev11Hv/dXVdO3q5CTq3Xa7rD6YvV9ts977MV06Li6j1vOd/8QH702X7o6yv/n3d4/maw+zydeX+6j+6V+YfyYOn2a/88W35+vX22zdvn6cPUPX9+Z/5/nXsmu4P5yv/9bfznpvXmXP0GlQvz6b31daa+36vfl7dPD5edQ73RNbst+Gn+TGdv4e9R7uLOl+u6AR7Lc9vD9jyd85smeI2nwxBwCAAgRzAAAoQDAHAIACBHMAAChAMAcAgAIEcwAAKEAwBwCAAgRzAAAoQDAHAIACBHMAACggO2Od8vpq/pjt2Gq5v+MWPd44PK6437uXzfLy1Xzx9jrqnRzL3U+Oo9YjOcK7tdZfnE3XHj27G/XeH8yvrQ9+PVvjR0+zY9Yf/eb87P/ef/jLUe//7L/4t6Zrjz+5jHrfHM8fD99aa68/mr+Oq5+5iHrf/bX5a9ivs/uzOs/qk32rP3sZtT4MnolxN3s+dx8+iupXr7fzxT96HvXuPdsrsuYLvlcOwoizDa5h+F6BWb6YAwBAAYI5AAAUIJgDAEABgjkAABQgmAMAQAGCOQAAFCCYAwBAAYI5AAAUIJgDAEABgjkAABQgmAMAQAGb2x6A2zXGmC/e7ZYbpPfFWo/tdVTfb26y/2A1P/u4DmfJJsms11H5OD6art08v4p692Ad3v1+tm31XbDGW2unf7Sdrv0v/5N/M+p9/jfnr8ur755EvR/8o5dR/X5zOl37ydcOo95f/b/m1/nrr96Jep8+v4zqrx/PX8ejF2dR73E1v1b2Hz6Keq8usr2i7efX+bjMrmHfzD9zYzt/TX78D/ZBafYsJ3tza621Pv+tciz5PuSd5os5AAAUIJgDAEABgjkAABQgmAMAQAGCOQAAFCCYAwBAAYI5AAAUIJgDAEABgjkAABQgmAMAQAHZ2db8dARHECdHBP+4dXZkcc9OZc8kR76vst/Ze3DUclLbWhuvL7L64Dj53oN731pr94/m5wjn7nezI9/bq/Pp0u03suPHNxfLHW/9vb9xP6q/ejh/P9//rex5+9n/en6d95Fdk769ieqPXsyvxY/+brZRrLfzx8nf7LJnf/U6O07+4smD6drDT+9Gvfvr+euy/tHLqPc4f53Nsgle5+vwvbLdzhenR9UH77i+CvfP8H3YVsG7Yrkti3ecL+YAAFCAYA4AAAUI5gAAUIBgDgAABQjmAABQgGAOAAAFCOYAAFCAYA4AAAUI5gAAUIBgDgAABQjmAABQwOa2B3gn9Tp/D/Xep2vHbp/1Xs//zrHdRr2jOdJ/sF5n/Vfx/zDv4nJ+juM7Uevx8lVUf/avfGu69uR751Hvp794Ol37/M9HrdvR06z+7vfn7+fmInsmPvuLB9O17//Dm6j39ZO7Uf0Ilvn2XrbGr04Pp2uf/MbLqPfZv/BBVH/yw/m95dUvPIp6n/7v358vvtlFvfvB/FpprbVxeTVfnO5x+zE/x5iv/ZN/MF96nfXuq+z5bC27LpERzFIoI/Dlc/cBAKAAwRwAAAoQzAEAoADBHAAAChDMAQCgAMEcAAAKEMwBAKAAwRwAAAoQzAEAoADBHAAAChDMAQCggM1tD/CF9fBvirFftn/Uuk/Xjv1YbI5Yeg2Tv/vC39nX8737yUnUu11vo/LxMx9N164+f5nNkri+yerX66j81dfmt4u+uxv1vno4/0x88Bu7qPcP/tp879Za+/rfme9/8PI66r29dzxde/ZRdn/u/d6LqP7y/YfTtQ+/cxX1Pv/ocLr28186jXo/+fWnUf32g/m1ePQ0u5/j7vz9bJ8/j3q3XbbOI+FeMcb8/jzSuYO9P3l3tpa/P3v2yGUWzBS8XawUAAAoQDAHAIACBHMAAChAMAcAgAIEcwAAKEAwBwCAAgRzAAAoQDAHAIACBHMAAChAMAcAgALmz9iuJj0ePj0ON+kf9k6PCU7ERxYHRy3HkiPfwzmSuft+waOtW2url68X7T9rPLiX1W+ydfvBb7yarl2fZUe4Hz2dP9r8xbdOot7jUTbLp3/pznTt3Y+zLfTO8/l95b3fOot6p8/Q0bP54+dvjrOzyn/4r80/c8ffPYh6P/mV7HnevNpO165eZM/y/t78ul33bG9up/ez+sD+s8/DfxC+b4tI34dtwXdzJM03vFV8MQcAgAIEcwAAKEAwBwCAAgRzAAAoQDAHAIACBHMAAChAMAcAgAIEcwAAKEAwBwCAAgRzAAAoQDAHAIACNrc9wJdm7G97gi+kr/qy/8Fut1jrsb1erHdkP7L6Hv69OoL+hwdZ75vg/uyyNb57eBzVr8+u5ovDe//sF96frr05zp6J9//no6g+uZ+H59na+uTfuZiu/cZ/fhj17lfZs3z+4Xz/e98L7n1r7fS359fWQXgNrz+8H9UffvfpdO3ZL34l6n38vfP54vU66h3tK6211uefi37nTtb7av7+j5ubrHfyjlvudQVl+GIOAAAFCOYAAFCAYA4AAAUI5gAAUIBgDgAABQjmAABQgGAOAAAFCOYAAFCAYA4AAAUI5gAAUMDmtgcoKz2WfSEjPU5+Qf0gXC7J7MmxzGHvsd1mvVfhvQ+uS7/JzpQex8Fx8vt91Ht9lh2zfvbtB9O1m/Psdz753+aPTf/+X38/6j3CpbV9OP8PXn+YNd/v59fW9Un2vG1eZOv24GJ+vXzvrx9HvT/61flnbr/OruHmRbZud49Pp2vXV9kzlBjb6+wfXGW/s9+/t1jvdnxnsd59vZ6uHbtw/4zfn/P9e/jOSmfn3VUjfQIAwDtOMAcAgAIEcwAAKEAwBwCAAgRzAAAoQDAHAIACBHMAAChAMAcAgAIEcwAAKEAwBwCAAgRzAAAoYHPbA/Dm6L1H9WPs5ov32d+I/fBgvngXzNFaWz18ENXvT46ma/uL86h3315P147j+Tlaa2318nVUf3P0cLr23ney3/n8Fx9N1z7+zcuo9x//jey6fPXvzV/z7f1s3V5+fjxde/d3Ps56f/NJVP/s2/Pb/3v/8g+j3j/cfzhduz8YUe+f++VsH7p8cme69uT3n0a9x/FhULyPerebm2yWs+x5jgSzrI7nr3drre3PL9JppvVVtlYSY5+t29aDvSJdK7xVfDEHAIACBHMAAChAMAcAgAIEcwAAKEAwBwCAAgRzAAAoQDAHAIACBHMAAChAMAcAgAIEcwAAKEAwBwCAAja3PQC3q6/6dO0YY7lBgjlaa21cXc0Xr9dR7/2z51H9ajPffxxkj9zu8f3p2s3HT6Pe+/fme7fW2qPf+GS6dvv1R1Hvu9+fv5/X97JruH2yi+qvHs7fz3/3P/7vot5/7eT3pmv/o3/w70e9jz45i+p3d46maz/5rQ+i3g9/ML9XHL7K9pU/+lsPovqf++Xn07X99WXUu714NV06PnwStV6dvY7qx9PnQfNsv237+Xs0rm+i1n09/31wjHDuXfbsj+B3LqqH30zHfpk5uBW+mAMAQAGCOQAAFCCYAwBAAYI5AAAUIJgDAEABgjkAABQgmAMAQAGCOQAAFCCYAwBAAYI5AAAUkJ1t/S5JjrhNj89dUE+Ptg+OIO4tO9440Xs2d793d6FJWhuX88fDt9baePZiurbfPYl6b4JjuccuO5Z59TxcK8F1Gf29qPfBs/nfefCD7P48+bUPo/qzr85fl//0f/w3ot6/+pd/d7p2/Sr7na+/cRrV3/ve/LP/+eOodfvKf//d6dpxmj3Ld3+Y1X/2Lz2Yrn34nTtR76Pf/f507fZx9uwfhK+V/upsvvbwMOo9zoN96OYm6t2Cd1Asfjcv946DWXUSJQAAvMMEcwAAKEAwBwCAAgRzAAAoQDAHAIACBHMAAChAMAcAgAIEcwAAKEAwBwCAAgRzAAAoQDAHAIACNrc9wFth7LP6vtzfQ2M/ovq+6gtN0lrfzC+vscuu4bi4XGSOL2LsdvPF19dR72j2m5uod7vaZvWBox+8jOq3X7k/XXvxwcOo93u/fRbV96v5e3T50b2o9z/8nT8/XfvRxQ+i3id/+CKqv3rw3nTtP/e3z6Pe+4fz9/Pszz2Iej/959dR/Ye/fjVde/Cj11Hv3deeTNf2XbY3rz57HtXvt8Hessqu4f5q/hq2ZD9sLXsfpu/aSt7k2flS+WIOAAAFCOYAAFCAYA4AAAUI5gAAUIBgDgAABQjmAABQgGAOAAAFCOYAAFCAYA4AAAUI5gAAUMCyZ5XzVhn77EjpNoL68Lji3ueXbl+Hx08nR1u3Fv3O1d2TrPV5cET4qme9k/vTWut9vv94mh0Pf/Ry/sj3g2fZEe6XH93LZvl8vnZzmR0/3ncH07X7+8dR79Wri6j+6OX87Nf3D6PeF9+6O137/FvZ96Fv/LdPo/rV5y+na0dy9HxrbXV6f7p2He4r4yZbW6t789d89/RZ1Lsle3+430a9e/gtMXyvLCqZvdLcfOl8MQcAgAIEcwAAKEAwBwCAAgRzAAAoQDAHAIACBHMAAChAMAcAgAIEcwAAKEAwBwCAAgRzAAAoQDAHAIACNrc9wFuhv7l/34z9mK7tq5413+3ma8NrOHb7+eKbm6h3qvf56zLuHGW9V/PXZbw6i3q3i8uofHzl8XRtP3udzbJZZ/WBq4dZ792d4+nazetgHbbWPviVZ9O1PXl+WmsX33w/qu9B+6e/kK3byyfztV//O+dR79XTV1F9S56hD4PBW2v9+fws4/o66314ENUnz3/fhK/+Mf+eGNtt1nvB92fyflvcCPaK9JokvSnvzU2UAADwFhHMAQCgAMEcAAAKEMwBAKAAwRwAAAoQzAEAoADBHAAAChDMAQCgAMEcAAAKEMwBAKAAwRwAAArY3PYAvL3GfkzX9oOeNd/t5mv3+6h1X2d/r47dfP/+6edR7/bowXzt9jrrvQqv+cuz6dLx+FHUup9fzNfeZPfz9DvnUf1+M3//rx4fRb1f//zpdO3JH72Meh8+u4zqP/mr82vr9Ls3Ue+P/u6z6dr+6nXUe1yH6/z03vwsn2TP57gJrkv4vCX7Z2utjWBP7Ot11nsEe/nhYdZ7u43q3wkj2+N4u/hiDgAABQjmAABQgGAOAAAFCOYAAFCAYA4AAAUI5gAAUIBgDgAABQjmAABQgGAOAAAFCOYAAFDA5rYH4M2RHhHdkyOog+Ok/6T5fO0q+/szOdq6tdZWd4/ne1/MHz3/4+bBNTzKjodP9R7M8uIsa354MD/HWXaE+/rleVS/+8bj6do7n2T38/zrJ9O1fZc9b5/9ldOo/ujF/LHf937zh1HvcRC8WtJn//ReVv/0+XztKjuqPlm3Ldw/x6tX2SzJPpfsK621cX45XdvvhPvQev6aj+ubrDe8gXwxBwCAAgRzAAAoQDAHAIACBHMAAChAMAcAgAIEcwAAKEAwBwCAAgRzAAAoQDAHAIACBHMAAChAMAcAgAI2tz3AW2Hss/ru76Gf2KpPl47tNmv98EE2y/Z6vna9jlrvX57Nt/6ZD6PebZet2/Hq1XRtv3Mn633/ZL72aL62tdZWL86j+s3Z/Ho5/8a9qPfpb/5ourZf30S9d4fzz0Rrrd37OOuf6MkzcXiQ9X59mQ1zfDxdOi7D3vdP53t/7wdZ79R+/nkel1dR634wHxXS3sleDu8CCREAAAoQzAEAoADBHAAAChDMAQCgAMEcAAAKEMwBAKAAwRwAAAoQzAEAoADBHAAAChDMAQCggPlzdvnpGdlR6JFe52+tsR+L9e5tN1+7WXaZ7y/mj/Fe3Z0/Hry11tqYv4b7H34ate5f+yiq3z/+2nTt+tmrqHfbzT8Tq8+eR61Hcjx8a63dn79H934vm2X33t3p2s0Ps97Hn2f7yuHL+euyfzA/d2utrT59Nl07gqPkfzxMuK/s5/eK9uhB1Hp8/5P54oODrHd6tP2Sgudz7ILr3VoLtvLcku9aWEidFAcAAO8wwRwAAAoQzAEAoADBHAAAChDMAQCgAMEcAAAKEMwBAKAAwRwAAAoQzAEAoADBHAAAChDMAQCggM1tDwBfxNiP6doe9t4/fxHVr05OpmvHbp8Ns14vU9taGz/4NKpfHXx1unb/8F7W+/lZUJx9T9h/4ytRfb+Zv0f94iLqvbncTtee/YsfRr3vfe8yqj/4o8/mi8f889Zaa2MfrvOseVb/3sP52pfBOmytteB3jt0u672gdJa+mt9Fe7oPFbouUIEv5gAAUIBgDgAABQjmAABQgGAOAAAFCOYAAFCAYA4AAAUI5gAAUIBgDgAABQjmAABQgGAOAAAFbG57AFjauLnJ/kEP/14Njqse59mx6f3wIJtlQeO735+uXb33KOp989F8/frZedR7BPentdae/tKD6doHv38Y9T78zg+nay8fZkeb3/sHn0f1rc9fl/3D+1Hr1avgHu1H1HtcXkX17enz+d7b66z3KtgrrsN9aOyz+kAPn4m+mY8K+/QaJr8z3ZvhDWSVAwBAAYI5AAAUIJgDAEABgjkAABQgmAMAQAGCOQAAFCCYAwBAAYI5AAAUIJgDAEABgjkAABQgmAMAQAGb2x6An7KxX653X/DvuHTuBWfp66z3/uJyunb18EHW+/mL+eJVj3q33S4q74eH07X7p8+i3ptk9ptw7gcnUf37/8f87Bdfvx/1PhxjuvbR77yKeo/Dg6i+X1xN166evYx6t2SWq/nnp7XWxvl5Nst6Pd/7cv6atJbtFau7x1Hvsb3O6q9v5mvDZ78F6zbVk/uTzg1vIF/MAQCgAMEcAAAKEMwBAKAAwRwAAAoQzAEAoADBHAAAChDMAQCgAMEcAAAKEMwBAKAAwRwAAAoQzAEAoIDNbQ/AG2Tsl+vdw78Rg1nGPus9ttdR/erOUVQfSa55+Dv78XE2y243XTpubqLW4/z1dG2/cyfq3S+zWRInv/adqH70Pl0bz/30+WKztPCZ6CfzayteK8E6bK211eHBfO9VcE1a9gztz86j3ul+24+Cfegm+51juw0GCffb/Yjq4W3nizkAABQgmAMAQAGCOQAAFCCYAwBAAYI5AAAUIJgDAEABgjkAABQgmAMAQAGCOQAAFCCYAwBAAZvbHgBaa/Hx0+mxz1Hr9TqqT44IHy9fhsPM/86+Dq/JdXjM+r2707WroLa11vaffT5fHB7hvgqvyzi5M13b78zXttbauLycrl29Co9wf3AalSfXfHX3JOt9/nq+d7hW0uczEjzLrbW2PwvuUbjHrU7Ca/56/pqP/Yh6J/qqR/VLzgJvIl/MAQCgAMEcAAAKEMwBAKAAwRwAAAoQzAEAoADBHAAAChDMAQCgAMEcAAAKEMwBAKAAwRwAAAoQzAEAoIDNbQ8Aixv7rHyXte9tPV97kD1yY38z3/vwMOu93Wb1ry+C4hH1Xj1+b774Kpz72Yuovt/ML4DomrTWxs38/Wxn51nvy6uofvXk/fnez7NruHpwOt/75auo97gOruEXqI+s+nRpPzyOWqfPZ9/M7y1jex31bn3+G97YZ89+uj/D284XcwAAKEAwBwCAAgRzAAAoQDAHAIACBHMAAChAMAcAgAIEcwAAKEAwBwCAAgRzAAAoQDAHAIACsvPBoYrkGOfgOOm4d2ttzJ/g3sYuKG6trQ4Ppmv3F5dR777Orks0+/nrqPf+5dl07fr9R1Hvfvckqm/74P4H96e11lpwzHp8bPrIjkIfz19M18Zraxdcw+R6ty+wbm9u5ovX66h3S56J6+x+jvR+Xge/MxXuicAX54s5AAAUIJgDAEABgjkAABQgmAMAQAGCOQAAFCCYAwBAAYI5AAAUIJgDAEABgjkAABQgmAMAQAGCOQAAFLC57QFgcWN/2xP8P/qqL9c87D124XVJ+q/Cv/lvbqZLd58/y3qn978Hs4e9+9HRfOvtNuvdw/t/PX/NVycnUe/969fzxbtd1Lut18vVLzjLfnsdte7h70z2lpH+TuBL44s5AAAUIJgDAEABgjkAABQgmAMAQAGCOQAAFCCYAwBAAYI5AAAUIJgDAEABgjkAABQgmAMAQAGCOQAAFLC57QGgnB7+vTr2QfE6az3GdG1fZ73311dRfV/Nbxdju416R6LrvbDwmo+bm/ni3S7rHc7Sg/77s/Ood1v1rD6xn38mWmvRehlh79Um+J3pNQnXeTo78BMI3s0pX8wBAKAAwRwAAAoQzAEAoADBHAAAChDMAQCgAMEcAAAKEMwBAKAAwRwAAAoQzAEAoADBHAAACpg/YxveFemR733Bv2+DY7b311dR654eJ389f5x8D48f75v5rWiERyH3vuDx8KsF7/2Sc7fWWnL/0+Ond7usPjAW7J0au2CvWPB5+/E/CGZJ96x0T4S3XbI/h/unL+YAAFCAYA4AAAUI5gAAUIBgDgAABQjmAABQgGAOAAAFCOYAAFCAYA4AAAUI5gAAUIBgDgAABQjmAABQwOa2B4A33tgHpdnfwn0137uvetR7SWM/svrt9UKTtJZN0lpfr+eLd/P3p7UWrpVs8vj+39yUmCXtnYruZ3oNd7vp0rGdr22ttdYX/G4WrEOIjOB57uHzlvROpbMsyBdzAAAoQDAHAIACBHMAAChAMAcAgAIEcwAAKEAwBwCAAgRzAAAoQDAHAIACBHMAAChAMAcAgAI2tz0AvFPCo7BHcop3fIR3dkR4dLT5ktJrmB4nv17ue8UY88c+977wUfUHwfZ/fZM1D+5Ruq7GLlu34+Y6qo/Ezxy85Qodbb+osdz+bFcBAIACBHMAAChAMAcAgAIEcwAAKEAwBwCAAgRzAAAoQDAHAIACBHMAAChAMAcAgAIEcwAAKEAwBwCAAja3PQBwS8Y+K98tNMfC+qpH9fvt9UKTLCy+n/M3NL2GYz+C6nBhhb+z9Tf0+1P6O6ltJM/Ewnr2PC+m0jUp5A3dsQAA4O0imAMAQAGCOQAAFCCYAwBAAYI5AAAUIJgDAEABgjkAABQgmAMAQAGCOQAAFCCYAwBAAYI5AAAUsLntAYCfkrG/7Qn+iSVn6dn3hLEfCw2S66s+XVtp7tSivzO8/6WeC95dff6ZiI3wGUrr3wWFrokv5gAAUIBgDgAABQjmAABQgGAOAAAFCOYAAFCAYA4AAAUI5gAAUIBgDgAABQjmAABQgGAOAAAFbG57AOANkRxt/gYfm54cJ59Kjp9P5xj77Jon/ZO5/+QfZPWJdG3BrORY9r7cPlHpeHi+fHY4AAAoQDAHAIACBHMAAChAMAcAgAIEcwAAKEAwBwCAAgRzAAAoQDAHAIACBHMAAChAMAcAgAIEcwAAKGBz2wMA/z/6O/K3c6HfOXa7+eIF5x77sVjvxfsXup+RdO6xX2YObkfvtz3Bj1WZo7XWxrL7EH/WG7p7AgDA20UwBwCAAgRzAAAoQDAHAIACBHMAAChAMAcAgAIEcwAAKEAwBwCAAgRzAAAoQDAHAIACNrc9wJ9S6ejXSkfi8u5y5PeftfRx72/qcfKhvprf48Z+wb250hqvNAtfvkoZhHfWu/EGAgCA4gRzAAAoQDAHAIACBHMAAChAMAcAgAIEcwAAKEAwBwCAAgRzAAAoQDAHAIACBHMAAChAMAcAgAL+b+hfs10g4a6EAAAAAElFTkSuQmCC" id="imagefbc9ee69c1" transform="scale(1 -1)translate(0 -178.08)" x="1076.666833" y="-201.538122" width="178.08" height="178.08"/>
- </g>
- <g id="text_43">
- <g id="patch_44">
- <path d="M 1239.407499 228.044487
- L 1251.914687 228.044487
- L 1251.914687 210.623862
- L 1239.407499 210.623862
- z
- " style="fill: #440154; stroke: #440154; stroke-linejoin: miter"/>
- </g>
- <!-- R -->
- <g style="fill: #fde725" transform="translate(1239.407499 224.30105)scale(0.18 -0.18)">
- <use xlink:href="#DejaVuSans-52"/>
- </g>
- </g>
- <g id="text_44">
- <g id="patch_45">
- <path d="M 1080.54658 228.044487
- L 1090.575955 228.044487
- L 1090.575955 210.623862
- L 1080.54658 210.623862
- z
- " style="fill: #440154; stroke: #440154; stroke-linejoin: miter"/>
- </g>
- <!-- L -->
- <g style="fill: #fde725" transform="translate(1080.54658 224.30105)scale(0.18 -0.18)">
- <use xlink:href="#DejaVuSans-4c"/>
- </g>
- </g>
- <g id="text_45">
- <g id="patch_46">
- <path d="M 1228.092754 377.839235
- L 1250.997754 377.839235
- L 1250.997754 360.41861
- L 1228.092754 360.41861
- z
- " style="fill: #440154; stroke: #440154; stroke-linejoin: miter"/>
- </g>
- <!-- 14 -->
- <g style="fill: #fde725" transform="translate(1228.092754 374.095798)scale(0.18 -0.18)">
- <use xlink:href="#DejaVuSans-31"/>
- <use xlink:href="#DejaVuSans-34" x="63.623047"/>
- </g>
- </g>
- </g>
- <g id="axes_16">
- <g clip-path="url(#p1e659bd440)">
- <image xlink:href="data:image/png;base64,
- iVBORw0KGgoAAAANSUhEUgAAAuYAAAGLCAYAAACLG1dKAAAOYElEQVR4nO3YXXIrtxWFUYCkbpJ5ZQqZ/zAcX6kbefCDyxUn1Vu+MDettZ4h1CH6hx81/3n71xr8MfP27Ak+bd7ms0fY74WvT2TztZz3+/W1396ivde/f76++C3bO3ae+/ZeG1+3M7z+ySzpmdyuP3Pz8Yi2XseRzZII5h5jZOey89qP8FzObJZ5v34uK/ycM7lv02f//T1aHs0enuHW9/POZyL9/lzBM7Fz7zHGSq9RiS9SLAAA0E2YAwBAAWEOAAAFhDkAABQQ5gAAUECYAwBAAWEOAAAFhDkAABQQ5gAAUECYAwBAAWEOAAAFhDkAABQQ5gAAUECYAwBAAWEOAAAFhDkAABQQ5gAAUECYAwBAAWEOAAAFhDkAABQQ5gAAUECYAwBAAWEOAAAFhDkAABQQ5gAAUODx7AH4seZtRuvXubbtze9IzzC4Ptud5+Wl67i+dowx5t//FsyRncn6+IjWj/v98tL5yF6h8SyJ4PrEgjMZY4xxHJeXru/fs73f3rL1ybkEc2+38XrOe/Y/ubWCZy59Pkew/vg52rtKcm+lz9sM/8e6gnsrWZvaufcL8x9zAAAoIMwBAKCAMAcAgALCHAAACghzAAAoIMwBAKCAMAcAgALCHAAACghzAAAoIMwBAKCAMAcAgALCHAAACghzAAAoIMwBAKCAMAcAgALCHAAACghzAAAoIMwBAKCAMAcAgALCHAAACghzAAAoIMwBAKCAMAcAgALCHAAACghzAAAoIMwBAKDAY97vz57hV/NFfyfc5rMn+LTbo2P2tVa0fs7rc6d775TMPcYY477vc8bPfjL7cWR7Px7X1/7jLdp6/vxzNst5/RxXundyhrfwfZiuD6T37Qpmmfdw7uD6pLPE9+3OZyK8ntEVCq9ntDp93wbvofj9+arSpgifiZ22ft+eZ7R8ps/cJumZvGgJAwDAX4swBwCAAsIcAAAKCHMAACggzAEAoIAwBwCAAsIcAAAKCHMAACggzAEAoIAwBwCAAsIcAAAKCHMAACggzAEAoIAwBwCAAsIcAAAKCHMAACggzAEAoIAwBwCAAsIcAAAKCHMAACggzAEAoIAwBwCAAsIcAAAKCHMAACggzAEAoMDj2QP8xjr37T1f8zfInPPZI/zqFp5hMHv8KdcKxgh3D/aOneE9Hpz59jvlOK6vfXvbt/dPwdoxxgqv57wHZ/4t/JzRIOHzdsvugBlco/QMb8n1//iI9h6P8Gvr/f3y0vRdsZLZ0/dK8kyMMcZ5ff/0emZzhO+44HOu+z3aOn73J89QOEtyfUbwDhpjjBk+E9F9G76HohNPm+8I1wf7r3Tv4D6f6fszmwQAANhBmAMAQAFhDgAABYQ5AAAUEOYAAFBAmAMAQAFhDgAABYQ5AAAUEOYAAFBAmAMAQAFhDgAABYQ5AAAUEOYAAFBAmAMAQAFhDgAABYQ5AAAUEOYAAFBAmAMAQAFhDgAABYQ5AAAUEOYAAFBAmAMAQAFhDgAABYQ5AAAUEOYAAFDgsY7j2TP8STZ+zrnx981tRsvXuTYNMsYMZ9kqOfPdcydnHs4yzzPYO7wPk73HGPPbt8tr4/dKsPdY2dzjCJ+J5Hre79neyezp53zPPud6/7i+9uP62jHGiCYJ78Od9/mKr2fwSWf4HgqfoZXMkn5PtLz70/dKeObRGaaCM5/37B5Pp15H+MxFm2/ce6Od7ZTyH3MAACggzAEAoIAwBwCAAsIcAAAKCHMAACggzAEAoIAwBwCAAsIcAAAKCHMAACggzAEAoIAwBwCAAsIcAAAKCHMAACggzAEAoIAwBwCAAsIcAAAKCHMAACggzAEAoIAwBwCAAsIcAAAKCHMAACggzAEAoIAwBwCAAsIcAAAKCHMAACggzAEAoMDj2QPwXPM2nz3C56zz+tpz8+/PYJY5ex65+e1btH4dx/W97/ds74+P63vP7J5N14/kmUjuw9S5svXhmSfSt0RyPdfKPuc8wzPfeC7JM7Fdcr9sfO+nz9s6gusZzh3tne6fPp+BeO6N76G18XPy+/zHHAAACghzAAAoIMwBAKCAMAcAgALCHAAACghzAAAoIMwBAKCAMAcAgALCHAAACghzAAAoIMwBAKCAMAcAgALCHAAACghzAAAoIMwBAKCAMAcAgALCHAAACghzAAAoIMwBAKCAMAcAgALCHAAACghzAAAoIMwBAKCAMAcAgALCHAAACjyePQD/3zpXtH7e5qZJvpB1Zutn8Pv2tvG38JnNvY4j2z+Yfa3wvr0H5xI+E+ks47i+fj7CV2jyfJ4f0dbrp5/CWYIzn/veK+kZro/sXEa6/lVF91b4TGz8Xplv169//M5KpefyBaRNkTYL/81/zAEAoIAwBwCAAsIcAAAKCHMAACggzAEAoIAwBwCAAsIcAAAKCHMAACggzAEAoIAwBwCAAsIcAAAKCHMAACggzAEAoIAwBwCAAsIcAAAKCHMAACggzAEAoIAwBwCAAsIcAAAKCHMAACggzAEAoIAwBwCAAsIcAAAKCHMAACggzAEAoMDj2QPwg83wt9Y698wxxljn2rb3vM1kkGzz+z1bfxzX1577znvc0msfXp/gc67kTMYYYwbX8+0t23vjLOv792zv5MyTMxlj6327wntlprOX7J1Kz2Wr5H2bvD/DvVf6777k+Uyf5fSZ2HmGyezh9/jO79qXlnz3p+20Uc8kAADwhQlzAAAoIMwBAKCAMAcAgALCHAAACghzAAAoIMwBAKCAMAcAgALCHAAACghzAAAoIMwBAKCAMAcAgALCHAAACghzAAAoIMwBAKCAMAcAgALCHAAACghzAAAoIMwBAKCAMAcAgALCHAAACghzAAAoIMwBAKCAMAcAgALCHAAACghzAAAo8Hj2AJ82/ab4Xevct3d45vMWzPLC13M+rj9G68iuz7wH53KG1/5+z9bfrs8y59y29ziOaOvk+sRu2edc7x+bBhljrJWtT67/9/dslKLHOboXk/sw3Tu0wjOPnNm9kryHVnofJsJ3Vnp91greLWd2r6zgzKPvTv63F+2K15waAAD+YoQ5AAAUEOYAAFBAmAMAQAFhDgAABYQ5AAAUEOYAAFBAmAMAQAFhDgAABYQ5AAAUEOYAAFBAmAMAQAFhDgAABYQ5AAAUEOYAAFBAmAMAQAFhDgAABYQ5AAAUEOYAAFBAmAMAQAFhDgAABYQ5AAAUEOYAAFBAmAMAQAFhDgAABR7PHuDT1vnsCSqtc99vrXnbeObh9Vznurx23mY2y5EtXzM48/Bznt+vDzPv92jvcWSzzPvG3/FHcOi3bI718ZGtD2aZM7y3ktnPnnfcfMu+KtZ7cObh8xmfeSC59mPsnaVJ+gy1uP4t8ZnN0/dn+H5O9t743Zx81/Jj+I85AAAUEOYAAFBAmAMAQAFhDgAABYQ5AAAUEOYAAFBAmAMAQAFhDgAABYQ5AAAUEOYAAFBAmAMAQAFhDgAABYQ5AAAUEOYAAFBAmAMAQAFhDgAABYQ5AAAUEOYAAFBAmAMAQAFhDgAABYQ5AAAUEOYAAFBAmAMAQAFhDgAABYQ5AAAUeDx7AH6wdWbr5/XfZutc4TBfRHrmgXmb1xcna8cYI7ye69j3OaPZ3z/2zTFGNsv9nu29rp/5CtZ+SnL9d17744iWr/TMN7631spmf1XJuz96Z2228zsr/pzB98RLf9cm34dBf3xKyyxhI/iPOQAAFBDmAABQQJgDAEABYQ4AAAWEOQAAFBDmAABQQJgDAEABYQ4AAAWEOQAAFBDmAABQQJgDAEABYQ4AAAWEOQAAFBDmAABQQJgDAEABYQ4AAAWEOQAAFBDmAABQQJgDAEABYQ4AAAWEOQAAFBDmAABQQJgDAEABYQ4AAAWEOQAAFBDmAABQ4BH/xVrX184Zb8+fbJ3PnuAXs+c34jqDezw0b9kzkcwyx7Ft7+2C0dMzTK336+ey3j82TpLZeW+ltl6jI7vPk3fLCvdOPmd63k3XM9Eyx24v/Tlbvvdb5hijapaeGgIAgC9MmAMAQAFhDgAABYQ5AAAUEOYAAFBAmAMAQAFhDgAABYQ5AAAUEOYAAFBAmAMAQAFhDgAABYQ5AAAUEOYAAFBAmAMAQAFhDgAABYQ5AAAUEOYAAFBAmAMAQAFhDgAABYQ5AAAUEOYAAFBAmAMAQAFhDgAABYQ5AAAUEOYAAFDgsXX3tbL1c+6Zg37r3Lf1sW3rX8zrv2/XGT4TgZ17N/kqnzPVdC5Ns4yx7wXgeS6Xfq8E7/Kd31l8bf5jDgAABYQ5AAAUEOYAAFBAmAMAQAFhDgAABYQ5AAAUEOYAAFBAmAMAQAFhDgAABYQ5AAAUEOYAAFBAmAMAQAFhDgAABYQ5AAAUEOYAAFBAmAMAQAFhDgAABYQ5AAAUEOYAAFBAmAMAQAFhDgAABYQ5AAAUEOYAAFBAmAMAQAFhDgAABR7PHuA31tq395z79uZrW+f1tTP8Lbxz752Sucfomp2/Fs/QH5fO8qq+yuekWtFbCAAAvi5hDgAABYQ5AAAUEOYAAFBAmAMAQAFhDgAABYQ5AAAUEOYAAFBAmAMAQAFhDgAABYQ5AAAUEOYAAFBAmAMAQAFhDgAABYQ5AAAUEOYAAFBAmAMAQAFhDgAABYQ5AAAUEOYAAFBAmAMAQAFhDgAABYQ5AAAUEOYAAFBAmAMAQAFhDgAABR7PHuBPs1a2fs49c/C1rfM1997tlWd/VfOL/F9m5+fced9+lesD/IYnHwAACghzAAAoIMwBAKCAMAcAgALCHAAACghzAAAoIMwBAKCAMAcAgALCHAAACghzAAAoIMwBAKCAMAcAgALCHAAACghzAAAoIMwBAKCAMAcAgALCHAAACghzAAAoIMwBAKCAMAcAgALCHAAACghzAAAoIMwBAKCAMAcAgALCHAAACvwHFsJw1dnsTrQAAAAASUVORK5CYII=" id="image9b3d29ac45" transform="scale(1 -1)translate(0 -94.8)" x="7.2" y="-437.705425" width="178.08" height="94.8"/>
- </g>
- <g id="text_46">
- <g id="patch_47">
- <path d="M 170.078421 531.55938
- L 181.530921 531.55938
- L 181.530921 514.138755
- L 170.078421 514.138755
- z
- " style="fill: #440154; stroke: #440154; stroke-linejoin: miter"/>
- </g>
- <!-- 7 -->
- <g style="fill: #fde725" transform="translate(170.078421 527.815943)scale(0.18 -0.18)">
- <use xlink:href="#DejaVuSans-37"/>
- </g>
- </g>
- </g>
- <g id="axes_17">
- <g clip-path="url(#p192d13a505)">
- <image xlink:href="data:image/png;base64,
- 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" id="imagea06c842c7c" transform="scale(1 -1)translate(0 -94.8)" x="185.444472" y="-437.705425" width="178.08" height="94.8"/>
- </g>
- <g id="text_47">
- <g id="patch_48">
- <path d="M 336.870393 531.55938
- L 359.775393 531.55938
- L 359.775393 514.138755
- L 336.870393 514.138755
- z
- " style="fill: #440154; stroke: #440154; stroke-linejoin: miter"/>
- </g>
- <!-- 14 -->
- <g style="fill: #fde725" transform="translate(336.870393 527.815943)scale(0.18 -0.18)">
- <use xlink:href="#DejaVuSans-31"/>
- <use xlink:href="#DejaVuSans-34" x="63.623047"/>
- </g>
- </g>
- </g>
- <g id="axes_18">
- <g clip-path="url(#p9a50703403)">
- <image xlink:href="data:image/png;base64,
- 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" id="image54bebdee8d" transform="scale(1 -1)translate(0 -94.8)" x="363.688944" y="-437.705425" width="178.08" height="94.8"/>
- </g>
- <g id="text_48">
- <g id="patch_49">
- <path d="M 515.114865 531.55938
- L 538.019865 531.55938
- L 538.019865 514.138755
- L 515.114865 514.138755
- z
- " style="fill: #440154; stroke: #440154; stroke-linejoin: miter"/>
- </g>
- <!-- 21 -->
- <g style="fill: #fde725" transform="translate(515.114865 527.815943)scale(0.18 -0.18)">
- <use xlink:href="#DejaVuSans-32"/>
- <use xlink:href="#DejaVuSans-31" x="63.623047"/>
- </g>
- </g>
- </g>
- <g id="axes_19">
- <g clip-path="url(#pe7a5891525)">
- <image xlink:href="data:image/png;base64,
- 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" id="imagea26be4db06" transform="scale(1 -1)translate(0 -94.8)" x="541.933417" y="-437.705425" width="178.08" height="94.8"/>
- </g>
- <g id="text_49">
- <g id="patch_50">
- <path d="M 693.359337 531.55938
- L 716.264337 531.55938
- L 716.264337 514.138755
- L 693.359337 514.138755
- z
- " style="fill: #440154; stroke: #440154; stroke-linejoin: miter"/>
- </g>
- <!-- 28 -->
- <g style="fill: #fde725" transform="translate(693.359337 527.815943)scale(0.18 -0.18)">
- <use xlink:href="#DejaVuSans-32"/>
- <use xlink:href="#DejaVuSans-38" x="63.623047"/>
- </g>
- </g>
- </g>
- <g id="axes_20">
- <g clip-path="url(#p4d8e13be09)">
- <image xlink:href="data:image/png;base64,
- 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" id="image10ecd069a3" transform="scale(1 -1)translate(0 -94.8)" x="720.177889" y="-437.705425" width="178.08" height="94.8"/>
- </g>
- <g id="text_50">
- <g id="patch_51">
- <path d="M 871.60381 531.55938
- L 894.50881 531.55938
- L 894.50881 514.138755
- L 871.60381 514.138755
- z
- " style="fill: #440154; stroke: #440154; stroke-linejoin: miter"/>
- </g>
- <!-- 35 -->
- <g style="fill: #fde725" transform="translate(871.60381 527.815943)scale(0.18 -0.18)">
- <use xlink:href="#DejaVuSans-33"/>
- <use xlink:href="#DejaVuSans-35" x="63.623047"/>
- </g>
- </g>
- </g>
- <g id="axes_21">
- <g clip-path="url(#p9f61976682)">
- <image xlink:href="data:image/png;base64,
- 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" id="image1a941845ee" transform="scale(1 -1)translate(0 -94.8)" x="898.422361" y="-437.705425" width="178.08" height="94.8"/>
- </g>
- <g id="text_51">
- <g id="patch_52">
- <path d="M 1049.848282 531.55938
- L 1072.753282 531.55938
- L 1072.753282 514.138755
- L 1049.848282 514.138755
- z
- " style="fill: #440154; stroke: #440154; stroke-linejoin: miter"/>
- </g>
- <!-- 42 -->
- <g style="fill: #fde725" transform="translate(1049.848282 527.815943)scale(0.18 -0.18)">
- <use xlink:href="#DejaVuSans-34"/>
- <use xlink:href="#DejaVuSans-32" x="63.623047"/>
- </g>
- </g>
- </g>
- <g id="axes_22">
- <g clip-path="url(#p1e08f3dcc2)">
- <image xlink:href="data:image/png;base64,
- 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" id="imagebc264622b5" transform="scale(1 -1)translate(0 -94.8)" x="1076.666833" y="-437.705425" width="178.08" height="94.8"/>
- </g>
- <g id="text_52">
- <g id="patch_53">
- <path d="M 1228.092754 531.55938
- L 1250.997754 531.55938
- L 1250.997754 514.138755
- L 1228.092754 514.138755
- z
- " style="fill: #440154; stroke: #440154; stroke-linejoin: miter"/>
- </g>
- <!-- 49 -->
- <g style="fill: #fde725" transform="translate(1228.092754 527.815943)scale(0.18 -0.18)">
- <use xlink:href="#DejaVuSans-34"/>
- <use xlink:href="#DejaVuSans-39" x="63.623047"/>
- </g>
- </g>
- </g>
- <g id="axes_23">
- <g clip-path="url(#paa20231deb)">
- <image xlink:href="data:image/png;base64,
- 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" id="image040fb8f74c" transform="scale(1 -1)translate(0 -94.8)" x="1254.911305" y="-437.705425" width="178.08" height="94.8"/>
- </g>
- <g id="text_53">
- <g id="patch_54">
- <path d="M 1406.337226 531.55938
- L 1429.242226 531.55938
- L 1429.242226 514.138755
- L 1406.337226 514.138755
- z
- " style="fill: #440154; stroke: #440154; stroke-linejoin: miter"/>
- </g>
- <!-- 56 -->
- <g style="fill: #fde725" transform="translate(1406.337226 527.815943)scale(0.18 -0.18)">
- <use xlink:href="#DejaVuSans-35"/>
- <use xlink:href="#DejaVuSans-36" x="63.623047"/>
- </g>
- </g>
- </g>
- </g>
- <defs>
- <clipPath id="pe3209166ee">
- <rect x="7.2" y="7.2" width="177.888695" height="177.888695"/>
- </clipPath>
- <clipPath id="p1e91bc8049">
- <rect x="185.444472" y="7.2" width="177.888695" height="177.888695"/>
- </clipPath>
- <clipPath id="pb19ce4daf3">
- <rect x="363.688944" y="7.2" width="177.888695" height="177.888695"/>
- </clipPath>
- <clipPath id="p102aff1445">
- <rect x="541.933417" y="7.2" width="177.888695" height="177.888695"/>
- </clipPath>
- <clipPath id="p8efd0c595d">
- <rect x="720.177889" y="7.2" width="177.888695" height="177.888695"/>
- </clipPath>
- <clipPath id="p6de61de186">
- <rect x="898.422361" y="7.2" width="177.888695" height="177.888695"/>
- </clipPath>
- <clipPath id="pa8c610e5a1">
- <rect x="1076.666833" y="7.2" width="177.888695" height="177.888695"/>
- </clipPath>
- <clipPath id="pec1126e8c1">
- <rect x="1254.911305" y="7.2" width="177.888695" height="177.888695"/>
- </clipPath>
- <clipPath id="p116095b917">
- <rect x="7.2" y="201.729427" width="177.888695" height="177.888695"/>
- </clipPath>
- <clipPath id="p6036b7c17f">
- <rect x="185.444472" y="201.729427" width="177.888695" height="177.888695"/>
- </clipPath>
- <clipPath id="pf544847433">
- <rect x="363.688944" y="201.729427" width="177.888695" height="177.888695"/>
- </clipPath>
- <clipPath id="p20ec85378d">
- <rect x="541.933417" y="201.729427" width="177.888695" height="177.888695"/>
- </clipPath>
- <clipPath id="p17cb25ad2f">
- <rect x="720.177889" y="201.729427" width="177.888695" height="177.888695"/>
- </clipPath>
- <clipPath id="p5faef49e69">
- <rect x="898.422361" y="201.729427" width="177.888695" height="177.888695"/>
- </clipPath>
- <clipPath id="p13f8da9722">
- <rect x="1076.666833" y="201.729427" width="177.888695" height="177.888695"/>
- </clipPath>
- <clipPath id="p1e659bd440">
- <rect x="7.2" y="437.90098" width="177.888695" height="94.604445"/>
- </clipPath>
- <clipPath id="p192d13a505">
- <rect x="185.444472" y="437.90098" width="177.888695" height="94.604445"/>
- </clipPath>
- <clipPath id="p9a50703403">
- <rect x="363.688944" y="437.90098" width="177.888695" height="94.604445"/>
- </clipPath>
- <clipPath id="pe7a5891525">
- <rect x="541.933417" y="437.90098" width="177.888695" height="94.604445"/>
- </clipPath>
- <clipPath id="p4d8e13be09">
- <rect x="720.177889" y="437.90098" width="177.888695" height="94.604445"/>
- </clipPath>
- <clipPath id="p9f61976682">
- <rect x="898.422361" y="437.90098" width="177.888695" height="94.604445"/>
- </clipPath>
- <clipPath id="p1e08f3dcc2">
- <rect x="1076.666833" y="437.90098" width="177.888695" height="94.604445"/>
- </clipPath>
- <clipPath id="paa20231deb">
- <rect x="1254.911305" y="437.90098" width="177.888695" height="94.604445"/>
- </clipPath>
- </defs>
- </svg>
- </div>
- </div>
- <div class="card mt-2">
- <div class="card-header">FMRI summary plot</div>
- <div id="report-fmri-summary" class="card-body">
- <svg xmlns:xlink="http://www.w3.org/1999/xlink" viewBox="0 0 1457.3122 2199.8065" xmlns="http://www.w3.org/2000/svg" version="1.1">
- <metadata>
- <rdf:RDF xmlns:dc="http://purl.org/dc/elements/1.1/" xmlns:cc="http://creativecommons.org/ns#" xmlns:rdf="http://www.w3.org/1999/02/22-rdf-syntax-ns#">
- <cc:Work>
- <dc:type rdf:resource="http://purl.org/dc/dcmitype/StillImage"/>
- <dc:date>2023-10-18T22:17:54.588347</dc:date>
- <dc:format>image/svg+xml</dc:format>
- <dc:creator>
- <cc:Agent>
- <dc:title>Matplotlib v3.5.1, https://matplotlib.org/</dc:title>
- </cc:Agent>
- </dc:creator>
- </cc:Work>
- </rdf:RDF>
- </metadata>
- <defs>
- <style type="text/css">*{stroke-linejoin: round; stroke-linecap: butt}</style>
- </defs>
- <g id="figure_1">
- <g id="patch_1">
- <path d="M 0 2199.8065
- L 1457.3122 2199.8065
- L 1457.3122 0
- L 0 0
- z
- " style="fill: #ffffff"/>
- </g>
- <g id="axes_1">
- <g id="patch_2">
- <path d="M 14.368 2174.464
- L 1439.968 2174.464
- L 1439.968 2173.744
- L 14.368 2173.744
- L 14.368 2174.464
- z
- " style="fill: none; opacity: 0"/>
- </g>
- <g id="matplotlib.axis_1"/>
- <g id="matplotlib.axis_2"/>
- <g id="legend_1">
- <g id="patch_3">
- <path d="M 579.202375 2187.74275
- L 595.202375 2187.74275
- L 595.202375 2182.14275
- L 579.202375 2182.14275
- z
- " style="fill: #1f77b4; stroke: #1f77b4; stroke-width: 0.8; stroke-linejoin: miter"/>
- </g>
- <g id="text_1">
- <!-- Ctx GM -->
- <g style="fill: #262626" transform="translate(601.602375 2187.74275)scale(0.08 -0.08)">
- <defs>
- <path id="DejaVuSans-43" d="M 4122 4306
- L 4122 3641
- Q 3803 3938 3442 4084
- Q 3081 4231 2675 4231
- Q 1875 4231 1450 3742
- Q 1025 3253 1025 2328
- Q 1025 1406 1450 917
- Q 1875 428 2675 428
- Q 3081 428 3442 575
- Q 3803 722 4122 1019
- L 4122 359
- Q 3791 134 3420 21
- Q 3050 -91 2638 -91
- Q 1578 -91 968 557
- Q 359 1206 359 2328
- Q 359 3453 968 4101
- Q 1578 4750 2638 4750
- Q 3056 4750 3426 4639
- Q 3797 4528 4122 4306
- z
- " transform="scale(0.015625)"/>
- <path id="DejaVuSans-74" d="M 1172 4494
- L 1172 3500
- L 2356 3500
- L 2356 3053
- L 1172 3053
- L 1172 1153
- Q 1172 725 1289 603
- Q 1406 481 1766 481
- L 2356 481
- L 2356 0
- L 1766 0
- Q 1100 0 847 248
- Q 594 497 594 1153
- L 594 3053
- L 172 3053
- L 172 3500
- L 594 3500
- L 594 4494
- L 1172 4494
- z
- " transform="scale(0.015625)"/>
- <path id="DejaVuSans-78" d="M 3513 3500
- L 2247 1797
- L 3578 0
- L 2900 0
- L 1881 1375
- L 863 0
- L 184 0
- L 1544 1831
- L 300 3500
- L 978 3500
- L 1906 2253
- L 2834 3500
- L 3513 3500
- z
- " transform="scale(0.015625)"/>
- <path id="DejaVuSans-20" transform="scale(0.015625)"/>
- <path id="DejaVuSans-47" d="M 3809 666
- L 3809 1919
- L 2778 1919
- L 2778 2438
- L 4434 2438
- L 4434 434
- Q 4069 175 3628 42
- Q 3188 -91 2688 -91
- Q 1594 -91 976 548
- Q 359 1188 359 2328
- Q 359 3472 976 4111
- Q 1594 4750 2688 4750
- Q 3144 4750 3555 4637
- Q 3966 4525 4313 4306
- L 4313 3634
- Q 3963 3931 3569 4081
- Q 3175 4231 2741 4231
- Q 1884 4231 1454 3753
- Q 1025 3275 1025 2328
- Q 1025 1384 1454 906
- Q 1884 428 2741 428
- Q 3075 428 3337 486
- Q 3600 544 3809 666
- z
- " transform="scale(0.015625)"/>
- <path id="DejaVuSans-4d" d="M 628 4666
- L 1569 4666
- L 2759 1491
- L 3956 4666
- L 4897 4666
- L 4897 0
- L 4281 0
- L 4281 4097
- L 3078 897
- L 2444 897
- L 1241 4097
- L 1241 0
- L 628 0
- L 628 4666
- z
- " transform="scale(0.015625)"/>
- </defs>
- <use xlink:href="#DejaVuSans-43"/>
- <use xlink:href="#DejaVuSans-74" x="69.824219"/>
- <use xlink:href="#DejaVuSans-78" x="109.033203"/>
- <use xlink:href="#DejaVuSans-20" x="168.212891"/>
- <use xlink:href="#DejaVuSans-47" x="200"/>
- <use xlink:href="#DejaVuSans-4d" x="277.490234"/>
- </g>
- </g>
- <g id="patch_4">
- <path d="M 646.703625 2187.74275
- L 662.703625 2187.74275
- L 662.703625 2182.14275
- L 646.703625 2182.14275
- z
- " style="fill: #ff7f0e; stroke: #ff7f0e; stroke-width: 0.8; stroke-linejoin: miter"/>
- </g>
- <g id="text_2">
- <!-- dGM -->
- <g style="fill: #262626" transform="translate(669.103625 2187.74275)scale(0.08 -0.08)">
- <defs>
- <path id="DejaVuSans-64" d="M 2906 2969
- L 2906 4863
- L 3481 4863
- L 3481 0
- L 2906 0
- L 2906 525
- Q 2725 213 2448 61
- Q 2172 -91 1784 -91
- Q 1150 -91 751 415
- Q 353 922 353 1747
- Q 353 2572 751 3078
- Q 1150 3584 1784 3584
- Q 2172 3584 2448 3432
- Q 2725 3281 2906 2969
- z
- M 947 1747
- Q 947 1113 1208 752
- Q 1469 391 1925 391
- Q 2381 391 2643 752
- Q 2906 1113 2906 1747
- Q 2906 2381 2643 2742
- Q 2381 3103 1925 3103
- Q 1469 3103 1208 2742
- Q 947 2381 947 1747
- z
- " transform="scale(0.015625)"/>
- </defs>
- <use xlink:href="#DejaVuSans-64"/>
- <use xlink:href="#DejaVuSans-47" x="63.476562"/>
- <use xlink:href="#DejaVuSans-4d" x="140.966797"/>
- </g>
- </g>
- <g id="patch_5">
- <path d="M 703.283625 2187.74275
- L 719.283625 2187.74275
- L 719.283625 2182.14275
- L 703.283625 2182.14275
- z
- " style="fill: #2ca02c; stroke: #2ca02c; stroke-width: 0.8; stroke-linejoin: miter"/>
- </g>
- <g id="text_3">
- <!-- WM+CSF -->
- <g style="fill: #262626" transform="translate(725.683625 2187.74275)scale(0.08 -0.08)">
- <defs>
- <path id="DejaVuSans-57" d="M 213 4666
- L 850 4666
- L 1831 722
- L 2809 4666
- L 3519 4666
- L 4500 722
- L 5478 4666
- L 6119 4666
- L 4947 0
- L 4153 0
- L 3169 4050
- L 2175 0
- L 1381 0
- L 213 4666
- z
- " transform="scale(0.015625)"/>
- <path id="DejaVuSans-2b" d="M 2944 4013
- L 2944 2272
- L 4684 2272
- L 4684 1741
- L 2944 1741
- L 2944 0
- L 2419 0
- L 2419 1741
- L 678 1741
- L 678 2272
- L 2419 2272
- L 2419 4013
- L 2944 4013
- z
- " transform="scale(0.015625)"/>
- <path id="DejaVuSans-53" d="M 3425 4513
- L 3425 3897
- Q 3066 4069 2747 4153
- Q 2428 4238 2131 4238
- Q 1616 4238 1336 4038
- Q 1056 3838 1056 3469
- Q 1056 3159 1242 3001
- Q 1428 2844 1947 2747
- L 2328 2669
- Q 3034 2534 3370 2195
- Q 3706 1856 3706 1288
- Q 3706 609 3251 259
- Q 2797 -91 1919 -91
- Q 1588 -91 1214 -16
- Q 841 59 441 206
- L 441 856
- Q 825 641 1194 531
- Q 1563 422 1919 422
- Q 2459 422 2753 634
- Q 3047 847 3047 1241
- Q 3047 1584 2836 1778
- Q 2625 1972 2144 2069
- L 1759 2144
- Q 1053 2284 737 2584
- Q 422 2884 422 3419
- Q 422 4038 858 4394
- Q 1294 4750 2059 4750
- Q 2388 4750 2728 4690
- Q 3069 4631 3425 4513
- z
- " transform="scale(0.015625)"/>
- <path id="DejaVuSans-46" d="M 628 4666
- L 3309 4666
- L 3309 4134
- L 1259 4134
- L 1259 2759
- L 3109 2759
- L 3109 2228
- L 1259 2228
- L 1259 0
- L 628 0
- L 628 4666
- z
- " transform="scale(0.015625)"/>
- </defs>
- <use xlink:href="#DejaVuSans-57"/>
- <use xlink:href="#DejaVuSans-4d" x="98.876953"/>
- <use xlink:href="#DejaVuSans-2b" x="185.15625"/>
- <use xlink:href="#DejaVuSans-43" x="268.945312"/>
- <use xlink:href="#DejaVuSans-53" x="338.769531"/>
- <use xlink:href="#DejaVuSans-46" x="402.246094"/>
- </g>
- </g>
- <g id="patch_6">
- <path d="M 778.466125 2187.74275
- L 794.466125 2187.74275
- L 794.466125 2182.14275
- L 778.466125 2182.14275
- z
- " style="fill: #d62728; stroke: #d62728; stroke-width: 0.8; stroke-linejoin: miter"/>
- </g>
- <g id="text_4">
- <!-- Cb -->
- <g style="fill: #262626" transform="translate(800.866125 2187.74275)scale(0.08 -0.08)">
- <defs>
- <path id="DejaVuSans-62" d="M 3116 1747
- Q 3116 2381 2855 2742
- Q 2594 3103 2138 3103
- Q 1681 3103 1420 2742
- Q 1159 2381 1159 1747
- Q 1159 1113 1420 752
- Q 1681 391 2138 391
- Q 2594 391 2855 752
- Q 3116 1113 3116 1747
- z
- M 1159 2969
- Q 1341 3281 1617 3432
- Q 1894 3584 2278 3584
- Q 2916 3584 3314 3078
- Q 3713 2572 3713 1747
- Q 3713 922 3314 415
- Q 2916 -91 2278 -91
- Q 1894 -91 1617 61
- Q 1341 213 1159 525
- L 1159 0
- L 581 0
- L 581 4863
- L 1159 4863
- L 1159 2969
- z
- " transform="scale(0.015625)"/>
- </defs>
- <use xlink:href="#DejaVuSans-43"/>
- <use xlink:href="#DejaVuSans-62" x="69.824219"/>
- </g>
- </g>
- <g id="patch_7">
- <path d="M 827.531125 2187.74275
- L 843.531125 2187.74275
- L 843.531125 2182.14275
- L 827.531125 2182.14275
- z
- " style="fill: #9467bd; stroke: #9467bd; stroke-width: 0.8; stroke-linejoin: miter"/>
- </g>
- <g id="text_5">
- <!-- Crown -->
- <g style="fill: #262626" transform="translate(849.931125 2187.74275)scale(0.08 -0.08)">
- <defs>
- <path id="DejaVuSans-72" d="M 2631 2963
- Q 2534 3019 2420 3045
- Q 2306 3072 2169 3072
- Q 1681 3072 1420 2755
- Q 1159 2438 1159 1844
- L 1159 0
- L 581 0
- L 581 3500
- L 1159 3500
- L 1159 2956
- Q 1341 3275 1631 3429
- Q 1922 3584 2338 3584
- Q 2397 3584 2469 3576
- Q 2541 3569 2628 3553
- L 2631 2963
- z
- " transform="scale(0.015625)"/>
- <path id="DejaVuSans-6f" d="M 1959 3097
- Q 1497 3097 1228 2736
- Q 959 2375 959 1747
- Q 959 1119 1226 758
- Q 1494 397 1959 397
- Q 2419 397 2687 759
- Q 2956 1122 2956 1747
- Q 2956 2369 2687 2733
- Q 2419 3097 1959 3097
- z
- M 1959 3584
- Q 2709 3584 3137 3096
- Q 3566 2609 3566 1747
- Q 3566 888 3137 398
- Q 2709 -91 1959 -91
- Q 1206 -91 779 398
- Q 353 888 353 1747
- Q 353 2609 779 3096
- Q 1206 3584 1959 3584
- z
- " transform="scale(0.015625)"/>
- <path id="DejaVuSans-77" d="M 269 3500
- L 844 3500
- L 1563 769
- L 2278 3500
- L 2956 3500
- L 3675 769
- L 4391 3500
- L 4966 3500
- L 4050 0
- L 3372 0
- L 2619 2869
- L 1863 0
- L 1184 0
- L 269 3500
- z
- " transform="scale(0.015625)"/>
- <path id="DejaVuSans-6e" d="M 3513 2113
- L 3513 0
- L 2938 0
- L 2938 2094
- Q 2938 2591 2744 2837
- Q 2550 3084 2163 3084
- Q 1697 3084 1428 2787
- Q 1159 2491 1159 1978
- L 1159 0
- L 581 0
- L 581 3500
- L 1159 3500
- L 1159 2956
- Q 1366 3272 1645 3428
- Q 1925 3584 2291 3584
- Q 2894 3584 3203 3211
- Q 3513 2838 3513 2113
- z
- " transform="scale(0.015625)"/>
- </defs>
- <use xlink:href="#DejaVuSans-43"/>
- <use xlink:href="#DejaVuSans-72" x="69.824219"/>
- <use xlink:href="#DejaVuSans-6f" x="108.6875"/>
- <use xlink:href="#DejaVuSans-77" x="169.869141"/>
- <use xlink:href="#DejaVuSans-6e" x="251.65625"/>
- </g>
- </g>
- </g>
- </g>
- <g id="axes_2">
- <g id="patch_8">
- <path d="M 28.482851 235.661538
- L 1439.968 235.661538
- L 1439.968 7.2
- L 28.482851 7.2
- z
- " style="fill: #ffffff"/>
- </g>
- <g id="matplotlib.axis_3"/>
- <g id="matplotlib.axis_4"/>
- <g id="line2d_1">
- <path d="M 28.482851 156.771948
- L 34.413461 161.457179
- L 40.344071 158.532949
- L 46.274681 159.001472
- L 52.205291 161.327931
- L 58.1359 160.05161
- L 64.06651 160.730161
- L 69.99712 157.644371
- L 75.92773 160.083922
- L 81.85834 157.96749
- L 87.78895 158.032114
- L 93.71956 159.502307
- L 99.650169 159.017628
- L 105.580779 158.856068
- L 111.511389 159.001472
- L 117.441999 158.629885
- L 123.372609 159.534619
- L 135.233829 158.064426
- L 141.164439 159.453839
- L 147.095048 159.841582
- L 153.025658 158.823756
- L 158.956268 160.116234
- L 170.817488 158.355233
- L 176.748098 158.629885
- L 182.678708 158.096738
- L 188.609317 159.89005
- L 194.539927 156.788104
- L 200.470537 158.920692
- L 206.401147 159.001472
- L 212.331757 159.712335
- L 218.262367 157.547435
- L 224.192977 161.327931
- L 230.123587 158.742977
- L 236.054196 157.822086
- L 241.984806 159.80927
- L 247.915416 157.935178
- L 259.776636 159.615399
- L 265.707246 158.290609
- L 271.637856 159.89005
- L 277.568466 160.116234
- L 283.499075 159.405371
- L 289.429685 159.001472
- L 295.360295 160.310105
- L 301.290905 158.839912
- L 307.221515 161.89339
- L 313.152125 158.080582
- L 319.082735 160.423197
- L 325.013344 159.340747
- L 330.943954 160.035454
- L 336.874564 158.613729
- L 342.805174 157.838242
- L 348.735784 158.613729
- L 354.666394 157.902866
- L 360.597004 158.339077
- L 366.527614 157.531279
- L 372.458223 160.568601
- L 378.388833 160.471665
- L 384.319443 158.306765
- L 390.250053 161.150216
- L 396.180663 158.88838
- L 402.111273 159.308435
- L 408.041883 158.823756
- L 413.972492 159.728491
- L 419.903102 157.482811
- L 425.833712 159.696179
- L 431.764322 158.161362
- L 437.694932 159.13072
- L 443.625542 160.794784
- L 449.556152 160.827096
- L 455.486762 158.597573
- L 461.417371 159.89005
- L 467.347981 157.708995
- L 473.278591 159.421527
- L 479.209201 157.143536
- L 485.139811 160.164702
- L 491.070421 159.2115
- L 497.001031 160.503977
- L 502.93164 157.224316
- L 508.86225 159.243812
- L 514.79286 158.581417
- L 520.72347 158.96916
- L 526.65408 158.322921
- L 538.5153 159.356903
- L 544.44591 161.505647
- L 550.376519 161.101748
- L 556.307129 159.04994
- L 562.237739 158.597573
- L 568.168349 157.321251
- L 574.098959 158.403701
- L 580.029569 158.500637
- L 585.960179 159.89005
- L 591.890789 156.820416
- L 597.821398 158.387545
- L 603.752008 158.290609
- L 609.682618 160.778628
- L 615.613228 159.259967
- L 621.543838 158.823756
- L 627.474448 161.182528
- L 633.405058 156.190334
- L 639.335667 159.179188
- L 645.266277 157.88671
- L 651.196887 158.339077
- L 657.127497 159.696179
- L 663.058107 160.019298
- L 674.919327 158.726821
- L 680.849937 157.482811
- L 686.780546 159.825426
- L 692.711156 159.179188
- L 698.641766 160.697849
- L 704.572376 159.566931
- L 710.502986 157.773618
- L 716.433596 157.88671
- L 722.364206 158.710665
- L 728.294815 159.906206
- L 734.225425 156.949664
- L 740.156035 159.179188
- L 746.086645 159.486151
- L 752.017255 158.629885
- L 757.947865 157.192004
- L 763.878475 157.902866
- L 769.809085 158.015958
- L 775.739694 160.746316
- L 781.670304 159.259967
- L 787.600914 158.629885
- L 793.531524 159.696179
- L 799.462134 159.615399
- L 805.392744 157.612059
- L 811.323354 158.8076
- L 817.253963 159.017628
- L 823.184573 159.405371
- L 829.115183 160.277793
- L 835.045793 157.353563
- L 840.976403 157.547435
- L 852.837623 159.615399
- L 858.768233 161.473335
- L 864.698842 159.550775
- L 870.629452 159.906206
- L 876.560062 159.227656
- L 882.490672 157.676683
- L 888.421282 158.8076
- L 894.351892 157.80593
- L 900.282502 160.600913
- L 906.213111 159.001472
- L 912.143721 156.788104
- L 918.074331 158.339077
- L 924.004941 159.486151
- L 929.935551 160.21317
- L 935.866161 159.841582
- L 941.796771 160.277793
- L 947.727381 157.595903
- L 953.65799 157.515123
- L 959.5886 158.985316
- L 965.51921 158.985316
- L 971.44982 157.80593
- L 977.38043 159.486151
- L 983.31104 159.340747
- L 989.24165 158.936848
- L 995.17226 158.064426
- L 1001.102869 158.936848
- L 1007.033479 159.163032
- L 1012.964089 161.004812
- L 1018.894699 160.019298
- L 1024.825309 160.665537
- L 1030.755919 160.89172
- L 1036.686529 158.904536
- L 1042.617138 158.225986
- L 1048.547748 159.534619
- L 1054.478358 160.374729
- L 1060.408968 158.112894
- L 1066.339578 158.823756
- L 1072.270188 158.920692
- L 1078.200798 158.742977
- L 1084.131408 159.179188
- L 1090.062017 159.793114
- L 1095.992627 157.175848
- L 1101.923237 161.117904
- L 1107.853847 160.552445
- L 1113.784457 160.730161
- L 1119.715067 159.712335
- L 1125.645677 158.355233
- L 1131.576286 158.532949
- L 1137.506896 158.064426
- L 1143.437506 157.369719
- L 1149.368116 159.696179
- L 1155.298726 157.902866
- L 1161.229336 155.786434
- L 1167.159946 159.938518
- L 1173.090556 160.407041
- L 1179.021165 160.600913
- L 1184.951775 157.353563
- L 1190.882385 158.726821
- L 1196.812995 156.691169
- L 1202.743605 158.613729
- L 1208.674215 159.2115
- L 1214.604825 157.595903
- L 1220.535434 159.195344
- L 1226.466044 160.600913
- L 1232.396654 160.681693
- L 1238.327264 157.999802
- L 1244.257874 158.112894
- L 1256.119094 160.600913
- L 1262.049704 160.374729
- L 1267.980313 159.744646
- L 1279.841533 159.421527
- L 1285.772143 157.789774
- L 1291.702753 159.486151
- L 1297.633363 159.066096
- L 1303.563973 160.083922
- L 1309.494582 159.615399
- L 1315.425192 159.744646
- L 1321.355802 159.566931
- L 1327.286412 158.339077
- L 1333.217022 160.293949
- L 1339.147632 157.612059
- L 1345.078242 158.678353
- L 1351.008852 159.405371
- L 1356.939461 156.158022
- L 1362.870071 159.486151
- L 1368.800681 159.712335
- L 1374.731291 158.112894
- L 1380.661901 160.277793
- L 1386.592511 159.631555
- L 1392.523121 159.098408
- L 1398.453731 158.322921
- L 1404.38434 159.453839
- L 1410.31495 160.455509
- L 1422.17617 157.902866
- L 1428.10678 159.033784
- L 1434.03739 159.179188
- L 1439.968 160.697849
- L 1439.968 160.697849
- " clip-path="url(#pa6b2e6d231)" style="fill: none; stroke: #440154; stroke-width: 0.5; stroke-linecap: round"/>
- </g>
- <g id="line2d_2">
- <path d="M 28.482851 159.114564
- L 34.413461 160.13239
- L 40.344071 161.279463
- L 46.274681 161.069436
- L 52.205291 162.426537
- L 58.1359 161.117904
- L 64.06651 160.197014
- L 69.99712 161.13406
- L 81.85834 161.408711
- L 87.78895 162.006482
- L 93.71956 159.033784
- L 99.650169 161.085592
- L 105.580779 163.347427
- L 111.511389 160.907876
- L 117.441999 161.473335
- L 123.372609 161.004812
- L 129.303219 162.313445
- L 135.233829 161.13406
- L 141.164439 161.81261
- L 147.095048 160.261637
- L 153.025658 160.293949
- L 158.956268 161.117904
- L 164.886878 161.230996
- L 170.817488 162.685033
- L 176.748098 163.024308
- L 182.678708 161.618739
- L 188.609317 159.89005
- L 194.539927 161.230996
- L 200.470537 160.617069
- L 206.401147 161.683363
- L 212.331757 161.117904
- L 218.262367 161.392555
- L 224.192977 160.245481
- L 230.123587 162.458849
- L 236.054196 158.872224
- L 241.984806 160.487821
- L 247.915416 160.310105
- L 253.846026 160.89172
- L 259.776636 160.536289
- L 265.707246 161.780298
- L 271.637856 162.264977
- L 277.568466 159.647711
- L 283.499075 159.793114
- L 289.429685 162.491161
- L 295.360295 162.862748
- L 301.290905 160.81094
- L 307.221515 161.344087
- L 313.152125 160.649381
- L 319.082735 162.13573
- L 325.013344 161.731831
- L 330.943954 162.911216
- L 336.874564 159.663867
- L 342.805174 161.715675
- L 348.735784 161.667207
- L 354.666394 160.697849
- L 360.597004 163.040464
- L 366.527614 162.442693
- L 372.458223 160.9725
- L 378.388833 162.168042
- L 384.319443 159.680023
- L 390.250053 161.247151
- L 396.180663 160.649381
- L 402.111273 158.953004
- L 408.041883 162.248821
- L 413.972492 159.114564
- L 419.903102 159.873894
- L 425.833712 162.458849
- L 431.764322 163.589767
- L 437.694932 160.520133
- L 443.625542 160.067766
- L 449.556152 160.988656
- L 455.486762 159.292279
- L 461.417371 161.651051
- L 467.347981 162.426537
- L 473.278591 161.13406
- L 479.209201 161.618739
- L 497.001031 159.97083
- L 502.93164 162.329601
- L 508.86225 160.326261
- L 514.79286 159.033784
- L 520.72347 158.549105
- L 526.65408 162.119574
- L 532.58469 159.179188
- L 538.5153 158.355233
- L 544.44591 160.423197
- L 550.376519 161.150216
- L 556.307129 160.875564
- L 562.237739 161.279463
- L 568.168349 161.844922
- L 574.098959 162.781968
- L 580.029569 160.536289
- L 585.960179 160.81094
- L 591.890789 161.941858
- L 597.821398 163.250491
- L 603.752008 161.618739
- L 609.682618 159.502307
- L 615.613228 161.651051
- L 621.543838 161.408711
- L 627.474448 162.475005
- L 639.335667 159.873894
- L 645.266277 161.327931
- L 651.196887 160.924032
- L 657.127497 161.618739
- L 663.058107 161.537959
- L 668.988717 161.958014
- L 674.919327 161.537959
- L 680.849937 159.486151
- L 686.780546 161.715675
- L 692.711156 161.89339
- L 698.641766 159.534619
- L 704.572376 162.151886
- L 710.502986 162.571941
- L 716.433596 159.292279
- L 722.364206 163.315115
- L 728.294815 161.13406
- L 734.225425 162.765812
- L 740.156035 161.05328
- L 752.017255 162.21651
- L 757.947865 162.781968
- L 763.878475 162.652721
- L 769.809085 159.712335
- L 775.739694 163.282803
- L 781.670304 161.295619
- L 787.600914 161.715675
- L 793.531524 160.665537
- L 799.462134 161.295619
- L 805.392744 160.164702
- L 811.323354 161.344087
- L 817.253963 161.699519
- L 823.184573 161.085592
- L 829.115183 160.13239
- L 835.045793 162.507317
- L 840.976403 161.198684
- L 846.907013 161.651051
- L 852.837623 160.197014
- L 858.768233 160.762472
- L 864.698842 160.859408
- L 870.629452 160.439353
- L 876.560062 160.843252
- L 882.490672 163.05662
- L 888.421282 159.599243
- L 894.351892 160.326261
- L 900.282502 161.424867
- L 906.213111 160.067766
- L 912.143721 162.184198
- L 918.074331 161.311775
- L 924.004941 163.476675
- L 929.935551 161.166372
- L 935.866161 162.378069
- L 941.796771 160.277793
- L 947.727381 160.746316
- L 953.65799 160.81094
- L 959.5886 161.909546
- L 965.51921 160.423197
- L 983.31104 160.229326
- L 989.24165 162.168042
- L 995.17226 160.617069
- L 1001.102869 160.778628
- L 1007.033479 161.069436
- L 1012.964089 158.371389
- L 1018.894699 160.89172
- L 1024.825309 162.151886
- L 1036.686529 158.985316
- L 1042.617138 160.649381
- L 1048.547748 162.168042
- L 1054.478358 161.101748
- L 1060.408968 160.778628
- L 1066.339578 162.781968
- L 1078.200798 159.534619
- L 1084.131408 161.586427
- L 1090.062017 161.634895
- L 1095.992627 159.340747
- L 1101.923237 160.471665
- L 1107.853847 160.536289
- L 1113.784457 162.491161
- L 1119.715067 160.503977
- L 1125.645677 160.310105
- L 1131.576286 159.2115
- L 1137.506896 160.13239
- L 1143.437506 162.523473
- L 1149.368116 160.100078
- L 1155.298726 159.986986
- L 1161.229336 161.327931
- L 1167.159946 161.101748
- L 1173.090556 161.861078
- L 1179.021165 160.310105
- L 1184.951775 161.457179
- L 1190.882385 161.844922
- L 1196.812995 160.956344
- L 1202.743605 159.033784
- L 1208.674215 161.13406
- L 1214.604825 160.617069
- L 1220.535434 161.117904
- L 1232.396654 159.825426
- L 1238.327264 159.356903
- L 1244.257874 159.486151
- L 1250.188484 161.537959
- L 1256.119094 160.778628
- L 1262.049704 160.697849
- L 1267.980313 160.148546
- L 1279.841533 160.197014
- L 1285.772143 159.017628
- L 1291.702753 161.747986
- L 1297.633363 161.311775
- L 1303.563973 160.471665
- L 1309.494582 161.861078
- L 1315.425192 160.05161
- L 1321.355802 161.505647
- L 1327.286412 160.390885
- L 1333.217022 159.922362
- L 1339.147632 162.410381
- L 1345.078242 158.936848
- L 1351.008852 161.182528
- L 1356.939461 159.486151
- L 1362.870071 160.487821
- L 1368.800681 161.81261
- L 1374.731291 161.230996
- L 1380.661901 160.487821
- L 1386.592511 158.371389
- L 1392.523121 161.570271
- L 1398.453731 160.326261
- L 1404.38434 162.426537
- L 1410.31495 162.13573
- L 1416.24556 162.071106
- L 1422.17617 161.182528
- L 1428.10678 160.827096
- L 1434.03739 161.05328
- L 1439.968 160.9725
- L 1439.968 160.9725
- " clip-path="url(#pa6b2e6d231)" style="fill: none; stroke: #481b6d; stroke-width: 0.5; stroke-linecap: round"/>
- </g>
- <g id="line2d_3">
- <path d="M 28.482851 149.291735
- L 34.413461 150.858864
- L 40.344071 149.905662
- L 46.274681 148.144662
- L 52.205291 150.939644
- L 58.1359 150.03491
- L 64.06651 151.602039
- L 69.99712 148.128506
- L 75.92773 150.099534
- L 81.85834 148.306221
- L 87.78895 149.210956
- L 93.71956 148.677809
- L 99.650169 150.390341
- L 105.580779 151.828222
- L 111.511389 147.87001
- L 117.441999 147.837698
- L 123.372609 148.290065
- L 129.303219 151.650507
- L 135.233829 153.847718
- L 141.164439 149.065552
- L 147.095048 150.018754
- L 153.025658 150.067222
- L 158.956268 149.776414
- L 164.886878 148.936304
- L 170.817488 153.056076
- L 176.748098 150.632681
- L 182.678708 150.390341
- L 188.609317 152.79758
- L 194.539927 146.512909
- L 200.470537 148.774744
- L 206.401147 149.437139
- L 212.331757 149.275579
- L 218.262367 148.451625
- L 230.123587 148.95246
- L 241.984806 149.808726
- L 247.915416 147.256084
- L 253.846026 148.19313
- L 259.776636 149.340203
- L 265.707246 148.903992
- L 271.637856 149.291735
- L 277.568466 151.87669
- L 283.499075 148.580873
- L 289.429685 150.600369
- L 295.360295 150.390341
- L 301.290905 149.049396
- L 307.221515 150.018754
- L 313.152125 151.634351
- L 319.082735 149.776414
- L 325.013344 147.417643
- L 330.943954 151.068892
- L 336.874564 147.19146
- L 342.805174 146.884496
- L 348.735784 151.020424
- L 354.666394 149.79257
- L 360.597004 147.336863
- L 366.527614 149.243268
- L 372.458223 146.351349
- L 378.388833 149.921818
- L 384.319443 146.464441
- L 390.250053 149.87335
- L 396.180663 148.096194
- L 402.111273 150.939644
- L 408.041883 149.517919
- L 413.972492 149.727947
- L 419.903102 147.999258
- L 425.833712 151.779754
- L 431.764322 150.842708
- L 437.694932 149.566387
- L 443.625542 152.022094
- L 449.556152 147.401487
- L 455.486762 148.887836
- L 461.417371 146.981432
- L 467.347981 151.666663
- L 473.278591 149.744103
- L 479.209201 148.500093
- L 485.139811 152.506773
- L 491.070421 146.18979
- L 497.001031 149.857194
- L 502.93164 148.451625
- L 508.86225 150.212626
- L 514.79286 147.918478
- L 520.72347 149.146332
- L 526.65408 150.600369
- L 532.58469 149.95413
- L 538.5153 147.0299
- L 544.44591 152.781424
- L 550.376519 151.731287
- L 556.307129 146.965276
- L 562.237739 148.693965
- L 568.168349 147.999258
- L 574.098959 150.632681
- L 580.029569 149.776414
- L 585.960179 148.047726
- L 591.890789 147.740763
- L 597.821398 147.223772
- L 603.752008 150.454965
- L 609.682618 149.017084
- L 615.613228 150.79424
- L 621.543838 150.341873
- L 627.474448 144.913468
- L 633.405058 149.372515
- L 639.335667 152.716801
- L 645.266277 150.551901
- L 651.196887 149.000928
- L 657.127497 148.387001
- L 663.058107 149.79257
- L 668.988717 149.95413
- L 674.919327 150.519589
- L 680.849937 147.449955
- L 686.780546 149.501763
- L 692.711156 149.097864
- L 698.641766 150.406497
- L 704.572376 149.501763
- L 710.502986 149.711791
- L 716.433596 152.361369
- L 722.364206 150.228782
- L 728.294815 149.841038
- L 734.225425 152.749113
- L 740.156035 151.909002
- L 746.086645 148.823212
- L 752.017255 152.910672
- L 757.947865 150.648837
- L 763.878475 150.438809
- L 769.809085 150.002598
- L 775.739694 153.217636
- L 781.670304 146.626001
- L 787.600914 144.832688
- L 793.531524 151.375855
- L 799.462134 146.981432
- L 805.392744 149.95413
- L 811.323354 148.11235
- L 817.253963 151.295075
- L 823.184573 148.693965
- L 829.115183 150.002598
- L 835.045793 150.471121
- L 840.976403 151.246608
- L 846.907013 149.857194
- L 852.837623 147.353019
- L 858.768233 151.375855
- L 864.698842 148.693965
- L 870.629452 147.756919
- L 876.560062 150.697305
- L 882.490672 148.19313
- L 888.421282 147.87001
- L 894.351892 148.936304
- L 900.282502 149.485607
- L 906.213111 149.711791
- L 912.143721 149.420983
- L 918.074331 150.19647
- L 924.004941 151.392011
- L 929.935551 150.11569
- L 935.866161 151.311231
- L 941.796771 151.553571
- L 947.727381 152.296745
- L 953.65799 149.307891
- L 959.5886 148.370845
- L 965.51921 148.726277
- L 971.44982 146.577533
- L 977.38043 150.519589
- L 983.31104 149.356359
- L 989.24165 150.568057
- L 995.17226 150.87502
- L 1007.033479 151.101204
- L 1012.964089 149.388671
- L 1018.894699 149.614855
- L 1024.825309 149.404827
- L 1030.755919 149.841038
- L 1036.686529 153.863874
- L 1042.617138 150.261093
- L 1048.547748 151.79591
- L 1054.478358 146.254414
- L 1060.408968 147.498423
- L 1066.339578 152.522929
- L 1072.270188 150.19647
- L 1078.200798 147.546891
- L 1084.131408 146.157478
- L 1090.062017 147.676139
- L 1095.992627 151.052736
- L 1101.923237 151.95747
- L 1107.853847 149.210956
- L 1113.784457 150.745773
- L 1119.715067 150.745773
- L 1125.645677 148.95246
- L 1131.576286 151.375855
- L 1137.506896 148.564717
- L 1143.437506 148.774744
- L 1149.368116 149.097864
- L 1155.298726 148.629341
- L 1161.229336 148.500093
- L 1167.159946 147.886166
- L 1173.090556 149.049396
- L 1179.021165 151.650507
- L 1184.951775 147.999258
- L 1190.882385 149.824882
- L 1196.812995 147.320707
- L 1202.743605 147.999258
- L 1208.674215 146.335193
- L 1220.535434 150.067222
- L 1226.466044 149.501763
- L 1232.396654 149.808726
- L 1238.327264 148.839368
- L 1244.257874 146.997588
- L 1250.188484 151.020424
- L 1256.119094 151.424323
- L 1262.049704 148.225442
- L 1267.980313 149.307891
- L 1273.910923 149.566387
- L 1279.841533 149.453295
- L 1285.772143 147.401487
- L 1291.702753 148.629341
- L 1297.633363 148.7909
- L 1303.563973 146.803716
- L 1309.494582 148.95246
- L 1315.425192 148.290065
- L 1321.355802 150.632681
- L 1327.286412 150.374185
- L 1333.217022 150.891176
- L 1339.147632 149.210956
- L 1345.078242 151.068892
- L 1351.008852 147.19146
- L 1356.939461 150.713461
- L 1362.870071 147.902322
- L 1368.800681 150.681149
- L 1374.731291 148.273909
- L 1380.661901 148.080038
- L 1386.592511 150.988112
- L 1392.523121 149.485607
- L 1398.453731 149.243268
- L 1404.38434 150.923488
- L 1410.31495 146.739093
- L 1416.24556 148.855524
- L 1422.17617 149.986442
- L 1428.10678 150.148002
- L 1434.03739 148.128506
- L 1439.968 147.676139
- L 1439.968 147.676139
- " clip-path="url(#pa6b2e6d231)" style="fill: none; stroke: #46327e; stroke-width: 0.5; stroke-linecap: round"/>
- </g>
- <g id="line2d_4">
- <path d="M 28.482851 141.633807
- L 34.413461 138.337989
- L 40.344071 141.488403
- L 46.274681 142.037706
- L 52.205291 139.355815
- L 58.1359 138.709577
- L 64.06651 140.438265
- L 69.99712 142.587009
- L 75.92773 141.746899
- L 81.85834 138.984228
- L 87.78895 141.052192
- L 93.71956 140.066678
- L 99.650169 138.305677
- L 105.580779 140.599825
- L 111.511389 137.287851
- L 117.441999 143.136312
- L 123.372609 142.716257
- L 129.303219 141.326843
- L 135.233829 138.127962
- L 141.164439 139.953586
- L 147.095048 139.808182
- L 153.025658 141.924614
- L 158.956268 143.039376
- L 164.886878 142.150798
- L 170.817488 139.711247
- L 176.748098 140.147458
- L 182.678708 136.399273
- L 188.609317 139.921274
- L 194.539927 140.276705
- L 200.470537 141.795366
- L 206.401147 138.208742
- L 212.331757 140.050522
- L 224.192977 140.922944
- L 230.123587 140.77754
- L 236.054196 146.512909
- L 241.984806 138.09565
- L 247.915416 138.483393
- L 253.846026 137.514035
- L 259.776636 139.25888
- L 265.707246 138.822668
- L 271.637856 137.514035
- L 277.568466 139.678935
- L 283.499075 140.082834
- L 289.429685 141.278375
- L 295.360295 140.147458
- L 301.290905 140.680605
- L 307.221515 140.341329
- L 313.152125 137.901778
- L 319.082735 136.85164
- L 325.013344 140.826008
- L 330.943954 143.960266
- L 336.874564 142.797036
- L 342.805174 142.554697
- L 348.735784 140.389797
- L 354.666394 138.951916
- L 360.597004 142.716257
- L 366.527614 135.155264
- L 372.458223 139.25888
- L 378.388833 140.422109
- L 384.319443 139.662779
- L 390.250053 139.323503
- L 396.180663 141.278375
- L 402.111273 143.02322
- L 408.041883 137.126292
- L 413.972492 141.423779
- L 419.903102 138.790356
- L 425.833712 141.149128
- L 431.764322 142.070018
- L 437.694932 142.538541
- L 443.625542 142.764725
- L 449.556152 141.698431
- L 455.486762 138.063338
- L 461.417371 138.758045
- L 467.347981 139.339659
- L 473.278591 141.94077
- L 479.209201 140.583669
- L 485.139811 140.341329
- L 491.070421 136.93242
- L 497.001031 136.076154
- L 502.93164 142.94244
- L 508.86225 140.955256
- L 514.79286 139.808182
- L 520.72347 141.908458
- L 526.65408 132.182566
- L 532.58469 138.628797
- L 538.5153 142.78088
- L 544.44591 141.77921
- L 550.376519 142.910128
- L 556.307129 141.973082
- L 562.237739 136.867796
- L 568.168349 143.249404
- L 574.098959 134.25053
- L 580.029569 139.921274
- L 585.960179 142.118486
- L 591.890789 142.700101
- L 597.821398 137.724063
- L 603.752008 139.953586
- L 609.682618 138.758045
- L 615.613228 142.797036
- L 621.543838 137.85331
- L 627.474448 141.359155
- L 633.405058 142.441605
- L 639.335667 140.212082
- L 645.266277 143.717927
- L 651.196887 143.798706
- L 657.127497 139.323503
- L 663.058107 141.10066
- L 668.988717 139.759715
- L 674.919327 142.490073
- L 680.849937 142.651633
- L 686.780546 138.17643
- L 692.711156 137.707907
- L 698.641766 136.027686
- L 704.572376 135.801502
- L 710.502986 141.068348
- L 716.433596 138.354145
- L 722.364206 134.92908
- L 728.294815 142.166954
- L 740.156035 140.502889
- L 746.086645 140.680605
- L 752.017255 141.18144
- L 757.947865 142.296201
- L 763.878475 142.94244
- L 769.809085 142.716257
- L 775.739694 135.268356
- L 781.670304 140.244394
- L 787.600914 142.070018
- L 793.531524 138.790356
- L 799.462134 140.519045
- L 805.392744 138.806512
- L 811.323354 144.396477
- L 817.253963 140.793696
- L 823.184573 142.716257
- L 829.115183 139.630467
- L 835.045793 142.910128
- L 840.976403 140.971412
- L 846.907013 139.307347
- L 852.837623 141.504559
- L 858.768233 142.457761
- L 864.698842 139.048852
- L 870.629452 137.497879
- L 876.560062 140.002054
- L 882.490672 142.18311
- L 888.421282 139.743559
- L 900.282502 139.985898
- L 906.213111 142.005394
- L 912.143721 143.136312
- L 918.074331 137.530191
- L 924.004941 137.352475
- L 929.935551 140.131302
- L 941.796771 140.309017
- L 947.727381 141.746899
- L 953.65799 139.840494
- L 959.5886 136.156934
- L 965.51921 137.594815
- L 971.44982 136.787016
- L 977.38043 142.231578
- L 983.31104 137.740219
- L 989.24165 138.903448
- L 995.17226 138.93576
- L 1001.102869 139.581999
- L 1007.033479 141.666119
- L 1012.964089 139.921274
- L 1018.894699 139.485063
- L 1024.825309 141.601495
- L 1030.755919 142.538541
- L 1036.686529 143.233248
- L 1048.547748 141.973082
- L 1054.478358 138.418769
- L 1060.408968 139.695091
- L 1066.339578 140.583669
- L 1072.270188 140.519045
- L 1078.200798 140.325173
- L 1084.131408 141.649963
- L 1090.062017 136.738549
- L 1095.992627 139.081164
- L 1101.923237 140.470577
- L 1107.853847 139.872806
- L 1113.784457 139.468907
- L 1119.715067 142.02155
- L 1125.645677 139.549687
- L 1131.576286 141.213752
- L 1137.506896 141.18144
- L 1143.437506 137.207072
- L 1149.368116 144.154138
- L 1161.229336 139.000384
- L 1167.159946 142.409293
- L 1173.090556 143.233248
- L 1179.021165 140.955256
- L 1184.951775 144.687285
- L 1190.882385 137.304007
- L 1196.812995 138.612641
- L 1202.743605 137.433255
- L 1208.674215 139.727403
- L 1214.604825 135.413759
- L 1220.535434 139.662779
- L 1226.466044 139.888962
- L 1232.396654 140.309017
- L 1238.327264 137.384787
- L 1244.257874 140.890632
- L 1250.188484 138.047182
- L 1256.119094 139.85665
- L 1262.049704 140.632137
- L 1267.980313 140.309017
- L 1273.910923 136.738549
- L 1279.841533 139.581999
- L 1285.772143 140.551357
- L 1291.702753 140.244394
- L 1297.633363 143.087844
- L 1303.563973 141.439935
- L 1309.494582 140.341329
- L 1315.425192 137.320163
- L 1327.286412 139.85665
- L 1333.217022 142.813192
- L 1339.147632 137.950246
- L 1345.078242 144.848844
- L 1351.008852 138.451081
- L 1356.939461 136.140778
- L 1362.870071 138.241054
- L 1368.800681 137.594815
- L 1374.731291 138.790356
- L 1380.661901 138.806512
- L 1386.592511 136.85164
- L 1392.523121 140.987568
- L 1398.453731 136.286181
- L 1404.38434 140.454421
- L 1410.31495 139.759715
- L 1416.24556 137.09398
- L 1422.17617 137.287851
- L 1428.10678 137.93409
- L 1434.03739 140.405953
- L 1439.968 138.386457
- L 1439.968 138.386457
- " clip-path="url(#pa6b2e6d231)" style="fill: none; stroke: #3f4788; stroke-width: 0.5; stroke-linecap: round"/>
- </g>
- <g id="line2d_5">
- <path d="M 28.482851 158.694509
- L 34.413461 158.678353
- L 40.344071 160.552445
- L 46.274681 160.681693
- L 52.205291 158.387545
- L 58.1359 158.904536
- L 64.06651 160.455509
- L 69.99712 160.390885
- L 75.92773 158.500637
- L 81.85834 159.776958
- L 87.78895 159.324591
- L 93.71956 158.177518
- L 99.650169 160.924032
- L 105.580779 160.293949
- L 111.511389 158.920692
- L 117.441999 158.839912
- L 123.372609 159.04994
- L 129.303219 158.856068
- L 135.233829 159.276123
- L 141.164439 158.096738
- L 147.095048 159.2115
- L 153.025658 159.857738
- L 158.956268 158.872224
- L 164.886878 158.355233
- L 170.817488 160.81094
- L 176.748098 159.631555
- L 182.678708 159.421527
- L 188.609317 158.904536
- L 194.539927 161.020968
- L 200.470537 159.744646
- L 206.401147 158.662197
- L 212.331757 161.037124
- L 218.262367 155.269443
- L 224.192977 159.098408
- L 236.054196 158.597573
- L 241.984806 156.481141
- L 247.915416 159.437683
- L 253.846026 158.20983
- L 259.776636 161.764142
- L 265.707246 160.730161
- L 271.637856 162.103418
- L 277.568466 158.775288
- L 283.499075 158.484481
- L 289.429685 158.597573
- L 295.360295 159.841582
- L 301.290905 158.823756
- L 307.221515 160.197014
- L 313.152125 159.453839
- L 319.082735 159.760802
- L 325.013344 160.407041
- L 330.943954 159.938518
- L 336.874564 160.100078
- L 342.805174 159.518463
- L 348.735784 160.003142
- L 354.666394 159.179188
- L 360.597004 160.665537
- L 366.527614 156.077242
- L 372.458223 157.288939
- L 378.388833 158.96916
- L 384.319443 159.017628
- L 390.250053 161.101748
- L 396.180663 159.566931
- L 402.111273 159.696179
- L 413.972492 161.150216
- L 419.903102 160.083922
- L 425.833712 161.279463
- L 431.764322 158.678353
- L 437.694932 158.710665
- L 443.625542 161.441023
- L 449.556152 160.81094
- L 455.486762 160.956344
- L 461.417371 158.823756
- L 467.347981 160.083922
- L 473.278591 159.308435
- L 479.209201 158.646041
- L 485.139811 159.696179
- L 491.070421 158.064426
- L 497.001031 159.259967
- L 502.93164 159.2115
- L 508.86225 161.295619
- L 514.79286 161.263307
- L 520.72347 161.521803
- L 526.65408 157.321251
- L 532.58469 159.017628
- L 538.5153 159.033784
- L 544.44591 162.184198
- L 550.376519 157.935178
- L 556.307129 161.715675
- L 562.237739 159.340747
- L 568.168349 158.662197
- L 574.098959 156.578077
- L 580.029569 157.88671
- L 591.890789 160.956344
- L 597.821398 158.516793
- L 603.752008 160.229326
- L 609.682618 160.358573
- L 615.613228 157.80593
- L 621.543838 159.583087
- L 627.474448 160.197014
- L 633.405058 160.197014
- L 639.335667 158.225986
- L 645.266277 160.859408
- L 651.196887 159.227656
- L 657.127497 158.339077
- L 663.058107 159.776958
- L 668.988717 160.067766
- L 674.919327 158.04827
- L 680.849937 159.017628
- L 686.780546 158.532949
- L 692.711156 161.263307
- L 698.641766 160.374729
- L 704.572376 160.633225
- L 710.502986 159.954674
- L 716.433596 158.629885
- L 722.364206 158.12905
- L 734.225425 159.017628
- L 740.156035 158.597573
- L 746.086645 159.938518
- L 752.017255 158.112894
- L 757.947865 161.037124
- L 763.878475 158.258297
- L 769.809085 159.486151
- L 775.739694 160.390885
- L 787.600914 158.500637
- L 793.531524 159.04994
- L 799.462134 157.563591
- L 805.392744 158.371389
- L 811.323354 158.791444
- L 817.253963 158.112894
- L 823.184573 157.919022
- L 829.115183 160.390885
- L 835.045793 158.646041
- L 840.976403 161.13406
- L 846.907013 158.726821
- L 852.837623 157.838242
- L 858.768233 159.389215
- L 864.698842 161.392555
- L 870.629452 159.163032
- L 876.560062 160.261637
- L 882.490672 159.340747
- L 888.421282 160.407041
- L 894.351892 159.04994
- L 900.282502 159.001472
- L 906.213111 161.327931
- L 912.143721 159.631555
- L 918.074331 159.728491
- L 929.935551 157.789774
- L 935.866161 159.534619
- L 941.796771 159.243812
- L 947.727381 158.823756
- L 953.65799 159.195344
- L 959.5886 158.823756
- L 965.51921 158.064426
- L 971.44982 161.683363
- L 977.38043 160.487821
- L 983.31104 159.80927
- L 989.24165 160.762472
- L 995.17226 158.565261
- L 1001.102869 160.617069
- L 1007.033479 157.628215
- L 1012.964089 159.873894
- L 1018.894699 159.017628
- L 1024.825309 157.256627
- L 1030.755919 160.293949
- L 1036.686529 157.0466
- L 1042.617138 159.017628
- L 1048.547748 159.793114
- L 1054.478358 157.919022
- L 1060.408968 159.2115
- L 1066.339578 159.098408
- L 1072.270188 159.421527
- L 1078.200798 157.676683
- L 1084.131408 161.247151
- L 1090.062017 158.242142
- L 1095.992627 160.407041
- L 1101.923237 160.503977
- L 1107.853847 157.305095
- L 1113.784457 156.691169
- L 1119.715067 159.389215
- L 1125.645677 158.985316
- L 1131.576286 159.098408
- L 1143.437506 157.660527
- L 1155.298726 157.80593
- L 1161.229336 159.97083
- L 1167.159946 159.97083
- L 1173.090556 158.20983
- L 1179.021165 161.941858
- L 1184.951775 160.633225
- L 1190.882385 161.004812
- L 1196.812995 159.373059
- L 1202.743605 159.324591
- L 1208.674215 159.163032
- L 1214.604825 160.13239
- L 1220.535434 157.838242
- L 1226.466044 159.744646
- L 1232.396654 158.549105
- L 1238.327264 159.631555
- L 1244.257874 158.565261
- L 1250.188484 160.617069
- L 1256.119094 160.197014
- L 1262.049704 158.694509
- L 1267.980313 160.310105
- L 1273.910923 160.407041
- L 1279.841533 159.243812
- L 1285.772143 158.565261
- L 1291.702753 160.342417
- L 1297.633363 157.660527
- L 1303.563973 158.532949
- L 1309.494582 158.355233
- L 1315.425192 158.387545
- L 1321.355802 158.726821
- L 1327.286412 160.342417
- L 1333.217022 159.017628
- L 1339.147632 158.112894
- L 1345.078242 160.924032
- L 1351.008852 160.471665
- L 1356.939461 159.518463
- L 1362.870071 159.873894
- L 1368.800681 160.697849
- L 1374.731291 160.116234
- L 1380.661901 161.13406
- L 1386.592511 159.114564
- L 1398.453731 159.502307
- L 1404.38434 160.697849
- L 1410.31495 161.376399
- L 1416.24556 159.227656
- L 1422.17617 157.708995
- L 1428.10678 158.145206
- L 1434.03739 158.759132
- L 1439.968 157.402031
- L 1439.968 157.402031
- " clip-path="url(#pa6b2e6d231)" style="fill: none; stroke: #365c8d; stroke-width: 0.5; stroke-linecap: round"/>
- </g>
- <g id="line2d_6">
- <path d="M 28.482851 163.315115
- L 34.413461 161.618739
- L 40.344071 162.103418
- L 46.274681 161.780298
- L 52.205291 159.97083
- L 58.1359 159.938518
- L 64.06651 160.520133
- L 69.99712 161.424867
- L 75.92773 160.552445
- L 81.85834 161.05328
- L 87.78895 160.794784
- L 93.71956 162.248821
- L 99.650169 162.426537
- L 105.580779 160.326261
- L 111.511389 161.81261
- L 117.441999 160.067766
- L 123.372609 160.293949
- L 129.303219 161.941858
- L 135.233829 158.678353
- L 141.164439 161.392555
- L 147.095048 159.2115
- L 153.025658 162.006482
- L 158.956268 162.507317
- L 164.886878 160.035454
- L 170.817488 162.943528
- L 176.748098 162.200354
- L 182.678708 162.313445
- L 188.609317 159.098408
- L 194.539927 160.229326
- L 200.470537 162.426537
- L 206.401147 161.344087
- L 212.331757 162.119574
- L 218.262367 162.442693
- L 224.192977 162.652721
- L 230.123587 160.148546
- L 236.054196 160.310105
- L 241.984806 162.232666
- L 247.915416 162.345757
- L 253.846026 160.536289
- L 259.776636 163.541299
- L 265.707246 159.938518
- L 271.637856 161.166372
- L 277.568466 161.182528
- L 283.499075 160.714005
- L 289.429685 162.05495
- L 295.360295 161.586427
- L 307.221515 161.715675
- L 313.152125 163.735171
- L 319.082735 162.071106
- L 325.013344 161.505647
- L 330.943954 161.796454
- L 336.874564 158.856068
- L 342.805174 160.762472
- L 348.735784 161.376399
- L 354.666394 162.604253
- L 360.597004 162.022638
- L 366.527614 163.153556
- L 372.458223 160.714005
- L 384.319443 162.05495
- L 390.250053 160.083922
- L 396.180663 162.458849
- L 402.111273 164.13907
- L 408.041883 161.731831
- L 413.972492 161.069436
- L 419.903102 161.230996
- L 425.833712 162.151886
- L 431.764322 161.037124
- L 437.694932 161.166372
- L 443.625542 159.696179
- L 449.556152 162.781968
- L 455.486762 162.458849
- L 461.417371 161.424867
- L 467.347981 162.345757
- L 479.209201 162.071106
- L 485.139811 162.798124
- L 491.070421 161.941858
- L 497.001031 162.232666
- L 502.93164 163.508987
- L 508.86225 160.487821
- L 514.79286 162.022638
- L 520.72347 162.442693
- L 526.65408 162.652721
- L 532.58469 160.843252
- L 538.5153 160.455509
- L 544.44591 161.198684
- L 550.376519 162.507317
- L 556.307129 162.248821
- L 562.237739 160.746316
- L 568.168349 161.699519
- L 574.098959 163.185868
- L 580.029569 161.473335
- L 585.960179 163.040464
- L 591.890789 161.360243
- L 597.821398 162.281133
- L 603.752008 161.89339
- L 609.682618 161.796454
- L 615.613228 160.940188
- L 621.543838 160.940188
- L 627.474448 161.618739
- L 633.405058 163.121244
- L 639.335667 162.248821
- L 645.266277 160.665537
- L 651.196887 159.356903
- L 657.127497 162.378069
- L 663.058107 162.394225
- L 668.988717 160.762472
- L 674.919327 163.605923
- L 680.849937 161.925702
- L 686.780546 160.019298
- L 692.711156 159.033784
- L 698.641766 162.911216
- L 710.502986 161.877234
- L 716.433596 160.019298
- L 722.364206 162.636565
- L 728.294815 162.313445
- L 734.225425 162.604253
- L 740.156035 159.728491
- L 746.086645 162.151886
- L 752.017255 161.489491
- L 757.947865 161.667207
- L 769.809085 162.943528
- L 775.739694 162.006482
- L 781.670304 159.469995
- L 787.600914 161.570271
- L 793.531524 162.781968
- L 799.462134 161.796454
- L 805.392744 160.21317
- L 811.323354 161.828766
- L 817.253963 159.599243
- L 823.184573 159.13072
- L 829.115183 159.615399
- L 835.045793 161.731831
- L 840.976403 161.764142
- L 846.907013 160.778628
- L 852.837623 162.05495
- L 858.768233 163.993666
- L 864.698842 160.956344
- L 870.629452 160.956344
- L 876.560062 160.019298
- L 882.490672 161.505647
- L 888.421282 159.373059
- L 894.351892 162.103418
- L 900.282502 160.083922
- L 906.213111 159.324591
- L 912.143721 160.342417
- L 918.074331 162.458849
- L 924.004941 162.523473
- L 929.935551 160.924032
- L 935.866161 161.295619
- L 941.796771 159.760802
- L 947.727381 161.715675
- L 953.65799 161.263307
- L 959.5886 162.475005
- L 965.51921 161.020968
- L 971.44982 160.81094
- L 977.38043 161.392555
- L 983.31104 162.830436
- L 989.24165 160.81094
- L 995.17226 161.360243
- L 1001.102869 160.245481
- L 1007.033479 161.699519
- L 1012.964089 161.877234
- L 1018.894699 162.733501
- L 1024.825309 160.762472
- L 1030.755919 162.21651
- L 1036.686529 159.292279
- L 1042.617138 161.05328
- L 1048.547748 162.97584
- L 1054.478358 161.198684
- L 1060.408968 160.924032
- L 1066.339578 160.81094
- L 1072.270188 160.293949
- L 1084.131408 161.037124
- L 1090.062017 159.938518
- L 1095.992627 162.394225
- L 1101.923237 160.261637
- L 1113.784457 162.491161
- L 1119.715067 158.953004
- L 1125.645677 160.390885
- L 1131.576286 162.765812
- L 1137.506896 161.360243
- L 1143.437506 161.182528
- L 1149.368116 163.363583
- L 1155.298726 161.554115
- L 1161.229336 160.116234
- L 1167.159946 158.936848
- L 1173.090556 161.828766
- L 1179.021165 163.169712
- L 1184.951775 159.308435
- L 1190.882385 160.681693
- L 1196.812995 162.701189
- L 1202.743605 160.180858
- L 1208.674215 158.742977
- L 1214.604825 160.067766
- L 1220.535434 160.649381
- L 1226.466044 161.877234
- L 1232.396654 158.080582
- L 1238.327264 161.602583
- L 1244.257874 161.020968
- L 1250.188484 162.168042
- L 1256.119094 162.442693
- L 1262.049704 163.735171
- L 1267.980313 160.358573
- L 1273.910923 160.730161
- L 1279.841533 158.290609
- L 1285.772143 159.696179
- L 1291.702753 161.408711
- L 1297.633363 162.200354
- L 1303.563973 162.361913
- L 1309.494582 160.439353
- L 1315.425192 161.990326
- L 1321.355802 160.552445
- L 1327.286412 161.457179
- L 1333.217022 161.408711
- L 1339.147632 159.405371
- L 1345.078242 161.150216
- L 1351.008852 160.310105
- L 1356.939461 163.460519
- L 1362.870071 159.954674
- L 1374.731291 162.410381
- L 1380.661901 162.523473
- L 1386.592511 159.80927
- L 1392.523121 162.297289
- L 1398.453731 159.534619
- L 1404.38434 161.457179
- L 1410.31495 159.13072
- L 1416.24556 159.938518
- L 1422.17617 161.085592
- L 1428.10678 161.392555
- L 1434.03739 159.793114
- L 1439.968 162.13573
- L 1439.968 162.13573
- " clip-path="url(#pa6b2e6d231)" style="fill: none; stroke: #2e6e8e; stroke-width: 0.5; stroke-linecap: round"/>
- </g>
- <g id="line2d_7">
- <path d="M 28.482851 162.97584
- L 34.413461 162.749656
- L 40.344071 163.767482
- L 46.274681 163.961354
- L 52.205291 164.97918
- L 58.1359 163.21818
- L 64.06651 162.345757
- L 69.99712 161.990326
- L 75.92773 164.97918
- L 81.85834 161.89339
- L 87.78895 163.799794
- L 93.71956 162.21651
- L 99.650169 162.539629
- L 105.580779 161.780298
- L 111.511389 161.780298
- L 117.441999 165.05996
- L 123.372609 163.008152
- L 129.303219 163.735171
- L 135.233829 164.252161
- L 141.164439 161.97417
- L 153.025658 162.410381
- L 158.956268 161.925702
- L 164.886878 162.862748
- L 170.817488 162.523473
- L 176.748098 162.588097
- L 182.678708 164.833776
- L 188.609317 163.799794
- L 194.539927 163.799794
- L 200.470537 164.332941
- L 206.401147 162.911216
- L 212.331757 162.701189
- L 218.262367 161.554115
- L 224.192977 163.298959
- L 230.123587 162.911216
- L 236.054196 163.395895
- L 241.984806 162.555785
- L 247.915416 163.169712
- L 259.776636 163.97751
- L 265.707246 163.573611
- L 271.637856 164.413721
- L 277.568466 164.009822
- L 283.499075 162.862748
- L 289.429685 162.927372
- L 301.290905 162.21651
- L 307.221515 163.008152
- L 313.152125 163.363583
- L 319.082735 162.281133
- L 325.013344 161.844922
- L 330.943954 163.412051
- L 336.874564 162.959684
- L 342.805174 163.622079
- L 348.735784 163.202024
- L 354.666394 162.491161
- L 360.597004 164.639905
- L 366.527614 162.103418
- L 372.458223 162.89506
- L 378.388833 160.003142
- L 384.319443 161.990326
- L 390.250053 163.347427
- L 396.180663 161.958014
- L 402.111273 162.571941
- L 408.041883 162.458849
- L 413.972492 161.861078
- L 419.903102 163.929042
- L 425.833712 164.349097
- L 431.764322 162.426537
- L 437.694932 163.072776
- L 443.625542 161.925702
- L 449.556152 163.282803
- L 455.486762 162.636565
- L 461.417371 162.81428
- L 467.347981 162.264977
- L 473.278591 159.615399
- L 479.209201 162.361913
- L 485.139811 163.97751
- L 497.001031 162.555785
- L 502.93164 164.963024
- L 508.86225 163.21818
- L 514.79286 161.990326
- L 520.72347 163.525143
- L 526.65408 162.329601
- L 532.58469 163.589767
- L 538.5153 165.997006
- L 544.44591 162.781968
- L 550.376519 165.205364
- L 556.307129 164.446033
- L 562.237739 161.150216
- L 568.168349 163.670547
- L 574.098959 162.97584
- L 580.029569 164.122914
- L 585.960179 163.315115
- L 591.890789 164.300629
- L 597.821398 161.747986
- L 603.752008 163.202024
- L 609.682618 164.365253
- L 615.613228 162.862748
- L 621.543838 162.151886
- L 627.474448 163.105088
- L 633.405058 163.040464
- L 639.335667 163.880574
- L 645.266277 164.97918
- L 651.196887 162.281133
- L 657.127497 162.006482
- L 663.058107 162.103418
- L 668.988717 161.877234
- L 674.919327 162.959684
- L 680.849937 162.733501
- L 686.780546 162.749656
- L 692.711156 160.940188
- L 698.641766 164.203694
- L 704.572376 162.636565
- L 710.502986 160.277793
- L 716.433596 162.604253
- L 722.364206 163.363583
- L 728.294815 162.378069
- L 734.225425 163.751326
- L 740.156035 163.751326
- L 746.086645 163.185868
- L 752.017255 163.1374
- L 757.947865 162.781968
- L 763.878475 164.236006
- L 769.809085 163.185868
- L 775.739694 162.394225
- L 781.670304 160.907876
- L 787.600914 162.701189
- L 793.531524 160.503977
- L 799.462134 163.670547
- L 805.392744 162.555785
- L 811.323354 162.571941
- L 817.253963 164.365253
- L 823.184573 163.088932
- L 829.115183 164.494501
- L 835.045793 163.799794
- L 846.907013 165.673887
- L 852.837623 162.264977
- L 858.768233 165.544639
- L 864.698842 162.81428
- L 870.629452 163.460519
- L 876.560062 162.588097
- L 882.490672 163.832106
- L 888.421282 162.668877
- L 894.351892 160.487821
- L 900.282502 163.105088
- L 906.213111 163.961354
- L 912.143721 163.961354
- L 918.074331 163.508987
- L 924.004941 164.785308
- L 929.935551 163.525143
- L 935.866161 162.394225
- L 941.796771 163.89673
- L 947.727381 163.266647
- L 953.65799 163.880574
- L 959.5886 162.232666
- L 965.51921 165.673887
- L 971.44982 161.360243
- L 977.38043 163.121244
- L 983.31104 163.088932
- L 989.24165 162.701189
- L 995.17226 163.799794
- L 1001.102869 161.683363
- L 1007.033479 164.397565
- L 1012.964089 162.523473
- L 1018.894699 162.426537
- L 1024.825309 162.006482
- L 1030.755919 163.395895
- L 1036.686529 163.024308
- L 1042.617138 162.927372
- L 1048.547748 164.236006
- L 1054.478358 162.200354
- L 1060.408968 163.767482
- L 1066.339578 164.607593
- L 1072.270188 161.764142
- L 1078.200798 164.252161
- L 1084.131408 162.087262
- L 1090.062017 164.090602
- L 1095.992627 164.623749
- L 1101.923237 163.735171
- L 1107.853847 164.332941
- L 1113.784457 164.381409
- L 1119.715067 163.363583
- L 1125.645677 160.778628
- L 1131.576286 163.202024
- L 1137.506896 164.122914
- L 1143.437506 164.009822
- L 1149.368116 163.185868
- L 1155.298726 163.89673
- L 1161.229336 160.536289
- L 1167.159946 163.783638
- L 1173.090556 162.943528
- L 1179.021165 161.376399
- L 1184.951775 162.620409
- L 1190.882385 163.363583
- L 1196.812995 163.363583
- L 1202.743605 163.993666
- L 1208.674215 164.122914
- L 1214.604825 163.945198
- L 1220.535434 163.508987
- L 1226.466044 164.526813
- L 1232.396654 164.332941
- L 1238.327264 165.253831
- L 1244.257874 161.667207
- L 1250.188484 163.702859
- L 1256.119094 165.383079
- L 1262.049704 163.767482
- L 1267.980313 163.250491
- L 1273.910923 161.473335
- L 1279.841533 162.21651
- L 1285.772143 161.747986
- L 1291.702753 163.929042
- L 1297.633363 160.584757
- L 1303.563973 161.780298
- L 1309.494582 163.573611
- L 1315.425192 162.394225
- L 1321.355802 164.025978
- L 1327.286412 162.604253
- L 1333.217022 162.329601
- L 1339.147632 163.993666
- L 1345.078242 162.281133
- L 1351.008852 162.685033
- L 1356.939461 163.428207
- L 1362.870071 162.668877
- L 1368.800681 163.686703
- L 1374.731291 162.281133
- L 1380.661901 164.236006
- L 1386.592511 162.168042
- L 1392.523121 163.1374
- L 1398.453731 162.248821
- L 1404.38434 162.878904
- L 1410.31495 163.654391
- L 1416.24556 162.862748
- L 1422.17617 163.476675
- L 1428.10678 163.202024
- L 1434.03739 163.832106
- L 1439.968 163.799794
- L 1439.968 163.799794
- " clip-path="url(#pa6b2e6d231)" style="fill: none; stroke: #277f8e; stroke-width: 0.5; stroke-linecap: round"/>
- </g>
- <g id="line2d_8">
- <path d="M 28.482851 170.262181
- L 34.413461 168.840456
- L 40.344071 166.82096
- L 46.274681 166.336281
- L 52.205291 167.887254
- L 58.1359 168.517337
- L 64.06651 165.754666
- L 69.99712 166.481685
- L 75.92773 166.724025
- L 81.85834 167.90341
- L 87.78895 168.485025
- L 99.650169 167.499511
- L 105.580779 168.113438
- L 111.511389 168.210374
- L 117.441999 169.14742
- L 123.372609 168.339621
- L 129.303219 168.032658
- L 135.233829 169.405915
- L 141.164439 166.465529
- L 147.095048 168.000346
- L 153.025658 167.74185
- L 158.956268 166.917896
- L 164.886878 169.06664
- L 176.748098 168.614273
- L 182.678708 169.761346
- L 188.609317 167.370263
- L 194.539927 168.808144
- L 200.470537 166.82096
- L 206.401147 167.854942
- L 212.331757 167.644915
- L 218.262367 166.998676
- L 224.192977 166.643245
- L 230.123587 168.081126
- L 236.054196 168.210374
- L 241.984806 168.032658
- L 247.915416 168.307309
- L 253.846026 166.287813
- L 259.776636 168.517337
- L 265.707246 167.402575
- L 271.637856 168.678897
- L 277.568466 168.194218
- L 283.499075 167.402575
- L 295.360295 166.562465
- L 301.290905 168.048814
- L 307.221515 166.998676
- L 313.152125 168.355777
- L 319.082735 167.451043
- L 325.013344 168.581961
- L 330.943954 168.840456
- L 336.874564 166.643245
- L 342.805174 167.871098
- L 348.735784 166.917896
- L 354.666394 167.919566
- L 360.597004 169.179732
- L 366.527614 167.337951
- L 372.458223 168.371933
- L 378.388833 167.74185
- L 384.319443 167.289483
- L 390.250053 167.661071
- L 408.041883 167.854942
- L 413.972492 168.921236
- L 419.903102 167.580291
- L 425.833712 168.695053
- L 431.764322 166.917896
- L 437.694932 169.405915
- L 443.625542 167.22486
- L 449.556152 166.869428
- L 455.486762 167.580291
- L 461.417371 169.405915
- L 473.278591 167.98419
- L 479.209201 166.82096
- L 485.139811 168.565805
- L 491.070421 169.729035
- L 497.001031 168.113438
- L 502.93164 169.082796
- L 508.86225 169.325135
- L 514.79286 167.564135
- L 520.72347 168.097282
- L 526.65408 166.578621
- L 532.58469 168.048814
- L 538.5153 169.163576
- L 544.44591 168.194218
- L 550.376519 167.74185
- L 556.307129 169.098952
- L 562.237739 166.804804
- L 568.168349 166.320125
- L 574.098959 166.400905
- L 585.960179 168.371933
- L 591.890789 166.14241
- L 597.821398 168.775832
- L 603.752008 166.239345
- L 609.682618 169.664411
- L 615.613228 167.709539
- L 621.543838 167.644915
- L 627.474448 169.470539
- L 633.405058 167.289483
- L 645.266277 166.417061
- L 651.196887 168.178062
- L 657.127497 168.000346
- L 663.058107 168.016502
- L 668.988717 167.499511
- L 674.919327 167.74185
- L 680.849937 167.806474
- L 686.780546 166.82096
- L 692.711156 166.837116
- L 698.641766 167.386419
- L 704.572376 168.840456
- L 710.502986 167.547979
- L 716.433596 167.919566
- L 722.364206 168.06497
- L 728.294815 168.646585
- L 734.225425 167.305639
- L 740.156035 168.14575
- L 746.086645 169.519007
- L 752.017255 167.693383
- L 757.947865 168.000346
- L 763.878475 169.14742
- L 769.809085 167.677227
- L 775.739694 167.0633
- L 781.670304 167.22486
- L 787.600914 168.339621
- L 793.531524 166.562465
- L 799.462134 168.291153
- L 805.392744 167.919566
- L 811.323354 167.871098
- L 817.253963 168.113438
- L 823.184573 166.497841
- L 829.115183 167.968034
- L 835.045793 167.354107
- L 840.976403 165.706199
- L 846.907013 168.129594
- L 852.837623 168.194218
- L 858.768233 167.644915
- L 864.698842 167.370263
- L 870.629452 166.74018
- L 876.560062 167.014832
- L 882.490672 168.291153
- L 888.421282 169.034328
- L 894.351892 166.772492
- L 900.282502 168.840456
- L 906.213111 166.578621
- L 912.143721 167.402575
- L 918.074331 169.002016
- L 924.004941 167.887254
- L 929.935551 167.047144
- L 935.866161 166.562465
- L 941.796771 166.82096
- L 947.727381 168.000346
- L 953.65799 168.14575
- L 959.5886 168.598117
- L 965.51921 166.724025
- L 971.44982 169.454383
- L 977.38043 168.646585
- L 983.31104 166.917896
- L 989.24165 170.569145
- L 995.17226 168.581961
- L 1001.102869 168.808144
- L 1007.033479 168.420401
- L 1012.964089 167.887254
- L 1024.825309 167.919566
- L 1030.755919 169.809814
- L 1036.686529 167.257171
- L 1042.617138 167.935722
- L 1048.547748 168.339621
- L 1054.478358 167.354107
- L 1060.408968 167.499511
- L 1066.339578 168.549649
- L 1078.200798 168.371933
- L 1084.131408 167.951878
- L 1090.062017 167.774162
- L 1095.992627 166.74018
- L 1101.923237 167.644915
- L 1107.853847 166.627089
- L 1113.784457 169.82597
- L 1119.715067 166.772492
- L 1125.645677 168.355777
- L 1131.576286 166.352437
- L 1137.506896 168.90508
- L 1143.437506 168.468869
- L 1149.368116 167.370263
- L 1155.298726 167.887254
- L 1161.229336 166.481685
- L 1167.159946 169.082796
- L 1173.090556 168.98586
- L 1179.021165 167.22486
- L 1184.951775 166.513997
- L 1190.882385 167.758006
- L 1196.812995 167.127924
- L 1202.743605 168.791988
- L 1208.674215 168.533493
- L 1214.604825 167.241015
- L 1220.535434 167.111768
- L 1226.466044 169.082796
- L 1232.396654 167.434887
- L 1238.327264 168.371933
- L 1244.257874 168.194218
- L 1250.188484 169.115108
- L 1256.119094 168.000346
- L 1262.049704 168.274997
- L 1267.980313 166.578621
- L 1273.910923 166.562465
- L 1279.841533 168.775832
- L 1285.772143 169.373603
- L 1291.702753 168.856612
- L 1297.633363 168.808144
- L 1309.494582 169.939062
- L 1315.425192 167.758006
- L 1321.355802 168.14575
- L 1327.286412 169.793658
- L 1333.217022 168.565805
- L 1339.147632 167.644915
- L 1345.078242 167.14408
- L 1351.008852 168.630429
- L 1356.939461 168.420401
- L 1362.870071 168.581961
- L 1368.800681 167.951878
- L 1374.731291 167.644915
- L 1380.661901 167.612603
- L 1386.592511 168.485025
- L 1392.523121 168.517337
- L 1398.453731 169.244355
- L 1404.38434 167.968034
- L 1410.31495 167.337951
- L 1416.24556 169.163576
- L 1422.17617 167.709539
- L 1428.10678 166.707869
- L 1434.03739 168.856612
- L 1439.968 167.919566
- L 1439.968 167.919566
- " clip-path="url(#pa6b2e6d231)" style="fill: none; stroke: #21918c; stroke-width: 0.5; stroke-linecap: round"/>
- </g>
- <g id="line2d_9">
- <path d="M 28.482851 165.786978
- L 34.413461 168.436557
- L 40.344071 166.400905
- L 46.274681 164.833776
- L 52.205291 165.803134
- L 58.1359 166.239345
- L 64.06651 166.158566
- L 75.92773 167.289483
- L 81.85834 166.578621
- L 87.78895 165.076116
- L 93.71956 167.257171
- L 99.650169 165.964694
- L 105.580779 167.854942
- L 111.511389 165.948538
- L 117.441999 167.483355
- L 123.372609 166.90174
- L 129.303219 166.998676
- L 135.233829 165.156896
- L 141.164439 167.127924
- L 147.095048 166.788648
- L 153.025658 167.935722
- L 158.956268 166.271657
- L 164.886878 165.560795
- L 170.817488 167.854942
- L 176.748098 166.950208
- L 182.678708 167.612603
- L 188.609317 166.433217
- L 194.539927 166.707869
- L 200.470537 168.129594
- L 206.401147 166.675557
- L 212.331757 166.400905
- L 218.262367 167.499511
- L 224.192977 165.754666
- L 230.123587 166.869428
- L 236.054196 165.512327
- L 241.984806 166.22319
- L 247.915416 165.334611
- L 253.846026 166.013162
- L 259.776636 168.549649
- L 265.707246 166.707869
- L 271.637856 167.434887
- L 277.568466 166.950208
- L 283.499075 165.399235
- L 295.360295 167.047144
- L 301.290905 167.709539
- L 307.221515 166.530153
- L 313.152125 166.481685
- L 319.082735 165.609263
- L 325.013344 167.030988
- L 330.943954 164.316785
- L 336.874564 165.835446
- L 342.805174 166.950208
- L 360.597004 167.337951
- L 366.527614 165.851602
- L 372.458223 164.995336
- L 378.388833 167.305639
- L 384.319443 166.110098
- L 390.250053 168.678897
- L 396.180663 166.90174
- L 402.111273 168.129594
- L 408.041883 168.081126
- L 413.972492 166.449373
- L 419.903102 167.677227
- L 425.833712 165.237675
- L 431.764322 164.688373
- L 437.694932 167.596447
- L 443.625542 168.388089
- L 449.556152 164.494501
- L 455.486762 164.866088
- L 461.417371 166.804804
- L 467.347981 166.562465
- L 473.278591 167.871098
- L 479.209201 165.399235
- L 485.139811 166.029318
- L 491.070421 166.772492
- L 497.001031 167.693383
- L 502.93164 164.542969
- L 508.86225 166.255501
- L 514.79286 167.0633
- L 520.72347 166.853272
- L 526.65408 166.320125
- L 532.58469 165.415391
- L 538.5153 166.239345
- L 544.44591 167.580291
- L 550.376519 167.354107
- L 556.307129 166.013162
- L 562.237739 168.678897
- L 574.098959 165.108428
- L 580.029569 166.998676
- L 585.960179 167.418731
- L 591.890789 166.190878
- L 597.821398 166.594777
- L 603.752008 167.111768
- L 609.682618 165.754666
- L 615.613228 168.14575
- L 621.543838 168.274997
- L 627.474448 166.126254
- L 633.405058 167.74185
- L 639.335667 165.286143
- L 645.266277 167.725695
- L 651.196887 165.803134
- L 657.127497 165.011492
- L 663.058107 166.22319
- L 674.919327 163.912886
- L 680.849937 166.643245
- L 686.780546 165.722355
- L 692.711156 166.417061
- L 698.641766 165.657731
- L 704.572376 164.300629
- L 710.502986 165.560795
- L 716.433596 167.370263
- L 722.364206 168.274997
- L 728.294815 165.286143
- L 734.225425 166.610933
- L 740.156035 164.656061
- L 746.086645 166.950208
- L 752.017255 165.722355
- L 757.947865 165.189208
- L 763.878475 166.610933
- L 769.809085 166.352437
- L 775.739694 167.079456
- L 781.670304 165.867758
- L 787.600914 166.013162
- L 793.531524 165.948538
- L 799.462134 166.546309
- L 805.392744 165.625419
- L 811.323354 166.271657
- L 817.253963 165.415391
- L 823.184573 166.077786
- L 829.115183 166.045474
- L 835.045793 165.286143
- L 840.976403 166.303969
- L 846.907013 164.946868
- L 858.768233 167.014832
- L 864.698842 166.853272
- L 870.629452 164.381409
- L 876.560062 165.463859
- L 882.490672 168.242685
- L 888.421282 167.483355
- L 894.351892 164.995336
- L 900.282502 166.934052
- L 906.213111 166.029318
- L 912.143721 167.725695
- L 918.074331 166.934052
- L 924.004941 165.722355
- L 929.935551 166.174722
- L 935.866161 164.009822
- L 941.796771 166.966364
- L 947.727381 166.530153
- L 953.65799 164.866088
- L 959.5886 166.320125
- L 965.51921 165.803134
- L 971.44982 167.758006
- L 977.38043 166.724025
- L 983.31104 167.968034
- L 989.24165 165.81929
- L 995.17226 166.465529
- L 1001.102869 165.706199
- L 1007.033479 165.480015
- L 1012.964089 168.14575
- L 1018.894699 166.934052
- L 1024.825309 164.203694
- L 1030.755919 167.047144
- L 1036.686529 165.14074
- L 1042.617138 166.756336
- L 1048.547748 165.092272
- L 1054.478358 165.447703
- L 1060.408968 164.591437
- L 1066.339578 168.533493
- L 1072.270188 165.948538
- L 1078.200798 167.564135
- L 1084.131408 165.916226
- L 1090.062017 168.14575
- L 1095.992627 165.835446
- L 1101.923237 167.095612
- L 1107.853847 165.253831
- L 1113.784457 166.22319
- L 1119.715067 165.544639
- L 1125.645677 167.127924
- L 1131.576286 166.530153
- L 1137.506896 167.854942
- L 1143.437506 165.318455
- L 1149.368116 166.481685
- L 1155.298726 166.013162
- L 1161.229336 167.047144
- L 1167.159946 164.349097
- L 1173.090556 165.14074
- L 1179.021165 167.451043
- L 1184.951775 166.013162
- L 1190.882385 165.302299
- L 1196.812995 166.594777
- L 1202.743605 168.258841
- L 1208.674215 167.887254
- L 1214.604825 167.402575
- L 1220.535434 166.707869
- L 1226.466044 168.258841
- L 1232.396654 167.644915
- L 1238.327264 168.549649
- L 1244.257874 166.707869
- L 1256.119094 165.512327
- L 1262.049704 165.14074
- L 1267.980313 165.932382
- L 1273.910923 165.366923
- L 1279.841533 166.627089
- L 1285.772143 163.848262
- L 1291.702753 165.350767
- L 1297.633363 165.253831
- L 1303.563973 166.287813
- L 1309.494582 167.661071
- L 1315.425192 166.853272
- L 1321.355802 167.82263
- L 1327.286412 166.934052
- L 1333.217022 167.919566
- L 1339.147632 166.449373
- L 1345.078242 168.436557
- L 1351.008852 165.98085
- L 1356.939461 168.274997
- L 1362.870071 165.173052
- L 1368.800681 167.98419
- L 1380.661901 166.756336
- L 1386.592511 165.754666
- L 1392.523121 165.318455
- L 1398.453731 168.016502
- L 1404.38434 165.269987
- L 1410.31495 167.241015
- L 1416.24556 165.916226
- L 1422.17617 165.269987
- L 1428.10678 166.06163
- L 1434.03739 165.092272
- L 1439.968 166.497841
- L 1439.968 166.497841
- " clip-path="url(#pa6b2e6d231)" style="fill: none; stroke: #1fa187; stroke-width: 0.5; stroke-linecap: round"/>
- </g>
- <g id="line2d_10">
- <path d="M 28.482851 174.672761
- L 34.413461 177.176936
- L 40.344071 175.399779
- L 46.274681 174.462733
- L 52.205291 175.286687
- L 58.1359 173.493375
- L 64.06651 176.239889
- L 69.99712 174.898944
- L 75.92773 174.365797
- L 81.85834 174.398109
- L 87.78895 176.983064
- L 93.71956 173.234879
- L 99.650169 175.722899
- L 105.580779 175.981394
- L 111.511389 175.254375
- L 117.441999 176.514541
- L 123.372609 175.674431
- L 135.233829 174.495045
- L 141.164439 176.482229
- L 147.095048 176.417605
- L 153.025658 174.818164
- L 158.956268 175.125128
- L 164.886878 175.706743
- L 170.817488 173.768026
- L 176.748098 173.654935
- L 182.678708 174.398109
- L 188.609317 175.028192
- L 194.539927 174.75354
- L 200.470537 174.285017
- L 206.401147 175.07666
- L 212.331757 174.656605
- L 218.262367 175.464403
- L 224.192977 175.367467
- L 230.123587 176.417605
- L 236.054196 174.640449
- L 241.984806 175.625963
- L 247.915416 176.013706
- L 253.846026 174.333485
- L 259.776636 174.462733
- L 265.707246 175.383623
- L 271.637856 172.99254
- L 277.568466 173.929586
- L 283.499075 175.189752
- L 289.429685 173.428751
- L 295.360295 174.947412
- L 301.290905 175.932926
- L 307.221515 174.252705
- L 313.152125 176.223733
- L 319.082735 174.252705
- L 325.013344 175.351311
- L 330.943954 175.561339
- L 342.805174 174.737384
- L 348.735784 175.044348
- L 354.666394 174.543513
- L 360.597004 174.721229
- L 366.527614 174.527357
- L 378.388833 175.674431
- L 384.319443 174.866632
- L 390.250053 175.286687
- L 396.180663 174.171926
- L 402.111273 175.577495
- L 408.041883 174.511201
- L 413.972492 176.417605
- L 425.833712 176.336825
- L 431.764322 173.75187
- L 437.694932 175.674431
- L 443.625542 176.15911
- L 449.556152 174.866632
- L 455.486762 177.273871
- L 461.417371 175.99755
- L 467.347981 175.625963
- L 473.278591 174.495045
- L 479.209201 175.75521
- L 485.139811 176.789192
- L 491.070421 176.223733
- L 497.001031 175.028192
- L 502.93164 175.222064
- L 508.86225 175.205908
- L 514.79286 174.9151
- L 520.72347 176.336825
- L 526.65408 175.254375
- L 532.58469 175.415935
- L 538.5153 175.722899
- L 544.44591 174.527357
- L 550.376519 175.949082
- L 556.307129 175.108972
- L 568.168349 175.609807
- L 574.098959 174.527357
- L 580.029569 175.900614
- L 585.960179 176.126798
- L 591.890789 177.467743
- L 597.821398 175.432091
- L 603.752008 176.676101
- L 609.682618 176.352981
- L 615.613228 176.91844
- L 621.543838 176.272201
- L 627.474448 174.979724
- L 633.405058 175.577495
- L 639.335667 175.706743
- L 645.266277 176.15911
- L 651.196887 175.771366
- L 657.127497 175.690587
- L 663.058107 175.028192
- L 668.988717 176.482229
- L 674.919327 176.256045
- L 680.849937 176.91844
- L 686.780546 175.868302
- L 692.711156 177.096156
- L 698.641766 175.852146
- L 704.572376 175.674431
- L 710.502986 174.882788
- L 716.433596 174.83432
- L 722.364206 175.771366
- L 728.294815 174.15577
- L 734.225425 175.448247
- L 740.156035 175.561339
- L 746.086645 175.141284
- L 752.017255 174.139614
- L 757.947865 174.171926
- L 763.878475 174.866632
- L 769.809085 175.932926
- L 775.739694 175.965238
- L 781.670304 175.432091
- L 787.600914 175.529027
- L 793.531524 176.611477
- L 799.462134 174.705073
- L 805.392744 175.222064
- L 811.323354 175.577495
- L 817.253963 175.496715
- L 823.184573 176.239889
- L 829.115183 176.692257
- L 835.045793 174.882788
- L 840.976403 176.643789
- L 846.907013 176.223733
- L 852.837623 176.062174
- L 864.698842 174.398109
- L 870.629452 176.886128
- L 876.560062 176.029862
- L 888.421282 176.207578
- L 894.351892 173.864962
- L 900.282502 175.108972
- L 912.143721 177.096156
- L 918.074331 176.094486
- L 924.004941 174.478889
- L 929.935551 174.495045
- L 935.866161 176.853816
- L 941.796771 173.75187
- L 947.727381 174.026522
- L 953.65799 176.611477
- L 959.5886 175.254375
- L 965.51921 175.512871
- L 971.44982 175.545183
- L 977.38043 175.819834
- L 983.31104 174.721229
- L 989.24165 175.706743
- L 995.17226 173.574155
- L 1001.102869 175.141284
- L 1007.033479 174.446577
- L 1012.964089 174.171926
- L 1018.894699 174.301173
- L 1024.825309 175.545183
- L 1030.755919 174.317329
- L 1036.686529 175.674431
- L 1042.617138 177.306183
- L 1048.547748 175.060504
- L 1054.478358 175.739054
- L 1060.408968 174.317329
- L 1066.339578 175.932926
- L 1072.270188 175.900614
- L 1078.200798 175.367467
- L 1084.131408 173.557999
- L 1090.062017 174.882788
- L 1095.992627 175.609807
- L 1101.923237 176.175266
- L 1107.853847 174.543513
- L 1113.784457 175.238219
- L 1119.715067 176.191422
- L 1131.576286 174.204238
- L 1137.506896 173.299503
- L 1143.437506 175.868302
- L 1149.368116 174.818164
- L 1155.298726 176.272201
- L 1161.229336 175.173596
- L 1167.159946 173.654935
- L 1179.021165 174.349641
- L 1184.951775 172.83098
- L 1190.882385 178.356321
- L 1196.812995 174.9151
- L 1202.743605 175.609807
- L 1208.674215 174.9151
- L 1214.604825 174.721229
- L 1220.535434 175.512871
- L 1226.466044 174.979724
- L 1232.396654 174.898944
- L 1238.327264 175.254375
- L 1244.257874 174.688917
- L 1256.119094 175.238219
- L 1262.049704 174.301173
- L 1267.980313 175.900614
- L 1273.910923 174.15577
- L 1279.841533 175.060504
- L 1285.772143 176.482229
- L 1291.702753 174.575825
- L 1297.633363 175.125128
- L 1303.563973 175.012036
- L 1309.494582 174.769696
- L 1315.425192 174.769696
- L 1327.286412 174.07499
- L 1333.217022 174.898944
- L 1339.147632 174.091146
- L 1345.078242 175.302843
- L 1351.008852 176.094486
- L 1356.939461 174.236549
- L 1362.870071 175.722899
- L 1368.800681 175.351311
- L 1374.731291 174.866632
- L 1380.661901 175.15744
- L 1386.592511 175.642119
- L 1392.523121 175.819834
- L 1398.453731 172.927916
- L 1404.38434 174.9151
- L 1410.31495 175.335155
- L 1416.24556 174.979724
- L 1422.17617 175.367467
- L 1434.03739 174.979724
- L 1439.968 176.466073
- L 1439.968 176.466073
- " clip-path="url(#pa6b2e6d231)" style="fill: none; stroke: #2db27d; stroke-width: 0.5; stroke-linecap: round"/>
- </g>
- <g id="line2d_11">
- <path d="M 28.482851 179.067184
- L 34.413461 176.983064
- L 40.344071 179.115652
- L 46.274681 177.871642
- L 52.205291 178.404789
- L 58.1359 178.517881
- L 64.06651 180.569689
- L 69.99712 179.034872
- L 75.92773 178.92178
- L 81.85834 179.503395
- L 87.78895 178.130138
- L 93.71956 178.630973
- L 99.650169 178.679441
- L 105.580779 179.92345
- L 111.511389 178.550193
- L 117.441999 178.582505
- L 123.372609 179.00256
- L 129.303219 178.873312
- L 135.233829 179.664955
- L 141.164439 177.693927
- L 147.095048 177.790862
- L 153.025658 178.695597
- L 158.956268 178.437101
- L 164.886878 178.388633
- L 170.817488 179.600331
- L 176.748098 179.568019
- L 182.678708 179.08334
- L 188.609317 178.841
- L 194.539927 179.891138
- L 200.470537 180.666625
- L 206.401147 177.984734
- L 212.331757 178.065514
- L 218.262367 179.406459
- L 224.192977 180.585845
- L 230.123587 179.115652
- L 236.054196 178.340165
- L 241.984806 178.711753
- L 247.915416 179.341835
- L 253.846026 178.453257
- L 259.776636 179.568019
- L 265.707246 177.370807
- L 271.637856 180.327349
- L 277.568466 180.553533
- L 283.499075 179.454927
- L 289.429685 179.390303
- L 295.360295 178.501725
- L 307.221515 179.196432
- L 313.152125 179.228743
- L 319.082735 178.92178
- L 325.013344 177.984734
- L 330.943954 178.227073
- L 336.874564 180.602001
- L 342.805174 179.568019
- L 348.735784 177.144624
- L 354.666394 178.097826
- L 360.597004 178.324009
- L 366.527614 179.519551
- L 372.458223 179.261055
- L 378.388833 178.404789
- L 390.250053 178.614817
- L 396.180663 178.857156
- L 402.111273 179.745734
- L 408.041883 177.354651
- L 413.972492 178.857156
- L 419.903102 178.307853
- L 425.833712 180.391973
- L 431.764322 178.937936
- L 437.694932 178.954092
- L 443.625542 178.534037
- L 449.556152 179.778046
- L 455.486762 178.582505
- L 461.417371 178.243229
- L 467.347981 179.374147
- L 473.278591 178.841
- L 479.209201 180.230413
- L 485.139811 178.970248
- L 497.001031 178.437101
- L 502.93164 178.598661
- L 508.86225 179.099496
- L 514.79286 179.341835
- L 520.72347 177.871642
- L 532.58469 178.889468
- L 538.5153 178.146294
- L 544.44591 178.776376
- L 550.376519 180.424285
- L 556.307129 178.372477
- L 562.237739 177.193092
- L 568.168349 178.889468
- L 574.098959 179.212588
- L 580.029569 180.08501
- L 585.960179 178.824844
- L 591.890789 178.889468
- L 597.821398 180.521221
- L 603.752008 178.582505
- L 609.682618 179.406459
- L 615.613228 177.903954
- L 621.543838 177.467743
- L 627.474448 178.873312
- L 633.405058 179.503395
- L 639.335667 178.485569
- L 645.266277 180.214258
- L 651.196887 178.501725
- L 657.127497 179.051028
- L 663.058107 179.745734
- L 668.988717 179.939606
- L 674.919327 178.889468
- L 680.849937 180.230413
- L 686.780546 179.131808
- L 692.711156 177.435431
- L 698.641766 179.034872
- L 704.572376 179.034872
- L 710.502986 179.519551
- L 716.433596 178.937936
- L 722.364206 178.647129
- L 728.294815 179.244899
- L 734.225425 179.196432
- L 740.156035 179.309523
- L 746.086645 180.052698
- L 752.017255 180.634313
- L 757.947865 179.487239
- L 763.878475 179.600331
- L 769.809085 178.954092
- L 775.739694 177.855486
- L 781.670304 179.568019
- L 787.600914 178.744064
- L 793.531524 178.841
- L 799.462134 179.180276
- L 805.392744 179.051028
- L 811.323354 180.569689
- L 817.253963 179.438771
- L 823.184573 177.75855
- L 829.115183 177.629303
- L 840.976403 180.521221
- L 846.907013 179.277211
- L 852.837623 179.390303
- L 858.768233 179.099496
- L 864.698842 178.647129
- L 870.629452 178.857156
- L 876.560062 178.275541
- L 882.490672 179.228743
- L 888.421282 179.971918
- L 894.351892 178.808688
- L 900.282502 179.438771
- L 906.213111 178.776376
- L 912.143721 178.372477
- L 918.074331 179.131808
- L 924.004941 178.986404
- L 929.935551 177.532367
- L 935.866161 179.794202
- L 941.796771 178.970248
- L 953.65799 179.277211
- L 959.5886 180.375817
- L 965.51921 179.858826
- L 971.44982 179.76189
- L 977.38043 179.406459
- L 983.31104 178.097826
- L 989.24165 179.228743
- L 995.17226 176.482229
- L 1007.033479 179.810358
- L 1012.964089 180.133478
- L 1018.894699 178.598661
- L 1024.825309 180.343505
- L 1036.686529 177.83933
- L 1042.617138 179.228743
- L 1048.547748 179.115652
- L 1060.408968 178.534037
- L 1066.339578 179.745734
- L 1072.270188 178.275541
- L 1078.200798 177.532367
- L 1084.131408 178.889468
- L 1090.062017 180.908964
- L 1095.992627 179.92345
- L 1101.923237 180.198102
- L 1107.853847 178.437101
- L 1113.784457 177.823174
- L 1119.715067 180.214258
- L 1125.645677 178.453257
- L 1131.576286 179.067184
- L 1137.506896 177.500055
- L 1143.437506 179.778046
- L 1149.368116 178.194762
- L 1155.298726 179.422615
- L 1161.229336 179.858826
- L 1167.159946 178.550193
- L 1173.090556 178.146294
- L 1179.021165 179.955762
- L 1184.951775 176.83766
- L 1190.882385 179.374147
- L 1196.812995 178.905624
- L 1202.743605 177.290027
- L 1208.674215 178.113982
- L 1214.604825 180.052698
- L 1220.535434 176.902284
- L 1226.466044 178.663285
- L 1232.396654 177.306183
- L 1238.327264 178.598661
- L 1244.257874 178.130138
- L 1250.188484 178.970248
- L 1256.119094 176.514541
- L 1262.049704 177.936266
- L 1267.980313 178.937936
- L 1273.910923 179.341835
- L 1279.841533 178.824844
- L 1285.772143 178.679441
- L 1291.702753 179.454927
- L 1297.633363 179.293367
- L 1303.563973 177.225403
- L 1309.494582 179.244899
- L 1315.425192 179.341835
- L 1321.355802 177.807018
- L 1327.286412 180.408129
- L 1333.217022 178.986404
- L 1339.147632 177.290027
- L 1345.078242 180.715093
- L 1351.008852 178.582505
- L 1356.939461 178.582505
- L 1362.870071 179.034872
- L 1368.800681 179.067184
- L 1374.731291 178.695597
- L 1380.661901 178.017046
- L 1386.592511 179.551863
- L 1392.523121 178.420945
- L 1398.453731 179.16412
- L 1404.38434 178.647129
- L 1410.31495 179.196432
- L 1416.24556 177.596991
- L 1422.17617 178.905624
- L 1428.10678 178.404789
- L 1434.03739 178.582505
- L 1439.968 179.067184
- L 1439.968 179.067184
- " clip-path="url(#pa6b2e6d231)" style="fill: none; stroke: #4ac16d; stroke-width: 0.5; stroke-linecap: round"/>
- </g>
- <g id="line2d_12">
- <path d="M 28.482851 184.77024
- L 34.413461 185.09336
- L 40.344071 185.141828
- L 46.274681 184.317873
- L 52.205291 184.204782
- L 58.1359 183.106176
- L 64.06651 185.109516
- L 69.99712 185.157984
- L 75.92773 184.430965
- L 81.85834 185.400323
- L 87.78895 185.400323
- L 93.71956 184.689461
- L 99.650169 185.513415
- L 105.580779 184.447121
- L 111.511389 185.739598
- L 117.441999 184.560213
- L 123.372609 186.434305
- L 129.303219 185.400323
- L 135.233829 183.493919
- L 141.164439 184.107846
- L 147.095048 186.127342
- L 153.025658 185.061048
- L 158.956268 184.624837
- L 164.886878 185.077204
- L 170.817488 183.913974
- L 176.748098 183.946286
- L 182.678708 185.206452
- L 188.609317 185.561883
- L 194.539927 184.17247
- L 200.470537 183.558543
- L 206.401147 185.739598
- L 212.331757 183.251579
- L 218.262367 183.703947
- L 224.192977 185.448791
- L 230.123587 185.01258
- L 236.054196 184.915644
- L 241.984806 185.01258
- L 247.915416 184.220937
- L 253.846026 184.414809
- L 259.776636 186.401993
- L 265.707246 184.867176
- L 271.637856 185.351855
- L 277.568466 183.800882
- L 283.499075 184.479433
- L 289.429685 184.754084
- L 295.360295 184.237093
- L 301.290905 184.85102
- L 307.221515 185.254919
- L 313.152125 185.044892
- L 319.082735 183.380827
- L 325.013344 185.464947
- L 330.943954 185.610351
- L 336.874564 186.062718
- L 342.805174 185.981938
- L 348.735784 185.416479
- L 354.666394 184.608681
- L 360.597004 184.204782
- L 366.527614 184.495589
- L 372.458223 185.190296
- L 378.388833 184.834864
- L 384.319443 183.736258
- L 390.250053 183.784726
- L 396.180663 185.09336
- L 402.111273 184.253249
- L 408.041883 185.254919
- L 413.972492 184.527901
- L 419.903102 184.17247
- L 425.833712 183.526231
- L 431.764322 184.317873
- L 437.694932 184.156314
- L 443.625542 185.222607
- L 449.556152 183.833194
- L 455.486762 184.156314
- L 461.417371 184.140158
- L 467.347981 185.141828
- L 473.278591 184.996424
- L 479.209201 184.188626
- L 485.139811 184.883332
- L 491.070421 184.350185
- L 497.001031 184.915644
- L 502.93164 184.124002
- L 508.86225 185.028736
- L 520.72347 183.962442
- L 526.65408 184.059378
- L 532.58469 185.061048
- L 538.5153 184.17247
- L 544.44591 185.09336
- L 550.376519 184.818708
- L 556.307129 185.206452
- L 568.168349 183.833194
- L 574.098959 184.624837
- L 580.029569 184.947956
- L 585.960179 183.881662
- L 591.890789 183.413139
- L 597.821398 185.271075
- L 603.752008 184.156314
- L 609.682618 185.691131
- L 615.613228 184.140158
- L 621.543838 184.188626
- L 627.474448 184.802552
- L 633.405058 184.447121
- L 639.335667 183.817038
- L 645.266277 183.994754
- L 651.196887 183.76857
- L 657.127497 184.737928
- L 663.058107 183.283891
- L 668.988717 186.111186
- L 680.849937 184.721772
- L 686.780546 184.414809
- L 692.711156 184.430965
- L 698.641766 183.623167
- L 704.572376 183.623167
- L 710.502986 184.640993
- L 716.433596 185.303387
- L 728.294815 184.527901
- L 740.156035 184.544057
- L 746.086645 185.513415
- L 752.017255 182.944616
- L 757.947865 184.737928
- L 763.878475 184.09169
- L 769.809085 184.382497
- L 781.670304 185.448791
- L 787.600914 185.319543
- L 793.531524 184.964112
- L 799.462134 183.833194
- L 805.392744 184.334029
- L 811.323354 184.253249
- L 817.253963 185.626507
- L 823.184573 185.125672
- L 829.115183 185.658819
- L 835.045793 183.913974
- L 840.976403 184.915644
- L 846.907013 184.802552
- L 852.837623 185.658819
- L 858.768233 184.350185
- L 864.698842 184.01091
- L 870.629452 185.028736
- L 876.560062 184.495589
- L 882.490672 184.269405
- L 888.421282 185.061048
- L 894.351892 183.203112
- L 900.282502 185.077204
- L 906.213111 184.77024
- L 912.143721 185.09336
- L 918.074331 183.655479
- L 924.004941 184.786396
- L 929.935551 184.592525
- L 941.796771 184.511745
- L 947.727381 184.85102
- L 953.65799 185.061048
- L 959.5886 183.784726
- L 965.51921 185.01258
- L 971.44982 185.238763
- L 977.38043 185.01258
- L 983.31104 183.607011
- L 989.24165 185.707287
- L 995.17226 186.01425
- L 1001.102869 183.687791
- L 1007.033479 184.867176
- L 1012.964089 184.673305
- L 1018.894699 184.657149
- L 1024.825309 184.447121
- L 1030.755919 184.544057
- L 1036.686529 184.156314
- L 1042.617138 182.863836
- L 1048.547748 183.784726
- L 1054.478358 185.400323
- L 1060.408968 184.027066
- L 1066.339578 183.219267
- L 1072.270188 185.238763
- L 1078.200798 185.464947
- L 1084.131408 184.77024
- L 1090.062017 185.206452
- L 1095.992627 185.141828
- L 1101.923237 185.497259
- L 1107.853847 183.493919
- L 1113.784457 184.317873
- L 1119.715067 184.883332
- L 1125.645677 185.85269
- L 1131.576286 184.447121
- L 1155.298726 184.980268
- L 1161.229336 184.802552
- L 1167.159946 183.558543
- L 1173.090556 185.141828
- L 1179.021165 183.413139
- L 1184.951775 183.897818
- L 1190.882385 184.043222
- L 1196.812995 184.964112
- L 1202.743605 183.1708
- L 1208.674215 185.303387
- L 1214.604825 182.799212
- L 1220.535434 184.527901
- L 1226.466044 184.527901
- L 1232.396654 185.674975
- L 1238.327264 184.867176
- L 1250.188484 183.477763
- L 1256.119094 184.640993
- L 1262.049704 183.962442
- L 1267.980313 185.206452
- L 1273.910923 183.655479
- L 1279.841533 184.996424
- L 1285.772143 183.84935
- L 1291.702753 184.9318
- L 1303.563973 183.833194
- L 1309.494582 184.705617
- L 1315.425192 184.301717
- L 1321.355802 184.301717
- L 1327.286412 184.140158
- L 1333.217022 183.073864
- L 1339.147632 184.786396
- L 1345.078242 183.671635
- L 1351.008852 184.463277
- L 1362.870071 183.09002
- L 1368.800681 184.9318
- L 1380.661901 184.237093
- L 1386.592511 183.364671
- L 1392.523121 185.578039
- L 1398.453731 183.526231
- L 1404.38434 184.721772
- L 1410.31495 184.754084
- L 1416.24556 186.256589
- L 1422.17617 184.544057
- L 1428.10678 183.025396
- L 1434.03739 183.736258
- L 1439.968 184.09169
- L 1439.968 184.09169
- " clip-path="url(#pa6b2e6d231)" style="fill: none; stroke: #73d056; stroke-width: 0.5; stroke-linecap: round"/>
- </g>
- <g id="line2d_13">
- <path d="M 28.482851 186.951296
- L 34.413461 188.970792
- L 40.344071 188.389177
- L 46.274681 187.193636
- L 52.205291 188.970792
- L 58.1359 189.229287
- L 64.06651 187.969122
- L 87.78895 188.340709
- L 93.71956 188.001434
- L 105.580779 188.890012
- L 111.511389 188.373021
- L 117.441999 188.324553
- L 123.372609 189.293911
- L 129.303219 188.906168
- L 135.233829 187.920654
- L 141.164439 188.405333
- L 147.095048 189.051572
- L 153.025658 188.486113
- L 158.956268 188.114526
- L 164.886878 188.373021
- L 170.817488 187.742938
- L 176.748098 188.389177
- L 182.678708 188.195306
- L 188.609317 188.890012
- L 194.539927 188.211461
- L 200.470537 187.985278
- L 206.401147 189.439315
- L 212.331757 188.130682
- L 218.262367 187.93681
- L 224.192977 188.405333
- L 230.123587 188.728452
- L 236.054196 188.631517
- L 241.984806 187.646003
- L 247.915416 188.825388
- L 253.846026 188.162994
- L 259.776636 188.8577
- L 265.707246 189.18082
- L 271.637856 188.09837
- L 277.568466 188.17915
- L 283.499075 188.841544
- L 289.429685 187.662159
- L 295.360295 188.01759
- L 301.290905 187.258259
- L 307.221515 188.09837
- L 313.152125 189.164664
- L 319.082735 188.389177
- L 325.013344 188.77692
- L 330.943954 187.742938
- L 336.874564 189.471627
- L 342.805174 187.77525
- L 348.735784 188.93848
- L 354.666394 188.01759
- L 360.597004 187.839874
- L 366.527614 188.195306
- L 372.458223 188.033746
- L 378.388833 188.77692
- L 384.319443 188.114526
- L 390.250053 188.292241
- L 396.180663 188.243773
- L 402.111273 188.01759
- L 408.041883 188.001434
- L 413.972492 188.615361
- L 419.903102 188.389177
- L 425.833712 188.712296
- L 431.764322 188.01759
- L 437.694932 188.421489
- L 443.625542 189.536251
- L 449.556152 190.263269
- L 455.486762 188.566893
- L 461.417371 189.617031
- L 467.347981 188.712296
- L 473.278591 188.437645
- L 479.209201 189.003104
- L 485.139811 187.581379
- L 491.070421 189.293911
- L 497.001031 189.326223
- L 502.93164 187.516755
- L 508.86225 188.292241
- L 514.79286 189.229287
- L 520.72347 189.584719
- L 526.65408 188.114526
- L 532.58469 188.17915
- L 538.5153 188.712296
- L 544.44591 188.954636
- L 550.376519 188.195306
- L 556.307129 187.969122
- L 562.237739 186.918984
- L 568.168349 188.082214
- L 574.098959 188.227617
- L 585.960179 188.001434
- L 591.890789 188.243773
- L 597.821398 187.791406
- L 603.752008 188.146838
- L 609.682618 187.726782
- L 615.613228 187.694471
- L 621.543838 188.17915
- L 627.474448 187.468287
- L 633.405058 189.487783
- L 639.335667 187.549067
- L 645.266277 189.116196
- L 651.196887 188.308397
- L 657.127497 188.744608
- L 663.058107 187.484443
- L 668.988717 189.730122
- L 674.919327 187.339039
- L 686.780546 189.245443
- L 692.711156 187.549067
- L 698.641766 189.600875
- L 704.572376 189.196976
- L 710.502986 189.407003
- L 716.433596 189.083884
- L 722.364206 187.145168
- L 728.294815 188.356865
- L 734.225425 188.082214
- L 740.156035 187.193636
- L 746.086645 188.93848
- L 752.017255 187.694471
- L 757.947865 187.872186
- L 763.878475 188.825388
- L 775.739694 187.371351
- L 781.670304 187.193636
- L 787.600914 186.692801
- L 793.531524 187.646003
- L 799.462134 188.373021
- L 805.392744 188.534581
- L 811.323354 188.09837
- L 817.253963 188.405333
- L 823.184573 188.340709
- L 829.115183 187.920654
- L 835.045793 187.710626
- L 840.976403 188.373021
- L 846.907013 187.242103
- L 852.837623 188.486113
- L 858.768233 187.629847
- L 864.698842 188.8577
- L 870.629452 187.807562
- L 876.560062 188.583049
- L 888.421282 187.646003
- L 894.351892 188.469957
- L 900.282502 189.067728
- L 906.213111 189.455471
- L 912.143721 188.873856
- L 918.074331 189.584719
- L 924.004941 187.549067
- L 929.935551 188.469957
- L 935.866161 187.985278
- L 941.796771 187.726782
- L 947.727381 188.583049
- L 953.65799 188.809232
- L 965.51921 188.389177
- L 971.44982 188.599205
- L 977.38043 188.066058
- L 989.24165 188.502269
- L 995.17226 188.566893
- L 1001.102869 189.455471
- L 1007.033479 186.918984
- L 1012.964089 186.369681
- L 1018.894699 188.114526
- L 1024.825309 188.744608
- L 1030.755919 187.85603
- L 1036.686529 188.324553
- L 1042.617138 188.906168
- L 1048.547748 188.986948
- L 1054.478358 187.549067
- L 1060.408968 188.825388
- L 1066.339578 188.970792
- L 1072.270188 188.583049
- L 1078.200798 188.534581
- L 1084.131408 187.710626
- L 1090.062017 187.710626
- L 1095.992627 188.77692
- L 1101.923237 188.647673
- L 1107.853847 188.954636
- L 1113.784457 188.276085
- L 1119.715067 187.322883
- L 1137.506896 188.308397
- L 1143.437506 188.841544
- L 1149.368116 188.146838
- L 1155.298726 188.082214
- L 1161.229336 188.340709
- L 1167.159946 187.516755
- L 1173.090556 188.292241
- L 1179.021165 188.308397
- L 1184.951775 188.970792
- L 1190.882385 188.986948
- L 1196.812995 187.93681
- L 1202.743605 187.193636
- L 1208.674215 188.712296
- L 1214.604825 188.696141
- L 1220.535434 187.646003
- L 1226.466044 187.209791
- L 1232.396654 187.985278
- L 1238.327264 188.906168
- L 1244.257874 187.662159
- L 1256.119094 188.243773
- L 1262.049704 188.195306
- L 1267.980313 187.306727
- L 1273.910923 189.003104
- L 1279.841533 189.713966
- L 1285.772143 188.93848
- L 1291.702753 188.356865
- L 1297.633363 187.242103
- L 1303.563973 187.77525
- L 1309.494582 188.809232
- L 1315.425192 187.565223
- L 1327.286412 187.435975
- L 1333.217022 188.421489
- L 1339.147632 188.308397
- L 1345.078242 187.85603
- L 1351.008852 188.292241
- L 1356.939461 187.0967
- L 1362.870071 187.01592
- L 1368.800681 187.952966
- L 1374.731291 188.340709
- L 1380.661901 188.17915
- L 1386.592511 187.532911
- L 1392.523121 189.568563
- L 1398.453731 188.324553
- L 1404.38434 187.872186
- L 1410.31495 188.8577
- L 1416.24556 188.486113
- L 1422.17617 187.791406
- L 1428.10678 188.162994
- L 1434.03739 188.356865
- L 1439.968 188.679985
- L 1439.968 188.679985
- " clip-path="url(#pa6b2e6d231)" style="fill: none; stroke: #a0da39; stroke-width: 0.5; stroke-linecap: round"/>
- </g>
- <g id="line2d_14">
- <path d="M 28.482851 190.295581
- L 34.413461 190.683325
- L 40.344071 189.810902
- L 46.274681 190.166334
- L 52.205291 190.796416
- L 58.1359 189.423159
- L 64.06651 189.923994
- L 69.99712 189.85937
- L 75.92773 190.683325
- L 81.85834 190.230957
- L 93.71956 191.636527
- L 99.650169 191.135692
- L 105.580779 190.198646
- L 111.511389 190.893352
- L 117.441999 190.94182
- L 123.372609 190.085554
- L 129.303219 190.134022
- L 135.233829 189.85937
- L 141.164439 190.683325
- L 147.095048 190.699481
- L 153.025658 190.214801
- L 158.956268 190.667169
- L 164.886878 191.507279
- L 170.817488 191.071068
- L 176.748098 190.457141
- L 188.609317 190.311737
- L 194.539927 190.828728
- L 200.470537 190.554077
- L 206.401147 190.925664
- L 212.331757 190.327893
- L 218.262367 190.473297
- L 224.192977 192.379701
- L 230.123587 191.410343
- L 236.054196 190.699481
- L 241.984806 189.342379
- L 247.915416 190.473297
- L 253.846026 190.731792
- L 259.776636 190.344049
- L 265.707246 190.94182
- L 271.637856 190.247113
- L 277.568466 190.667169
- L 283.499075 191.248783
- L 289.429685 190.554077
- L 301.290905 190.489453
- L 307.221515 190.230957
- L 313.152125 190.505609
- L 319.082735 191.378031
- L 325.013344 190.408673
- L 330.943954 191.78193
- L 342.805174 190.198646
- L 348.735784 190.974132
- L 354.666394 190.796416
- L 360.597004 190.263269
- L 366.527614 190.747948
- L 372.458223 189.600875
- L 378.388833 190.570233
- L 384.319443 190.166334
- L 390.250053 191.281095
- L 396.180663 190.198646
- L 402.111273 190.537921
- L 408.041883 189.85937
- L 413.972492 190.263269
- L 419.903102 190.085554
- L 425.833712 191.313407
- L 431.764322 191.135692
- L 443.625542 191.959646
- L 449.556152 190.198646
- L 455.486762 191.458811
- L 461.417371 190.473297
- L 467.347981 190.117866
- L 473.278591 190.198646
- L 479.209201 190.602545
- L 485.139811 190.699481
- L 491.070421 191.135692
- L 497.001031 190.602545
- L 502.93164 191.18416
- L 508.86225 190.651013
- L 514.79286 191.394187
- L 520.72347 189.923994
- L 526.65408 191.119536
- L 532.58469 191.733462
- L 538.5153 190.327893
- L 544.44591 189.988618
- L 550.376519 190.327893
- L 556.307129 190.295581
- L 562.237739 190.86104
- L 574.098959 190.247113
- L 580.029569 189.697811
- L 585.960179 192.02427
- L 591.890789 190.327893
- L 597.821398 191.959646
- L 603.752008 191.281095
- L 609.682618 190.424829
- L 615.613228 191.18416
- L 627.474448 189.923994
- L 633.405058 189.923994
- L 639.335667 190.117866
- L 645.266277 190.764104
- L 651.196887 189.342379
- L 657.127497 191.394187
- L 674.919327 190.150178
- L 680.849937 189.923994
- L 686.780546 190.909508
- L 692.711156 191.006444
- L 698.641766 190.085554
- L 704.572376 190.634857
- L 710.502986 190.715636
- L 716.433596 190.117866
- L 722.364206 191.087224
- L 728.294815 190.828728
- L 734.225425 191.442655
- L 746.086645 190.86104
- L 752.017255 190.651013
- L 757.947865 190.037086
- L 763.878475 191.410343
- L 775.739694 191.426499
- L 781.670304 190.812572
- L 787.600914 190.521765
- L 793.531524 191.135692
- L 805.392744 189.487783
- L 811.323354 190.554077
- L 817.253963 190.974132
- L 823.184573 190.198646
- L 829.115183 191.248783
- L 835.045793 190.230957
- L 840.976403 190.311737
- L 846.907013 190.925664
- L 852.837623 190.699481
- L 858.768233 189.85937
- L 864.698842 190.505609
- L 870.629452 190.764104
- L 876.560062 190.877196
- L 882.490672 191.151848
- L 888.421282 190.699481
- L 894.351892 191.200316
- L 900.282502 189.584719
- L 906.213111 189.794746
- L 912.143721 191.410343
- L 918.074331 191.087224
- L 924.004941 190.473297
- L 941.796771 191.10338
- L 947.727381 190.263269
- L 953.65799 191.038756
- L 959.5886 191.248783
- L 965.51921 190.925664
- L 971.44982 190.327893
- L 983.31104 191.10338
- L 995.17226 190.990288
- L 1001.102869 188.583049
- L 1007.033479 189.891682
- L 1012.964089 190.618701
- L 1018.894699 189.972462
- L 1024.825309 191.087224
- L 1030.755919 190.134022
- L 1036.686529 190.166334
- L 1042.617138 190.537921
- L 1048.547748 190.78026
- L 1054.478358 190.230957
- L 1060.408968 190.376361
- L 1066.339578 190.651013
- L 1072.270188 190.198646
- L 1078.200798 192.428169
- L 1084.131408 190.344049
- L 1090.062017 190.586389
- L 1095.992627 190.570233
- L 1107.853847 190.263269
- L 1119.715067 190.247113
- L 1125.645677 189.762434
- L 1131.576286 191.232627
- L 1137.506896 190.085554
- L 1143.437506 189.423159
- L 1149.368116 189.810902
- L 1155.298726 191.006444
- L 1161.229336 190.86104
- L 1167.159946 191.119536
- L 1173.090556 190.166334
- L 1179.021165 190.344049
- L 1184.951775 190.376361
- L 1190.882385 190.247113
- L 1196.812995 191.378031
- L 1202.743605 189.827058
- L 1208.674215 190.392517
- L 1214.604825 189.77859
- L 1220.535434 190.683325
- L 1226.466044 190.214801
- L 1232.396654 189.342379
- L 1238.327264 190.521765
- L 1244.257874 190.279425
- L 1250.188484 191.038756
- L 1256.119094 190.828728
- L 1262.049704 190.198646
- L 1267.980313 190.392517
- L 1273.910923 191.361875
- L 1279.841533 189.907838
- L 1285.772143 190.295581
- L 1291.702753 191.281095
- L 1303.563973 191.087224
- L 1309.494582 190.699481
- L 1315.425192 190.715636
- L 1321.355802 190.198646
- L 1327.286412 190.521765
- L 1333.217022 189.794746
- L 1339.147632 190.424829
- L 1345.078242 189.730122
- L 1351.008852 190.327893
- L 1356.939461 190.053242
- L 1362.870071 190.247113
- L 1368.800681 189.875526
- L 1374.731291 191.135692
- L 1380.661901 190.150178
- L 1386.592511 189.503939
- L 1392.523121 190.844884
- L 1398.453731 190.440985
- L 1404.38434 190.408673
- L 1410.31495 190.667169
- L 1428.10678 189.94015
- L 1434.03739 191.717306
- L 1439.968 191.006444
- L 1439.968 191.006444
- " clip-path="url(#pa6b2e6d231)" style="fill: none; stroke: #d0e11c; stroke-width: 0.5; stroke-linecap: round"/>
- </g>
- <g id="line2d_15">
- <path d="M 28.482851 192.460481
- L 40.344071 194.18917
- L 46.274681 193.607555
- L 52.205291 193.397527
- L 58.1359 192.266609
- L 64.06651 193.591399
- L 75.92773 192.993628
- L 81.85834 193.397527
- L 87.78895 192.315077
- L 93.71956 193.381371
- L 99.650169 193.203655
- L 105.580779 193.252123
- L 111.511389 192.929004
- L 117.441999 193.656023
- L 123.372609 193.914518
- L 129.303219 193.02594
- L 135.233829 193.94683
- L 141.164439 192.654353
- L 147.095048 193.252123
- L 153.025658 192.10505
- L 158.956268 193.86605
- L 164.886878 194.431509
- L 170.817488 193.381371
- L 176.748098 193.02594
- L 182.678708 193.381371
- L 188.609317 193.171344
- L 194.539927 191.329563
- L 200.470537 193.155188
- L 206.401147 192.412013
- L 212.331757 192.412013
- L 218.262367 193.591399
- L 224.192977 192.622041
- L 230.123587 192.508949
- L 236.054196 194.302261
- L 247.915416 192.94516
- L 253.846026 193.090564
- L 259.776636 192.815912
- L 265.707246 193.575243
- L 271.637856 192.589729
- L 277.568466 193.219811
- L 283.499075 192.638197
- L 289.429685 193.930674
- L 295.360295 193.672179
- L 301.290905 193.074408
- L 307.221515 193.1875
- L 313.152125 193.849894
- L 319.082735 193.914518
- L 325.013344 192.573573
- L 330.943954 193.526775
- L 336.874564 193.494463
- L 342.805174 193.122876
- L 348.735784 193.510619
- L 354.666394 192.428169
- L 360.597004 194.02761
- L 366.527614 194.205325
- L 372.458223 193.316747
- L 378.388833 194.011454
- L 384.319443 193.995298
- L 390.250053 193.639867
- L 396.180663 193.462151
- L 402.111273 191.927334
- L 408.041883 193.510619
- L 413.972492 192.912848
- L 419.903102 193.833738
- L 425.833712 193.235967
- L 431.764322 192.508949
- L 437.694932 193.559087
- L 443.625542 193.769114
- L 449.556152 194.124546
- L 455.486762 192.912848
- L 461.417371 193.526775
- L 467.347981 192.767444
- L 473.278591 193.817582
- L 479.209201 192.622041
- L 491.070421 194.10839
- L 497.001031 193.575243
- L 508.86225 193.607555
- L 514.79286 193.074408
- L 520.72347 193.009784
- L 526.65408 193.494463
- L 532.58469 193.736802
- L 538.5153 192.589729
- L 544.44591 193.575243
- L 550.376519 193.510619
- L 556.307129 192.896692
- L 562.237739 193.413683
- L 568.168349 193.623711
- L 574.098959 193.445995
- L 580.029569 192.977472
- L 585.960179 194.673849
- L 591.890789 193.849894
- L 597.821398 192.735132
- L 603.752008 193.171344
- L 609.682618 193.155188
- L 615.613228 193.591399
- L 621.543838 192.929004
- L 627.474448 194.253793
- L 633.405058 193.445995
- L 639.335667 193.542931
- L 645.266277 193.349059
- L 651.196887 193.559087
- L 657.127497 193.639867
- L 663.058107 192.10505
- L 668.988717 192.169674
- L 674.919327 193.542931
- L 680.849937 192.977472
- L 686.780546 193.139032
- L 692.711156 192.767444
- L 698.641766 193.542931
- L 704.572376 193.623711
- L 710.502986 192.86438
- L 716.433596 193.349059
- L 722.364206 192.86438
- L 734.225425 193.962986
- L 740.156035 193.769114
- L 746.086645 192.460481
- L 752.017255 193.736802
- L 757.947865 192.977472
- L 763.878475 194.10839
- L 769.809085 192.573573
- L 775.739694 194.253793
- L 781.670304 193.429839
- L 787.600914 194.02761
- L 793.531524 194.076078
- L 799.462134 193.962986
- L 805.392744 193.962986
- L 811.323354 192.18583
- L 817.253963 193.219811
- L 823.184573 193.445995
- L 829.115183 193.058252
- L 835.045793 193.526775
- L 840.976403 192.815912
- L 846.907013 193.769114
- L 852.837623 192.589729
- L 858.768233 193.10672
- L 864.698842 193.365215
- L 870.629452 192.10505
- L 876.560062 193.94683
- L 882.490672 193.413683
- L 888.421282 193.898362
- L 894.351892 192.94516
- L 906.213111 193.930674
- L 912.143721 192.492793
- L 918.074331 191.571903
- L 924.004941 193.639867
- L 929.935551 192.460481
- L 935.866161 192.331233
- L 941.796771 193.252123
- L 947.727381 192.751288
- L 953.65799 193.332903
- L 959.5886 192.961316
- L 965.51921 193.736802
- L 971.44982 192.541261
- L 977.38043 193.349059
- L 983.31104 193.316747
- L 989.24165 192.282765
- L 995.17226 193.70449
- L 1001.102869 193.429839
- L 1007.033479 193.397527
- L 1012.964089 193.252123
- L 1018.894699 193.349059
- L 1024.825309 193.268279
- L 1030.755919 192.767444
- L 1036.686529 192.70282
- L 1042.617138 192.929004
- L 1048.547748 193.381371
- L 1054.478358 192.670509
- L 1066.339578 193.445995
- L 1072.270188 193.155188
- L 1078.200798 193.688335
- L 1084.131408 193.042096
- L 1090.062017 193.623711
- L 1101.923237 192.7836
- L 1107.853847 193.203655
- L 1113.784457 193.316747
- L 1119.715067 193.219811
- L 1125.645677 193.349059
- L 1131.576286 192.929004
- L 1137.506896 192.94516
- L 1143.437506 193.122876
- L 1149.368116 193.429839
- L 1155.298726 192.508949
- L 1161.229336 192.266609
- L 1167.159946 193.736802
- L 1173.090556 191.749618
- L 1179.021165 192.573573
- L 1184.951775 193.1875
- L 1190.882385 192.218141
- L 1196.812995 192.929004
- L 1202.743605 192.961316
- L 1208.674215 192.799756
- L 1214.604825 193.171344
- L 1220.535434 193.849894
- L 1226.466044 193.090564
- L 1232.396654 191.991958
- L 1238.327264 193.042096
- L 1244.257874 192.94516
- L 1250.188484 193.429839
- L 1256.119094 193.413683
- L 1262.049704 193.284435
- L 1267.980313 192.218141
- L 1273.910923 192.331233
- L 1279.841533 193.397527
- L 1285.772143 192.767444
- L 1291.702753 193.268279
- L 1297.633363 193.462151
- L 1303.563973 194.463821
- L 1309.494582 192.767444
- L 1315.425192 193.86605
- L 1321.355802 192.525105
- L 1333.217022 192.282765
- L 1339.147632 192.331233
- L 1345.078242 192.832068
- L 1351.008852 192.815912
- L 1362.870071 192.444325
- L 1368.800681 192.008114
- L 1374.731291 193.300591
- L 1380.661901 192.379701
- L 1386.592511 194.02761
- L 1392.523121 194.318417
- L 1398.453731 193.413683
- L 1410.31495 193.397527
- L 1416.24556 193.656023
- L 1422.17617 193.429839
- L 1428.10678 192.993628
- L 1434.03739 192.686665
- L 1439.968 194.043766
- L 1439.968 194.043766
- " clip-path="url(#pa6b2e6d231)" style="fill: none; stroke: #fde725; stroke-width: 0.5; stroke-linecap: round"/>
- </g>
- <g id="text_6">
- <g id="patch_9">
- <path d="M 28.482851 78.874087
- L 108.559726 78.874087
- Q 109.759726 78.874087 109.759726 77.674087
- L 109.759726 73.802837
- Q 109.759726 72.602837 108.559726 72.602837
- L 28.482851 72.602837
- Q 27.282851 72.602837 27.282851 73.802837
- L 27.282851 77.674087
- Q 27.282851 78.874087 28.482851 78.874087
- z
- " style="fill: #ffffff; opacity: 0.8"/>
- </g>
- <!-- slice-wise noise average on background -->
- <g style="fill: #808080" transform="translate(28.482851 76.842212)scale(0.04 -0.04)">
- <defs>
- <path id="DejaVuSans-73" d="M 2834 3397
- L 2834 2853
- Q 2591 2978 2328 3040
- Q 2066 3103 1784 3103
- Q 1356 3103 1142 2972
- Q 928 2841 928 2578
- Q 928 2378 1081 2264
- Q 1234 2150 1697 2047
- L 1894 2003
- Q 2506 1872 2764 1633
- Q 3022 1394 3022 966
- Q 3022 478 2636 193
- Q 2250 -91 1575 -91
- Q 1294 -91 989 -36
- Q 684 19 347 128
- L 347 722
- Q 666 556 975 473
- Q 1284 391 1588 391
- Q 1994 391 2212 530
- Q 2431 669 2431 922
- Q 2431 1156 2273 1281
- Q 2116 1406 1581 1522
- L 1381 1569
- Q 847 1681 609 1914
- Q 372 2147 372 2553
- Q 372 3047 722 3315
- Q 1072 3584 1716 3584
- Q 2034 3584 2315 3537
- Q 2597 3491 2834 3397
- z
- " transform="scale(0.015625)"/>
- <path id="DejaVuSans-6c" d="M 603 4863
- L 1178 4863
- L 1178 0
- L 603 0
- L 603 4863
- z
- " transform="scale(0.015625)"/>
- <path id="DejaVuSans-69" d="M 603 3500
- L 1178 3500
- L 1178 0
- L 603 0
- L 603 3500
- z
- M 603 4863
- L 1178 4863
- L 1178 4134
- L 603 4134
- L 603 4863
- z
- " transform="scale(0.015625)"/>
- <path id="DejaVuSans-63" d="M 3122 3366
- L 3122 2828
- Q 2878 2963 2633 3030
- Q 2388 3097 2138 3097
- Q 1578 3097 1268 2742
- Q 959 2388 959 1747
- Q 959 1106 1268 751
- Q 1578 397 2138 397
- Q 2388 397 2633 464
- Q 2878 531 3122 666
- L 3122 134
- Q 2881 22 2623 -34
- Q 2366 -91 2075 -91
- Q 1284 -91 818 406
- Q 353 903 353 1747
- Q 353 2603 823 3093
- Q 1294 3584 2113 3584
- Q 2378 3584 2631 3529
- Q 2884 3475 3122 3366
- z
- " transform="scale(0.015625)"/>
- <path id="DejaVuSans-65" d="M 3597 1894
- L 3597 1613
- L 953 1613
- Q 991 1019 1311 708
- Q 1631 397 2203 397
- Q 2534 397 2845 478
- Q 3156 559 3463 722
- L 3463 178
- Q 3153 47 2828 -22
- Q 2503 -91 2169 -91
- Q 1331 -91 842 396
- Q 353 884 353 1716
- Q 353 2575 817 3079
- Q 1281 3584 2069 3584
- Q 2775 3584 3186 3129
- Q 3597 2675 3597 1894
- z
- M 3022 2063
- Q 3016 2534 2758 2815
- Q 2500 3097 2075 3097
- Q 1594 3097 1305 2825
- Q 1016 2553 972 2059
- L 3022 2063
- z
- " transform="scale(0.015625)"/>
- <path id="DejaVuSans-2d" d="M 313 2009
- L 1997 2009
- L 1997 1497
- L 313 1497
- L 313 2009
- z
- " transform="scale(0.015625)"/>
- <path id="DejaVuSans-61" d="M 2194 1759
- Q 1497 1759 1228 1600
- Q 959 1441 959 1056
- Q 959 750 1161 570
- Q 1363 391 1709 391
- Q 2188 391 2477 730
- Q 2766 1069 2766 1631
- L 2766 1759
- L 2194 1759
- z
- M 3341 1997
- L 3341 0
- L 2766 0
- L 2766 531
- Q 2569 213 2275 61
- Q 1981 -91 1556 -91
- Q 1019 -91 701 211
- Q 384 513 384 1019
- Q 384 1609 779 1909
- Q 1175 2209 1959 2209
- L 2766 2209
- L 2766 2266
- Q 2766 2663 2505 2880
- Q 2244 3097 1772 3097
- Q 1472 3097 1187 3025
- Q 903 2953 641 2809
- L 641 3341
- Q 956 3463 1253 3523
- Q 1550 3584 1831 3584
- Q 2591 3584 2966 3190
- Q 3341 2797 3341 1997
- z
- " transform="scale(0.015625)"/>
- <path id="DejaVuSans-76" d="M 191 3500
- L 800 3500
- L 1894 563
- L 2988 3500
- L 3597 3500
- L 2284 0
- L 1503 0
- L 191 3500
- z
- " transform="scale(0.015625)"/>
- <path id="DejaVuSans-67" d="M 2906 1791
- Q 2906 2416 2648 2759
- Q 2391 3103 1925 3103
- Q 1463 3103 1205 2759
- Q 947 2416 947 1791
- Q 947 1169 1205 825
- Q 1463 481 1925 481
- Q 2391 481 2648 825
- Q 2906 1169 2906 1791
- z
- M 3481 434
- Q 3481 -459 3084 -895
- Q 2688 -1331 1869 -1331
- Q 1566 -1331 1297 -1286
- Q 1028 -1241 775 -1147
- L 775 -588
- Q 1028 -725 1275 -790
- Q 1522 -856 1778 -856
- Q 2344 -856 2625 -561
- Q 2906 -266 2906 331
- L 2906 616
- Q 2728 306 2450 153
- Q 2172 0 1784 0
- Q 1141 0 747 490
- Q 353 981 353 1791
- Q 353 2603 747 3093
- Q 1141 3584 1784 3584
- Q 2172 3584 2450 3431
- Q 2728 3278 2906 2969
- L 2906 3500
- L 3481 3500
- L 3481 434
- z
- " transform="scale(0.015625)"/>
- <path id="DejaVuSans-6b" d="M 581 4863
- L 1159 4863
- L 1159 1991
- L 2875 3500
- L 3609 3500
- L 1753 1863
- L 3688 0
- L 2938 0
- L 1159 1709
- L 1159 0
- L 581 0
- L 581 4863
- z
- " transform="scale(0.015625)"/>
- <path id="DejaVuSans-75" d="M 544 1381
- L 544 3500
- L 1119 3500
- L 1119 1403
- Q 1119 906 1312 657
- Q 1506 409 1894 409
- Q 2359 409 2629 706
- Q 2900 1003 2900 1516
- L 2900 3500
- L 3475 3500
- L 3475 0
- L 2900 0
- L 2900 538
- Q 2691 219 2414 64
- Q 2138 -91 1772 -91
- Q 1169 -91 856 284
- Q 544 659 544 1381
- z
- M 1991 3584
- L 1991 3584
- z
- " transform="scale(0.015625)"/>
- </defs>
- <use xlink:href="#DejaVuSans-73"/>
- <use xlink:href="#DejaVuSans-6c" x="52.099609"/>
- <use xlink:href="#DejaVuSans-69" x="79.882812"/>
- <use xlink:href="#DejaVuSans-63" x="107.666016"/>
- <use xlink:href="#DejaVuSans-65" x="162.646484"/>
- <use xlink:href="#DejaVuSans-2d" x="224.169922"/>
- <use xlink:href="#DejaVuSans-77" x="260.253906"/>
- <use xlink:href="#DejaVuSans-69" x="342.041016"/>
- <use xlink:href="#DejaVuSans-73" x="369.824219"/>
- <use xlink:href="#DejaVuSans-65" x="421.923828"/>
- <use xlink:href="#DejaVuSans-20" x="483.447266"/>
- <use xlink:href="#DejaVuSans-6e" x="515.234375"/>
- <use xlink:href="#DejaVuSans-6f" x="578.613281"/>
- <use xlink:href="#DejaVuSans-69" x="639.794922"/>
- <use xlink:href="#DejaVuSans-73" x="667.578125"/>
- <use xlink:href="#DejaVuSans-65" x="719.677734"/>
- <use xlink:href="#DejaVuSans-20" x="781.201172"/>
- <use xlink:href="#DejaVuSans-61" x="812.988281"/>
- <use xlink:href="#DejaVuSans-76" x="874.267578"/>
- <use xlink:href="#DejaVuSans-65" x="933.447266"/>
- <use xlink:href="#DejaVuSans-72" x="994.970703"/>
- <use xlink:href="#DejaVuSans-61" x="1036.083984"/>
- <use xlink:href="#DejaVuSans-67" x="1097.363281"/>
- <use xlink:href="#DejaVuSans-65" x="1160.839844"/>
- <use xlink:href="#DejaVuSans-20" x="1222.363281"/>
- <use xlink:href="#DejaVuSans-6f" x="1254.150391"/>
- <use xlink:href="#DejaVuSans-6e" x="1315.332031"/>
- <use xlink:href="#DejaVuSans-20" x="1378.710938"/>
- <use xlink:href="#DejaVuSans-62" x="1410.498047"/>
- <use xlink:href="#DejaVuSans-61" x="1473.974609"/>
- <use xlink:href="#DejaVuSans-63" x="1535.253906"/>
- <use xlink:href="#DejaVuSans-6b" x="1590.234375"/>
- <use xlink:href="#DejaVuSans-67" x="1648.144531"/>
- <use xlink:href="#DejaVuSans-72" x="1711.621094"/>
- <use xlink:href="#DejaVuSans-6f" x="1750.484375"/>
- <use xlink:href="#DejaVuSans-75" x="1811.666016"/>
- <use xlink:href="#DejaVuSans-6e" x="1875.044922"/>
- <use xlink:href="#DejaVuSans-64" x="1938.423828"/>
- </g>
- </g>
- </g>
- <g id="axes_3">
- <g id="patch_10">
- <path d="M 28.482851 484.684615
- L 1439.968 484.684615
- L 1439.968 256.223077
- L 28.482851 256.223077
- z
- " style="fill: #ffffff"/>
- </g>
- <g id="matplotlib.axis_5">
- <g id="xtick_1"/>
- <g id="xtick_2"/>
- <g id="xtick_3"/>
- <g id="xtick_4"/>
- <g id="xtick_5"/>
- <g id="xtick_6"/>
- </g>
- <g id="matplotlib.axis_6"/>
- <g id="line2d_16">
- <path d="M 28.482851 410.786014
- L 1439.968 410.786014
- " clip-path="url(#p9a713555eb)" style="fill: none; stroke: #d3d3d3; stroke-width: 0.1; stroke-linecap: round"/>
- </g>
- <g id="line2d_17">
- <path d="M 28.482851 273.530769
- L 34.413461 428.775524
- L 40.344071 431.922378
- L 46.274681 422.848951
- L 52.205291 426.31049
- L 58.1359 422.114685
- L 64.06651 422.481818
- L 69.99712 421.432867
- L 75.92773 421.8
- L 81.85834 419.334965
- L 87.78895 422.481818
- L 93.71956 430.873427
- L 99.650169 429.824476
- L 105.580779 415.139161
- L 111.511389 377.744056
- L 117.441999 404.282517
- L 123.372609 406.065734
- L 129.303219 405.698601
- L 135.233829 415.820979
- L 141.164439 396.93986
- L 147.095048 417.604196
- L 153.025658 405.698601
- L 158.956268 418.653147
- L 164.886878 429.457343
- L 170.817488 411.31049
- L 176.748098 396.625175
- L 182.678708 403.967832
- L 188.609317 405.331469
- L 194.539927 419.334965
- L 200.470537 432.604196
- L 206.401147 423.897902
- L 212.331757 441.73007
- L 218.262367 440.681119
- L 224.192977 440.681119
- L 230.123587 428.408392
- L 236.054196 434.387413
- L 241.984806 442.779021
- L 247.915416 441.362937
- L 253.846026 441.73007
- L 259.776636 443.093706
- L 265.707246 443.093706
- L 271.637856 442.779021
- L 277.568466 443.460839
- L 283.499075 446.240559
- L 289.429685 446.240559
- L 295.360295 443.827972
- L 301.290905 446.240559
- L 307.221515 446.240559
- L 313.152125 445.558741
- L 319.082735 442.779021
- L 325.013344 446.607692
- L 336.874564 446.607692
- L 342.805174 446.240559
- L 348.735784 440.313986
- L 354.666394 445.191608
- L 360.597004 444.50979
- L 366.527614 436.485315
- L 372.458223 430.873427
- L 378.388833 446.607692
- L 384.319443 446.607692
- L 390.250053 445.191608
- L 396.180663 445.191608
- L 402.111273 445.925874
- L 408.041883 446.240559
- L 413.972492 441.73007
- L 425.833712 446.607692
- L 431.764322 446.240559
- L 437.694932 443.827972
- L 443.625542 445.191608
- L 449.556152 445.925874
- L 455.486762 445.925874
- L 461.417371 440.313986
- L 467.347981 445.558741
- L 473.278591 444.142657
- L 479.209201 445.558741
- L 485.139811 444.50979
- L 491.070421 444.876923
- L 497.001031 445.925874
- L 502.93164 431.922378
- L 508.86225 444.50979
- L 514.79286 435.751049
- L 520.72347 446.240559
- L 526.65408 445.191608
- L 532.58469 441.362937
- L 538.5153 445.558741
- L 544.44591 446.240559
- L 562.237739 446.240559
- L 568.168349 445.558741
- L 574.098959 446.240559
- L 580.029569 445.925874
- L 585.960179 443.093706
- L 591.890789 443.460839
- L 597.821398 446.240559
- L 603.752008 444.50979
- L 615.613228 444.50979
- L 621.543838 446.240559
- L 627.474448 446.607692
- L 633.405058 445.191608
- L 639.335667 445.925874
- L 645.266277 446.240559
- L 651.196887 446.240559
- L 657.127497 445.925874
- L 663.058107 446.240559
- L 668.988717 445.558741
- L 674.919327 443.093706
- L 680.849937 443.460839
- L 686.780546 441.73007
- L 692.711156 445.558741
- L 698.641766 445.191608
- L 704.572376 445.558741
- L 710.502986 446.240559
- L 716.433596 445.925874
- L 722.364206 444.142657
- L 728.294815 444.876923
- L 734.225425 445.925874
- L 740.156035 444.50979
- L 746.086645 440.313986
- L 752.017255 444.50979
- L 757.947865 445.558741
- L 763.878475 443.460839
- L 769.809085 445.558741
- L 775.739694 446.607692
- L 781.670304 442.044755
- L 787.600914 445.191608
- L 793.531524 445.925874
- L 817.253963 445.925874
- L 823.184573 446.607692
- L 829.115183 445.191608
- L 835.045793 445.191608
- L 840.976403 442.411888
- L 846.907013 446.240559
- L 852.837623 444.876923
- L 858.768233 445.191608
- L 864.698842 442.044755
- L 870.629452 432.604196
- L 876.560062 445.925874
- L 882.490672 445.925874
- L 888.421282 441.362937
- L 894.351892 445.191608
- L 900.282502 446.240559
- L 906.213111 446.607692
- L 912.143721 446.607692
- L 924.004941 445.191608
- L 929.935551 446.607692
- L 935.866161 445.925874
- L 941.796771 437.848951
- L 947.727381 445.191608
- L 953.65799 443.460839
- L 959.5886 443.093706
- L 965.51921 436.485315
- L 971.44982 441.362937
- L 977.38043 443.460839
- L 983.31104 444.876923
- L 989.24165 445.925874
- L 995.17226 445.925874
- L 1001.102869 443.827972
- L 1007.033479 445.558741
- L 1012.964089 445.558741
- L 1018.894699 442.779021
- L 1024.825309 443.827972
- L 1030.755919 446.607692
- L 1036.686529 446.607692
- L 1042.617138 445.925874
- L 1048.547748 444.50979
- L 1054.478358 445.191608
- L 1060.408968 441.362937
- L 1066.339578 443.827972
- L 1072.270188 445.925874
- L 1078.200798 444.142657
- L 1084.131408 446.240559
- L 1090.062017 445.191608
- L 1095.992627 445.558741
- L 1101.923237 442.411888
- L 1107.853847 444.50979
- L 1113.784457 445.925874
- L 1119.715067 442.779021
- L 1125.645677 442.779021
- L 1131.576286 428.093706
- L 1137.506896 444.50979
- L 1143.437506 444.50979
- L 1149.368116 440.995804
- L 1155.298726 445.558741
- L 1161.229336 445.925874
- L 1167.159946 444.876923
- L 1173.090556 443.093706
- L 1179.021165 423.163636
- L 1184.951775 443.827972
- L 1190.882385 435.751049
- L 1196.812995 431.922378
- L 1202.743605 432.971329
- L 1208.674215 436.118182
- L 1214.604825 436.8
- L 1220.535434 394.16014
- L 1226.466044 434.387413
- L 1232.396654 440.313986
- L 1238.327264 430.191608
- L 1244.257874 427.044755
- L 1250.188484 437.534266
- L 1256.119094 443.460839
- L 1262.049704 443.827972
- L 1267.980313 440.313986
- L 1273.910923 445.558741
- L 1285.772143 446.240559
- L 1291.702753 444.50979
- L 1297.633363 406.065734
- L 1303.563973 438.216084
- L 1309.494582 435.069231
- L 1315.425192 435.069231
- L 1321.355802 441.362937
- L 1327.286412 427.044755
- L 1333.217022 442.044755
- L 1339.147632 412.359441
- L 1345.078242 430.506294
- L 1351.008852 433.653147
- L 1356.939461 428.408392
- L 1362.870071 437.167133
- L 1368.800681 427.726573
- L 1374.731291 435.751049
- L 1380.661901 435.436364
- L 1386.592511 438.583217
- L 1392.523121 443.093706
- L 1398.453731 442.044755
- L 1404.38434 444.50979
- L 1410.31495 444.142657
- L 1416.24556 445.558741
- L 1422.17617 443.460839
- L 1428.10678 444.876923
- L 1434.03739 445.925874
- L 1439.968 446.240559
- L 1439.968 446.240559
- " clip-path="url(#p9a713555eb)" style="fill: none; stroke: #f77189; stroke-width: 0.8; stroke-linecap: round"/>
- </g>
- <g id="text_7">
- <g id="patch_11">
- <path d="M 28.482851 331.032788
- L 74.794101 331.032788
- Q 77.194101 331.032788 77.194101 328.632788
- L 77.194101 320.890288
- Q 77.194101 318.490288 74.794101 318.490288
- L 28.482851 318.490288
- Q 26.082851 318.490288 26.082851 320.890288
- L 26.082851 328.632788
- Q 26.082851 331.032788 28.482851 331.032788
- z
- " style="fill: #ffffff; opacity: 0.8"/>
- </g>
- <!-- outliers [%] -->
- <g style="fill: #f77189" transform="translate(28.482851 326.969038)scale(0.08 -0.08)">
- <defs>
- <path id="DejaVuSans-5b" d="M 550 4863
- L 1875 4863
- L 1875 4416
- L 1125 4416
- L 1125 -397
- L 1875 -397
- L 1875 -844
- L 550 -844
- L 550 4863
- z
- " transform="scale(0.015625)"/>
- <path id="DejaVuSans-25" d="M 4653 2053
- Q 4381 2053 4226 1822
- Q 4072 1591 4072 1178
- Q 4072 772 4226 539
- Q 4381 306 4653 306
- Q 4919 306 5073 539
- Q 5228 772 5228 1178
- Q 5228 1588 5073 1820
- Q 4919 2053 4653 2053
- z
- M 4653 2450
- Q 5147 2450 5437 2106
- Q 5728 1763 5728 1178
- Q 5728 594 5436 251
- Q 5144 -91 4653 -91
- Q 4153 -91 3862 251
- Q 3572 594 3572 1178
- Q 3572 1766 3864 2108
- Q 4156 2450 4653 2450
- z
- M 1428 4353
- Q 1159 4353 1004 4120
- Q 850 3888 850 3481
- Q 850 3069 1003 2837
- Q 1156 2606 1428 2606
- Q 1700 2606 1854 2837
- Q 2009 3069 2009 3481
- Q 2009 3884 1853 4118
- Q 1697 4353 1428 4353
- z
- M 4250 4750
- L 4750 4750
- L 1831 -91
- L 1331 -91
- L 4250 4750
- z
- M 1428 4750
- Q 1922 4750 2215 4408
- Q 2509 4066 2509 3481
- Q 2509 2891 2217 2550
- Q 1925 2209 1428 2209
- Q 931 2209 642 2551
- Q 353 2894 353 3481
- Q 353 4063 643 4406
- Q 934 4750 1428 4750
- z
- " transform="scale(0.015625)"/>
- <path id="DejaVuSans-5d" d="M 1947 4863
- L 1947 -844
- L 622 -844
- L 622 -397
- L 1369 -397
- L 1369 4416
- L 622 4416
- L 622 4863
- L 1947 4863
- z
- " transform="scale(0.015625)"/>
- </defs>
- <use xlink:href="#DejaVuSans-6f"/>
- <use xlink:href="#DejaVuSans-75" x="61.181641"/>
- <use xlink:href="#DejaVuSans-74" x="124.560547"/>
- <use xlink:href="#DejaVuSans-6c" x="163.769531"/>
- <use xlink:href="#DejaVuSans-69" x="191.552734"/>
- <use xlink:href="#DejaVuSans-65" x="219.335938"/>
- <use xlink:href="#DejaVuSans-72" x="280.859375"/>
- <use xlink:href="#DejaVuSans-73" x="321.972656"/>
- <use xlink:href="#DejaVuSans-20" x="374.072266"/>
- <use xlink:href="#DejaVuSans-5b" x="405.859375"/>
- <use xlink:href="#DejaVuSans-25" x="444.873047"/>
- <use xlink:href="#DejaVuSans-5d" x="539.892578"/>
- </g>
- </g>
- <g id="text_8">
- <g id="patch_12">
- <path d="M 1329.218297 327.897163
- L 1411.738297 327.897163
- Q 1412.938297 327.897163 1412.938297 326.697163
- L 1412.938297 322.825913
- Q 1412.938297 321.625913 1411.738297 321.625913
- L 1329.218297 321.625913
- Q 1328.018297 321.625913 1328.018297 322.825913
- L 1328.018297 326.697163
- Q 1328.018297 327.897163 1329.218297 327.897163
- z
- " style="fill: #ffffff; opacity: 0.8"/>
- </g>
- <!-- max: 0.033% $\bullet$ mean: 0.002% $\bullet$ $\sigma$: 0.003 -->
- <g style="fill: #f77189" transform="translate(1329.218297 325.865288)scale(0.04 -0.04)">
- <defs>
- <path id="DejaVuSans-6d" d="M 3328 2828
- Q 3544 3216 3844 3400
- Q 4144 3584 4550 3584
- Q 5097 3584 5394 3201
- Q 5691 2819 5691 2113
- L 5691 0
- L 5113 0
- L 5113 2094
- Q 5113 2597 4934 2840
- Q 4756 3084 4391 3084
- Q 3944 3084 3684 2787
- Q 3425 2491 3425 1978
- L 3425 0
- L 2847 0
- L 2847 2094
- Q 2847 2600 2669 2842
- Q 2491 3084 2119 3084
- Q 1678 3084 1418 2786
- Q 1159 2488 1159 1978
- L 1159 0
- L 581 0
- L 581 3500
- L 1159 3500
- L 1159 2956
- Q 1356 3278 1631 3431
- Q 1906 3584 2284 3584
- Q 2666 3584 2933 3390
- Q 3200 3197 3328 2828
- z
- " transform="scale(0.015625)"/>
- <path id="DejaVuSans-3a" d="M 750 794
- L 1409 794
- L 1409 0
- L 750 0
- L 750 794
- z
- M 750 3309
- L 1409 3309
- L 1409 2516
- L 750 2516
- L 750 3309
- z
- " transform="scale(0.015625)"/>
- <path id="DejaVuSans-30" d="M 2034 4250
- Q 1547 4250 1301 3770
- Q 1056 3291 1056 2328
- Q 1056 1369 1301 889
- Q 1547 409 2034 409
- Q 2525 409 2770 889
- Q 3016 1369 3016 2328
- Q 3016 3291 2770 3770
- Q 2525 4250 2034 4250
- z
- M 2034 4750
- Q 2819 4750 3233 4129
- Q 3647 3509 3647 2328
- Q 3647 1150 3233 529
- Q 2819 -91 2034 -91
- Q 1250 -91 836 529
- Q 422 1150 422 2328
- Q 422 3509 836 4129
- Q 1250 4750 2034 4750
- z
- " transform="scale(0.015625)"/>
- <path id="DejaVuSans-2e" d="M 684 794
- L 1344 794
- L 1344 0
- L 684 0
- L 684 794
- z
- " transform="scale(0.015625)"/>
- <path id="DejaVuSans-33" d="M 2597 2516
- Q 3050 2419 3304 2112
- Q 3559 1806 3559 1356
- Q 3559 666 3084 287
- Q 2609 -91 1734 -91
- Q 1441 -91 1130 -33
- Q 819 25 488 141
- L 488 750
- Q 750 597 1062 519
- Q 1375 441 1716 441
- Q 2309 441 2620 675
- Q 2931 909 2931 1356
- Q 2931 1769 2642 2001
- Q 2353 2234 1838 2234
- L 1294 2234
- L 1294 2753
- L 1863 2753
- Q 2328 2753 2575 2939
- Q 2822 3125 2822 3475
- Q 2822 3834 2567 4026
- Q 2313 4219 1838 4219
- Q 1578 4219 1281 4162
- Q 984 4106 628 3988
- L 628 4550
- Q 988 4650 1302 4700
- Q 1616 4750 1894 4750
- Q 2613 4750 3031 4423
- Q 3450 4097 3450 3541
- Q 3450 3153 3228 2886
- Q 3006 2619 2597 2516
- z
- " transform="scale(0.015625)"/>
- <path id="DejaVuSans-2219" d="M 1075 2006
- Q 1075 2394 1345 2661
- Q 1616 2928 2009 2928
- Q 2397 2928 2664 2661
- Q 2931 2394 2931 2006
- Q 2931 1616 2662 1347
- Q 2394 1078 2003 1078
- Q 1613 1078 1344 1347
- Q 1075 1616 1075 2006
- z
- " transform="scale(0.015625)"/>
- <path id="DejaVuSans-32" d="M 1228 531
- L 3431 531
- L 3431 0
- L 469 0
- L 469 531
- Q 828 903 1448 1529
- Q 2069 2156 2228 2338
- Q 2531 2678 2651 2914
- Q 2772 3150 2772 3378
- Q 2772 3750 2511 3984
- Q 2250 4219 1831 4219
- Q 1534 4219 1204 4116
- Q 875 4013 500 3803
- L 500 4441
- Q 881 4594 1212 4672
- Q 1544 4750 1819 4750
- Q 2544 4750 2975 4387
- Q 3406 4025 3406 3419
- Q 3406 3131 3298 2873
- Q 3191 2616 2906 2266
- Q 2828 2175 2409 1742
- Q 1991 1309 1228 531
- z
- " transform="scale(0.015625)"/>
- <path id="DejaVuSans-Oblique-3c3" d="M 2219 3044
- Q 1744 3044 1422 2700
- Q 1081 2341 969 1747
- Q 844 1119 1044 756
- Q 1241 397 1706 397
- Q 2166 397 2503 759
- Q 2844 1122 2966 1747
- Q 3075 2319 2881 2700
- Q 2700 3044 2219 3044
- z
- M 2309 3503
- L 4219 3500
- L 4106 2925
- L 3463 2925
- Q 3706 2438 3575 1747
- Q 3406 888 2884 400
- Q 2359 -91 1609 -91
- Q 856 -91 525 400
- Q 194 888 363 1747
- Q 528 2609 1050 3097
- Q 1484 3503 2309 3503
- z
- " transform="scale(0.015625)"/>
- </defs>
- <use xlink:href="#DejaVuSans-6d" transform="translate(0 0.78125)"/>
- <use xlink:href="#DejaVuSans-61" transform="translate(97.412109 0.78125)"/>
- <use xlink:href="#DejaVuSans-78" transform="translate(158.691406 0.78125)"/>
- <use xlink:href="#DejaVuSans-3a" transform="translate(217.871094 0.78125)"/>
- <use xlink:href="#DejaVuSans-20" transform="translate(251.5625 0.78125)"/>
- <use xlink:href="#DejaVuSans-30" transform="translate(283.349609 0.78125)"/>
- <use xlink:href="#DejaVuSans-2e" transform="translate(346.972656 0.78125)"/>
- <use xlink:href="#DejaVuSans-30" transform="translate(378.759766 0.78125)"/>
- <use xlink:href="#DejaVuSans-33" transform="translate(442.382812 0.78125)"/>
- <use xlink:href="#DejaVuSans-33" transform="translate(506.005859 0.78125)"/>
- <use xlink:href="#DejaVuSans-25" transform="translate(569.628906 0.78125)"/>
- <use xlink:href="#DejaVuSans-20" transform="translate(664.648438 0.78125)"/>
- <use xlink:href="#DejaVuSans-2219" transform="translate(696.435547 0.78125)"/>
- <use xlink:href="#DejaVuSans-20" transform="translate(759.033203 0.78125)"/>
- <use xlink:href="#DejaVuSans-6d" transform="translate(790.820312 0.78125)"/>
- <use xlink:href="#DejaVuSans-65" transform="translate(888.232422 0.78125)"/>
- <use xlink:href="#DejaVuSans-61" transform="translate(949.755859 0.78125)"/>
- <use xlink:href="#DejaVuSans-6e" transform="translate(1011.035156 0.78125)"/>
- <use xlink:href="#DejaVuSans-3a" transform="translate(1074.414062 0.78125)"/>
- <use xlink:href="#DejaVuSans-20" transform="translate(1108.105469 0.78125)"/>
- <use xlink:href="#DejaVuSans-30" transform="translate(1139.892578 0.78125)"/>
- <use xlink:href="#DejaVuSans-2e" transform="translate(1203.515625 0.78125)"/>
- <use xlink:href="#DejaVuSans-30" transform="translate(1235.302734 0.78125)"/>
- <use xlink:href="#DejaVuSans-30" transform="translate(1298.925781 0.78125)"/>
- <use xlink:href="#DejaVuSans-32" transform="translate(1362.548828 0.78125)"/>
- <use xlink:href="#DejaVuSans-25" transform="translate(1426.171875 0.78125)"/>
- <use xlink:href="#DejaVuSans-20" transform="translate(1521.191406 0.78125)"/>
- <use xlink:href="#DejaVuSans-2219" transform="translate(1552.978516 0.78125)"/>
- <use xlink:href="#DejaVuSans-20" transform="translate(1615.576172 0.78125)"/>
- <use xlink:href="#DejaVuSans-Oblique-3c3" transform="translate(1647.363281 0.78125)"/>
- <use xlink:href="#DejaVuSans-3a" transform="translate(1710.742188 0.78125)"/>
- <use xlink:href="#DejaVuSans-20" transform="translate(1744.433594 0.78125)"/>
- <use xlink:href="#DejaVuSans-30" transform="translate(1776.220703 0.78125)"/>
- <use xlink:href="#DejaVuSans-2e" transform="translate(1839.84375 0.78125)"/>
- <use xlink:href="#DejaVuSans-30" transform="translate(1871.630859 0.78125)"/>
- <use xlink:href="#DejaVuSans-30" transform="translate(1935.253906 0.78125)"/>
- <use xlink:href="#DejaVuSans-33" transform="translate(1998.876953 0.78125)"/>
- </g>
- </g>
- <g id="text_9">
- <!-- 0.01 -->
- <g style="fill: #d3d3d3" transform="translate(20.803164 411.613826)scale(0.03 -0.03)">
- <defs>
- <path id="DejaVuSans-31" d="M 794 531
- L 1825 531
- L 1825 4091
- L 703 3866
- L 703 4441
- L 1819 4666
- L 2450 4666
- L 2450 531
- L 3481 531
- L 3481 0
- L 794 0
- L 794 531
- z
- " transform="scale(0.015625)"/>
- </defs>
- <use xlink:href="#DejaVuSans-30"/>
- <use xlink:href="#DejaVuSans-2e" x="63.623047"/>
- <use xlink:href="#DejaVuSans-30" x="95.410156"/>
- <use xlink:href="#DejaVuSans-31" x="159.033203"/>
- </g>
- </g>
- </g>
- <g id="axes_4">
- <g id="patch_13">
- <path d="M 28.482851 733.707692
- L 1439.968 733.707692
- L 1439.968 505.246154
- L 28.482851 505.246154
- z
- " style="fill: #ffffff"/>
- </g>
- <g id="matplotlib.axis_7">
- <g id="xtick_7"/>
- <g id="xtick_8"/>
- <g id="xtick_9"/>
- <g id="xtick_10"/>
- <g id="xtick_11"/>
- <g id="xtick_12"/>
- </g>
- <g id="matplotlib.axis_8"/>
- <g id="line2d_18">
- <path d="M 28.482851 562.781843
- L 1439.968 562.781843
- " clip-path="url(#p46d238e9e0)" style="fill: none; stroke: #d3d3d3; stroke-width: 0.1; stroke-linecap: round"/>
- </g>
- <g id="line2d_19">
- <path d="M 34.413461 576.123212
- L 40.344071 588.490581
- L 46.274681 652.23889
- L 52.205291 650.832805
- L 58.1359 671.276152
- L 64.06651 632.542876
- L 75.92773 695.630769
- L 81.85834 606.608953
- L 87.78895 661.741139
- L 93.71956 644.982827
- L 99.650169 652.098075
- L 105.580779 610.735124
- L 111.511389 591.391013
- L 117.441999 575.164536
- L 123.372609 611.631615
- L 129.303219 569.474812
- L 135.233829 592.265088
- L 141.164439 595.205098
- L 147.095048 567.028603
- L 153.025658 528.099698
- L 158.956268 586.704048
- L 164.886878 585.237609
- L 170.817488 614.780484
- L 176.748098 597.974235
- L 182.678708 640.762359
- L 188.609317 602.127965
- L 194.539927 641.077168
- L 200.470537 626.068183
- L 206.401147 625.513407
- L 212.331757 599.510389
- L 218.262367 616.11792
- L 224.192977 547.789599
- L 230.123587 599.709075
- L 236.054196 602.679668
- L 241.984806 583.534705
- L 247.915416 612.920128
- L 253.846026 568.325506
- L 259.776636 590.109585
- L 265.707246 585.260662
- L 271.637856 570.298228
- L 277.568466 591.75457
- L 283.499075 616.505182
- L 289.429685 594.711408
- L 295.360295 645.842255
- L 301.290905 634.591856
- L 307.221515 605.058343
- L 313.152125 603.571335
- L 319.082735 606.064668
- L 325.013344 617.211059
- L 330.943954 591.513823
- L 336.874564 645.350539
- L 342.805174 607.380819
- L 348.735784 573.493744
- L 354.666394 596.181923
- L 360.597004 598.910559
- L 366.527614 578.750164
- L 372.458223 585.362265
- L 378.388833 636.364125
- L 384.319443 600.076867
- L 390.250053 604.173029
- L 396.180663 613.433575
- L 402.111273 593.47002
- L 408.041883 571.893892
- L 413.972492 597.904234
- L 419.903102 641.7559
- L 425.833712 597.254238
- L 431.764322 587.721852
- L 437.694932 658.41323
- L 443.625542 621.710037
- L 449.556152 651.675151
- L 455.486762 579.989054
- L 461.417371 622.49569
- L 467.347981 599.08046
- L 473.278591 618.382414
- L 479.209201 611.868764
- L 485.139811 607.233858
- L 491.070421 574.708896
- L 497.001031 593.021384
- L 502.93164 579.028531
- L 508.86225 585.815215
- L 514.79286 609.297644
- L 520.72347 575.872307
- L 526.65408 572.066278
- L 532.58469 608.196593
- L 538.5153 613.117699
- L 544.44591 648.353212
- L 550.376519 646.852592
- L 556.307129 607.275952
- L 562.237739 628.239098
- L 568.168349 622.732792
- L 574.098959 634.362412
- L 580.029569 647.39167
- L 585.960179 610.747637
- L 591.890789 569.937298
- L 597.821398 600.542728
- L 603.752008 622.990271
- L 609.682618 592.049415
- L 615.613228 573.827402
- L 621.543838 593.46674
- L 627.474448 619.126308
- L 633.405058 611.523515
- L 639.335667 573.156615
- L 645.266277 632.342407
- L 651.196887 614.263025
- L 657.127497 644.010301
- L 663.058107 598.411217
- L 668.988717 614.179379
- L 674.919327 616.787498
- L 680.849937 641.769655
- L 686.780546 596.068108
- L 692.711156 606.468854
- L 698.641766 641.95828
- L 704.572376 595.897219
- L 710.502986 565.103372
- L 716.433596 601.00644
- L 722.364206 561.775717
- L 728.294815 596.703505
- L 734.225425 616.638706
- L 740.156035 597.002091
- L 746.086645 571.72563
- L 752.017255 578.743271
- L 757.947865 547.68306
- L 763.878475 591.457083
- L 769.809085 633.168673
- L 775.739694 598.591626
- L 781.670304 628.370424
- L 787.600914 652.872186
- L 793.531524 626.679318
- L 799.462134 635.514822
- L 805.392744 615.882267
- L 811.323354 618.785549
- L 817.253963 643.528312
- L 823.184573 653.284793
- L 829.115183 617.108675
- L 835.045793 631.374609
- L 840.976403 589.174886
- L 846.907013 606.110391
- L 852.837623 563.399513
- L 858.768233 597.515857
- L 864.698842 522.553846
- L 870.629452 568.166064
- L 876.560062 579.806861
- L 882.490672 571.612341
- L 888.421282 580.032691
- L 894.351892 601.897995
- L 900.282502 640.908938
- L 906.213111 640.402639
- L 912.143721 631.150849
- L 918.074331 645.263216
- L 924.004941 627.710367
- L 929.935551 630.930702
- L 935.866161 578.291053
- L 941.796771 599.122713
- L 947.727381 563.807058
- L 953.65799 574.876107
- L 959.5886 570.522004
- L 965.51921 562.959395
- L 971.44982 585.81754
- L 977.38043 526.209444
- L 983.31104 545.209834
- L 989.24165 622.347917
- L 995.17226 580.14641
- L 1001.102869 581.339353
- L 1007.033479 593.354295
- L 1012.964089 605.965293
- L 1018.894699 597.270922
- L 1024.825309 623.685194
- L 1030.755919 626.459681
- L 1036.686529 626.628739
- L 1042.617138 611.302016
- L 1048.547748 600.552456
- L 1054.478358 628.740079
- L 1060.408968 611.368865
- L 1066.339578 607.617968
- L 1072.270188 584.447419
- L 1078.200798 599.296324
- L 1084.131408 629.440733
- L 1090.062017 603.984532
- L 1095.992627 567.001379
- L 1101.923237 581.890627
- L 1107.853847 586.773254
- L 1113.784457 608.733793
- L 1119.715067 660.467734
- L 1125.645677 675.617885
- L 1131.576286 687.027025
- L 1137.506896 661.688363
- L 1143.437506 614.971178
- L 1149.368116 571.081302
- L 1155.298726 615.259177
- L 1161.229336 610.361665
- L 1167.159946 661.837393
- L 1173.090556 604.517927
- L 1179.021165 592.317753
- L 1184.951775 603.673703
- L 1190.882385 591.17628
- L 1196.812995 592.123445
- L 1202.743605 575.287553
- L 1208.674215 587.607464
- L 1214.604825 556.437817
- L 1220.535434 551.359959
- L 1226.466044 584.27056
- L 1232.396654 533.269385
- L 1238.327264 561.587013
- L 1244.257874 637.398772
- L 1250.188484 617.972131
- L 1256.119094 633.704377
- L 1262.049704 633.797941
- L 1267.980313 653.993981
- L 1273.910923 622.368932
- L 1279.841533 628.458305
- L 1285.772143 619.669876
- L 1291.702753 572.756871
- L 1297.633363 634.507781
- L 1303.563973 572.387614
- L 1309.494582 580.572088
- L 1315.425192 591.103858
- L 1321.355802 549.936712
- L 1327.286412 617.868728
- L 1333.217022 617.289291
- L 1339.147632 595.874565
- L 1345.078242 601.074945
- L 1351.008852 624.528925
- L 1356.939461 630.102956
- L 1368.800681 615.066174
- L 1374.731291 653.321505
- L 1380.661901 615.119555
- L 1386.592511 638.645781
- L 1392.523121 619.350037
- L 1398.453731 605.569402
- L 1404.38434 601.206957
- L 1410.31495 635.152682
- L 1416.24556 590.966529
- L 1422.17617 586.952533
- L 1428.10678 572.672795
- L 1434.03739 646.178779
- L 1439.968 595.920479
- L 1439.968 595.920479
- " clip-path="url(#p46d238e9e0)" style="fill: none; stroke: #50b131; stroke-width: 0.8; stroke-linecap: round"/>
- </g>
- <g id="text_10">
- <g id="patch_14">
- <path d="M 28.482851 580.055865
- L 55.575351 580.055865
- Q 57.975351 580.055865 57.975351 577.655865
- L 57.975351 569.913365
- Q 57.975351 567.513365 55.575351 567.513365
- L 28.482851 567.513365
- Q 26.082851 567.513365 26.082851 569.913365
- L 26.082851 577.655865
- Q 26.082851 580.055865 28.482851 580.055865
- z
- " style="fill: #ffffff; opacity: 0.8"/>
- </g>
- <!-- DVARS -->
- <g style="fill: #50b131" transform="translate(28.482851 575.992115)scale(0.08 -0.08)">
- <defs>
- <path id="DejaVuSans-44" d="M 1259 4147
- L 1259 519
- L 2022 519
- Q 2988 519 3436 956
- Q 3884 1394 3884 2338
- Q 3884 3275 3436 3711
- Q 2988 4147 2022 4147
- L 1259 4147
- z
- M 628 4666
- L 1925 4666
- Q 3281 4666 3915 4102
- Q 4550 3538 4550 2338
- Q 4550 1131 3912 565
- Q 3275 0 1925 0
- L 628 0
- L 628 4666
- z
- " transform="scale(0.015625)"/>
- <path id="DejaVuSans-56" d="M 1831 0
- L 50 4666
- L 709 4666
- L 2188 738
- L 3669 4666
- L 4325 4666
- L 2547 0
- L 1831 0
- z
- " transform="scale(0.015625)"/>
- <path id="DejaVuSans-41" d="M 2188 4044
- L 1331 1722
- L 3047 1722
- L 2188 4044
- z
- M 1831 4666
- L 2547 4666
- L 4325 0
- L 3669 0
- L 3244 1197
- L 1141 1197
- L 716 0
- L 50 0
- L 1831 4666
- z
- " transform="scale(0.015625)"/>
- <path id="DejaVuSans-52" d="M 2841 2188
- Q 3044 2119 3236 1894
- Q 3428 1669 3622 1275
- L 4263 0
- L 3584 0
- L 2988 1197
- Q 2756 1666 2539 1819
- Q 2322 1972 1947 1972
- L 1259 1972
- L 1259 0
- L 628 0
- L 628 4666
- L 2053 4666
- Q 2853 4666 3247 4331
- Q 3641 3997 3641 3322
- Q 3641 2881 3436 2590
- Q 3231 2300 2841 2188
- z
- M 1259 4147
- L 1259 2491
- L 2053 2491
- Q 2509 2491 2742 2702
- Q 2975 2913 2975 3322
- Q 2975 3731 2742 3939
- Q 2509 4147 2053 4147
- L 1259 4147
- z
- " transform="scale(0.015625)"/>
- </defs>
- <use xlink:href="#DejaVuSans-44"/>
- <use xlink:href="#DejaVuSans-56" x="75.251953"/>
- <use xlink:href="#DejaVuSans-41" x="137.285156"/>
- <use xlink:href="#DejaVuSans-52" x="205.693359"/>
- <use xlink:href="#DejaVuSans-53" x="275.175781"/>
- </g>
- </g>
- <g id="text_11">
- <g id="patch_15">
- <path d="M 1331.738297 576.92024
- L 1411.738297 576.92024
- Q 1412.938297 576.92024 1412.938297 575.72024
- L 1412.938297 571.84899
- Q 1412.938297 570.64899 1411.738297 570.64899
- L 1331.738297 570.64899
- Q 1330.538297 570.64899 1330.538297 571.84899
- L 1330.538297 575.72024
- Q 1330.538297 576.92024 1331.738297 576.92024
- z
- " style="fill: #ffffff; opacity: 0.8"/>
- </g>
- <!-- max: 73.318 $\bullet$ mean: 53.303 $\bullet$ $\sigma$: 7.123 -->
- <g style="fill: #50b131" transform="translate(1331.738297 574.888365)scale(0.04 -0.04)">
- <defs>
- <path id="DejaVuSans-37" d="M 525 4666
- L 3525 4666
- L 3525 4397
- L 1831 0
- L 1172 0
- L 2766 4134
- L 525 4134
- L 525 4666
- z
- " transform="scale(0.015625)"/>
- <path id="DejaVuSans-38" d="M 2034 2216
- Q 1584 2216 1326 1975
- Q 1069 1734 1069 1313
- Q 1069 891 1326 650
- Q 1584 409 2034 409
- Q 2484 409 2743 651
- Q 3003 894 3003 1313
- Q 3003 1734 2745 1975
- Q 2488 2216 2034 2216
- z
- M 1403 2484
- Q 997 2584 770 2862
- Q 544 3141 544 3541
- Q 544 4100 942 4425
- Q 1341 4750 2034 4750
- Q 2731 4750 3128 4425
- Q 3525 4100 3525 3541
- Q 3525 3141 3298 2862
- Q 3072 2584 2669 2484
- Q 3125 2378 3379 2068
- Q 3634 1759 3634 1313
- Q 3634 634 3220 271
- Q 2806 -91 2034 -91
- Q 1263 -91 848 271
- Q 434 634 434 1313
- Q 434 1759 690 2068
- Q 947 2378 1403 2484
- z
- M 1172 3481
- Q 1172 3119 1398 2916
- Q 1625 2713 2034 2713
- Q 2441 2713 2670 2916
- Q 2900 3119 2900 3481
- Q 2900 3844 2670 4047
- Q 2441 4250 2034 4250
- Q 1625 4250 1398 4047
- Q 1172 3844 1172 3481
- z
- " transform="scale(0.015625)"/>
- <path id="DejaVuSans-35" d="M 691 4666
- L 3169 4666
- L 3169 4134
- L 1269 4134
- L 1269 2991
- Q 1406 3038 1543 3061
- Q 1681 3084 1819 3084
- Q 2600 3084 3056 2656
- Q 3513 2228 3513 1497
- Q 3513 744 3044 326
- Q 2575 -91 1722 -91
- Q 1428 -91 1123 -41
- Q 819 9 494 109
- L 494 744
- Q 775 591 1075 516
- Q 1375 441 1709 441
- Q 2250 441 2565 725
- Q 2881 1009 2881 1497
- Q 2881 1984 2565 2268
- Q 2250 2553 1709 2553
- Q 1456 2553 1204 2497
- Q 953 2441 691 2322
- L 691 4666
- z
- " transform="scale(0.015625)"/>
- </defs>
- <use xlink:href="#DejaVuSans-6d" transform="translate(0 0.78125)"/>
- <use xlink:href="#DejaVuSans-61" transform="translate(97.412109 0.78125)"/>
- <use xlink:href="#DejaVuSans-78" transform="translate(158.691406 0.78125)"/>
- <use xlink:href="#DejaVuSans-3a" transform="translate(217.871094 0.78125)"/>
- <use xlink:href="#DejaVuSans-20" transform="translate(251.5625 0.78125)"/>
- <use xlink:href="#DejaVuSans-37" transform="translate(283.349609 0.78125)"/>
- <use xlink:href="#DejaVuSans-33" transform="translate(346.972656 0.78125)"/>
- <use xlink:href="#DejaVuSans-2e" transform="translate(410.595703 0.78125)"/>
- <use xlink:href="#DejaVuSans-33" transform="translate(442.382812 0.78125)"/>
- <use xlink:href="#DejaVuSans-31" transform="translate(506.005859 0.78125)"/>
- <use xlink:href="#DejaVuSans-38" transform="translate(569.628906 0.78125)"/>
- <use xlink:href="#DejaVuSans-20" transform="translate(633.251953 0.78125)"/>
- <use xlink:href="#DejaVuSans-2219" transform="translate(665.039062 0.78125)"/>
- <use xlink:href="#DejaVuSans-20" transform="translate(727.636719 0.78125)"/>
- <use xlink:href="#DejaVuSans-6d" transform="translate(759.423828 0.78125)"/>
- <use xlink:href="#DejaVuSans-65" transform="translate(856.835938 0.78125)"/>
- <use xlink:href="#DejaVuSans-61" transform="translate(918.359375 0.78125)"/>
- <use xlink:href="#DejaVuSans-6e" transform="translate(979.638672 0.78125)"/>
- <use xlink:href="#DejaVuSans-3a" transform="translate(1043.017578 0.78125)"/>
- <use xlink:href="#DejaVuSans-20" transform="translate(1076.708984 0.78125)"/>
- <use xlink:href="#DejaVuSans-35" transform="translate(1108.496094 0.78125)"/>
- <use xlink:href="#DejaVuSans-33" transform="translate(1172.119141 0.78125)"/>
- <use xlink:href="#DejaVuSans-2e" transform="translate(1235.742188 0.78125)"/>
- <use xlink:href="#DejaVuSans-33" transform="translate(1267.529297 0.78125)"/>
- <use xlink:href="#DejaVuSans-30" transform="translate(1331.152344 0.78125)"/>
- <use xlink:href="#DejaVuSans-33" transform="translate(1394.775391 0.78125)"/>
- <use xlink:href="#DejaVuSans-20" transform="translate(1458.398438 0.78125)"/>
- <use xlink:href="#DejaVuSans-2219" transform="translate(1490.185547 0.78125)"/>
- <use xlink:href="#DejaVuSans-20" transform="translate(1552.783203 0.78125)"/>
- <use xlink:href="#DejaVuSans-Oblique-3c3" transform="translate(1584.570312 0.78125)"/>
- <use xlink:href="#DejaVuSans-3a" transform="translate(1647.949219 0.78125)"/>
- <use xlink:href="#DejaVuSans-20" transform="translate(1681.640625 0.78125)"/>
- <use xlink:href="#DejaVuSans-37" transform="translate(1713.427734 0.78125)"/>
- <use xlink:href="#DejaVuSans-2e" transform="translate(1777.050781 0.78125)"/>
- <use xlink:href="#DejaVuSans-31" transform="translate(1808.837891 0.78125)"/>
- <use xlink:href="#DejaVuSans-32" transform="translate(1872.460938 0.78125)"/>
- <use xlink:href="#DejaVuSans-33" transform="translate(1936.083984 0.78125)"/>
- </g>
- </g>
- <g id="text_12">
- <!-- 63.68 -->
- <g style="fill: #d3d3d3" transform="translate(18.894414 563.609656)scale(0.03 -0.03)">
- <defs>
- <path id="DejaVuSans-36" d="M 2113 2584
- Q 1688 2584 1439 2293
- Q 1191 2003 1191 1497
- Q 1191 994 1439 701
- Q 1688 409 2113 409
- Q 2538 409 2786 701
- Q 3034 994 3034 1497
- Q 3034 2003 2786 2293
- Q 2538 2584 2113 2584
- z
- M 3366 4563
- L 3366 3988
- Q 3128 4100 2886 4159
- Q 2644 4219 2406 4219
- Q 1781 4219 1451 3797
- Q 1122 3375 1075 2522
- Q 1259 2794 1537 2939
- Q 1816 3084 2150 3084
- Q 2853 3084 3261 2657
- Q 3669 2231 3669 1497
- Q 3669 778 3244 343
- Q 2819 -91 2113 -91
- Q 1303 -91 875 529
- Q 447 1150 447 2328
- Q 447 3434 972 4092
- Q 1497 4750 2381 4750
- Q 2619 4750 2861 4703
- Q 3103 4656 3366 4563
- z
- " transform="scale(0.015625)"/>
- </defs>
- <use xlink:href="#DejaVuSans-36"/>
- <use xlink:href="#DejaVuSans-33" x="63.623047"/>
- <use xlink:href="#DejaVuSans-2e" x="127.246094"/>
- <use xlink:href="#DejaVuSans-36" x="159.033203"/>
- <use xlink:href="#DejaVuSans-38" x="222.65625"/>
- </g>
- </g>
- </g>
- <g id="axes_5">
- <g id="patch_16">
- <path d="M 28.482851 982.730769
- L 1439.968 982.730769
- L 1439.968 754.269231
- L 28.482851 754.269231
- z
- " style="fill: #ffffff"/>
- </g>
- <g id="matplotlib.axis_9">
- <g id="xtick_13"/>
- <g id="xtick_14"/>
- <g id="xtick_15"/>
- <g id="xtick_16"/>
- <g id="xtick_17"/>
- <g id="xtick_18"/>
- </g>
- <g id="matplotlib.axis_10"/>
- <g id="line2d_20">
- <path d="M 28.482851 800.244845
- L 1439.968 800.244845
- " clip-path="url(#pb843be949b)" style="fill: none; stroke: #d3d3d3; stroke-width: 0.1; stroke-linecap: round"/>
- </g>
- <g id="line2d_21">
- <path d="M 28.482851 888.124375
- L 1439.968 888.124375
- " clip-path="url(#pb843be949b)" style="fill: none; stroke: #696969; stroke-width: 0.2; stroke-linecap: round"/>
- </g>
- <g id="line2d_22">
- <path d="M 28.482851 944.653846
- L 34.413461 920.756763
- L 40.344071 911.791325
- L 46.274681 911.854956
- L 52.205291 926.070923
- L 58.1359 915.18133
- L 64.06651 910.409327
- L 69.99712 900.617946
- L 75.92773 916.208448
- L 81.85834 880.484728
- L 87.78895 922.382249
- L 93.71956 909.814337
- L 99.650169 915.639554
- L 105.580779 868.657436
- L 111.511389 877.092376
- L 117.441999 792.338051
- L 123.372609 826.379006
- L 129.303219 894.89492
- L 135.233829 915.091214
- L 141.164439 867.860548
- L 147.095048 827.358643
- L 153.025658 813.098999
- L 158.956268 856.125818
- L 164.886878 880.269352
- L 170.817488 883.080788
- L 176.748098 907.870253
- L 182.678708 900.265276
- L 188.609317 871.052115
- L 194.539927 892.447505
- L 200.470537 892.112163
- L 206.401147 892.579185
- L 212.331757 911.612191
- L 218.262367 889.510362
- L 224.192977 863.059337
- L 230.123587 919.504194
- L 236.054196 771.576923
- L 241.984806 795.208965
- L 247.915416 822.100387
- L 253.846026 867.618352
- L 259.776636 910.7104
- L 265.707246 852.085103
- L 271.637856 847.196427
- L 277.568466 830.379258
- L 283.499075 864.301094
- L 289.429685 886.336334
- L 295.360295 898.79694
- L 301.290905 919.703867
- L 307.221515 878.835202
- L 313.152125 848.874695
- L 319.082735 849.45797
- L 325.013344 905.280264
- L 330.943954 924.009515
- L 336.874564 915.835823
- L 342.805174 913.866171
- L 348.735784 869.118203
- L 354.666394 786.604047
- L 360.597004 796.337914
- L 372.458223 835.99345
- L 378.388833 895.830117
- L 384.319443 870.915196
- L 390.250053 811.628705
- L 396.180663 810.147321
- L 402.111273 899.593146
- L 408.041883 912.191979
- L 413.972492 928.79494
- L 419.903102 902.350821
- L 425.833712 845.53355
- L 431.764322 860.40601
- L 437.694932 924.372634
- L 443.625542 901.08423
- L 449.556152 916.704011
- L 455.486762 905.556867
- L 461.417371 871.667674
- L 467.347981 822.012926
- L 473.278591 815.711265
- L 479.209201 814.176797
- L 485.139811 860.302441
- L 491.070421 894.833402
- L 497.001031 868.977797
- L 502.93164 833.884905
- L 508.86225 785.302593
- L 514.79286 865.120828
- L 520.72347 874.95354
- L 526.65408 855.810086
- L 532.58469 909.588414
- L 538.5153 875.307237
- L 544.44591 901.725967
- L 550.376519 898.194516
- L 556.307129 913.272653
- L 562.237739 910.655845
- L 568.168349 883.375012
- L 574.098959 884.754759
- L 580.029569 911.819687
- L 585.960179 874.491241
- L 591.890789 801.807599
- L 597.821398 824.95832
- L 603.752008 823.135482
- L 609.682618 863.54295
- L 615.613228 913.398288
- L 621.543838 910.826156
- L 627.474448 898.317537
- L 633.405058 843.089258
- L 639.335667 834.511231
- L 645.266277 873.716199
- L 651.196887 910.30141
- L 657.127497 842.393677
- L 663.058107 878.230358
- L 668.988717 911.831249
- L 674.919327 898.840811
- L 680.849937 911.780584
- L 686.780546 887.137236
- L 692.711156 875.718883
- L 698.641766 911.752125
- L 704.572376 900.965029
- L 710.502986 871.678872
- L 716.433596 816.586846
- L 722.364206 791.985605
- L 728.294815 825.037126
- L 740.156035 870.589179
- L 746.086645 880.361872
- L 752.017255 861.394927
- L 757.947865 889.494924
- L 763.878475 903.336334
- L 769.809085 897.064301
- L 775.739694 921.211737
- L 781.670304 897.092801
- L 787.600914 856.642688
- L 793.531524 865.672464
- L 799.462134 903.729595
- L 805.392744 930.794441
- L 811.323354 903.620997
- L 817.253963 898.475092
- L 823.184573 913.248807
- L 829.115183 854.333665
- L 835.045793 900.498299
- L 840.976403 792.345013
- L 846.907013 868.015976
- L 852.837623 922.222597
- L 858.768233 866.102326
- L 864.698842 822.836506
- L 870.629452 819.478867
- L 876.560062 861.589222
- L 882.490672 900.71644
- L 888.421282 909.26348
- L 894.351892 887.320667
- L 900.282502 904.174869
- L 906.213111 916.121444
- L 912.143721 904.158693
- L 918.074331 917.963071
- L 924.004941 913.951883
- L 929.935551 930.796456
- L 935.866161 852.921038
- L 941.796771 921.969076
- L 947.727381 795.354359
- L 953.65799 821.346493
- L 959.5886 833.434033
- L 965.51921 842.882289
- L 971.44982 890.8059
- L 977.38043 775.331688
- L 983.31104 806.225167
- L 989.24165 874.320499
- L 995.17226 880.054503
- L 1001.102869 882.979736
- L 1007.033479 895.298644
- L 1012.964089 906.000238
- L 1018.894699 884.701773
- L 1024.825309 870.099507
- L 1030.755919 927.304107
- L 1036.686529 934.062589
- L 1042.617138 923.866217
- L 1048.547748 925.584127
- L 1054.478358 909.951144
- L 1060.408968 912.088328
- L 1066.339578 854.046096
- L 1072.270188 872.206202
- L 1078.200798 811.817401
- L 1084.131408 795.363018
- L 1090.062017 840.103203
- L 1095.992627 898.600671
- L 1101.923237 832.069015
- L 1107.853847 812.233508
- L 1113.784457 884.673605
- L 1119.715067 883.214288
- L 1125.645677 910.297324
- L 1131.576286 914.62836
- L 1137.506896 923.496428
- L 1143.437506 844.740358
- L 1149.368116 890.271982
- L 1155.298726 907.928715
- L 1161.229336 893.668544
- L 1167.159946 862.225791
- L 1173.090556 876.677618
- L 1179.021165 882.508561
- L 1184.951775 800.214755
- L 1190.882385 819.926197
- L 1196.812995 861.357547
- L 1202.743605 868.395189
- L 1208.674215 899.239491
- L 1214.604825 896.329515
- L 1220.535434 856.193201
- L 1226.466044 819.180767
- L 1232.396654 896.601365
- L 1238.327264 904.182303
- L 1244.257874 922.12374
- L 1250.188484 880.723171
- L 1256.119094 877.739712
- L 1262.049704 907.630616
- L 1267.980313 912.312667
- L 1273.910923 919.728727
- L 1279.841533 919.22006
- L 1285.772143 916.885843
- L 1291.702753 871.611017
- L 1297.633363 877.594707
- L 1303.563973 800.248188
- L 1309.494582 824.197007
- L 1315.425192 880.113339
- L 1321.355802 913.845771
- L 1327.286412 875.036233
- L 1333.217022 838.018894
- L 1339.147632 808.761683
- L 1345.078242 824.833325
- L 1351.008852 876.391566
- L 1356.939461 869.570495
- L 1362.870071 918.428119
- L 1368.800681 913.434043
- L 1374.731291 896.895491
- L 1380.661901 825.700016
- L 1386.592511 878.345514
- L 1392.523121 919.47151
- L 1398.453731 921.921426
- L 1404.38434 916.024463
- L 1410.31495 920.547877
- L 1416.24556 910.223091
- L 1422.17617 910.051334
- L 1428.10678 888.352482
- L 1434.03739 838.737699
- L 1439.968 879.631296
- L 1439.968 879.631296
- " clip-path="url(#pb843be949b)" style="fill: none; stroke: #3ba3ec; stroke-width: 0.8; stroke-linecap: round"/>
- </g>
- <g id="text_13">
- <g id="patch_17">
- <path d="M 28.482851 829.078942
- L 63.614101 829.078942
- Q 66.014101 829.078942 66.014101 826.678942
- L 66.014101 818.936442
- Q 66.014101 816.536442 63.614101 816.536442
- L 28.482851 816.536442
- Q 26.082851 816.536442 26.082851 818.936442
- L 26.082851 826.678942
- Q 26.082851 829.078942 28.482851 829.078942
- z
- " style="fill: #ffffff; opacity: 0.8"/>
- </g>
- <!-- FD [mm] -->
- <g style="fill: #3ba3ec" transform="translate(28.482851 825.015192)scale(0.08 -0.08)">
- <use xlink:href="#DejaVuSans-46"/>
- <use xlink:href="#DejaVuSans-44" x="57.519531"/>
- <use xlink:href="#DejaVuSans-20" x="134.521484"/>
- <use xlink:href="#DejaVuSans-5b" x="166.308594"/>
- <use xlink:href="#DejaVuSans-6d" x="205.322266"/>
- <use xlink:href="#DejaVuSans-6d" x="302.734375"/>
- <use xlink:href="#DejaVuSans-5d" x="400.146484"/>
- </g>
- </g>
- <g id="text_14">
- <g id="patch_18">
- <path d="M 1321.538297 825.943317
- L 1411.738297 825.943317
- Q 1412.938297 825.943317 1412.938297 824.743317
- L 1412.938297 820.872067
- Q 1412.938297 819.672067 1411.738297 819.672067
- L 1321.538297 819.672067
- Q 1320.338297 819.672067 1320.338297 820.872067
- L 1320.338297 824.743317
- Q 1320.338297 825.943317 1321.538297 825.943317
- z
- " style="fill: #ffffff; opacity: 0.8"/>
- </g>
- <!-- max: 0.612mm $\bullet$ mean: 0.240mm $\bullet$ $\sigma$: 0.137 -->
- <g style="fill: #3ba3ec" transform="translate(1321.538297 823.911442)scale(0.04 -0.04)">
- <defs>
- <path id="DejaVuSans-34" d="M 2419 4116
- L 825 1625
- L 2419 1625
- L 2419 4116
- z
- M 2253 4666
- L 3047 4666
- L 3047 1625
- L 3713 1625
- L 3713 1100
- L 3047 1100
- L 3047 0
- L 2419 0
- L 2419 1100
- L 313 1100
- L 313 1709
- L 2253 4666
- z
- " transform="scale(0.015625)"/>
- </defs>
- <use xlink:href="#DejaVuSans-6d" transform="translate(0 0.78125)"/>
- <use xlink:href="#DejaVuSans-61" transform="translate(97.412109 0.78125)"/>
- <use xlink:href="#DejaVuSans-78" transform="translate(158.691406 0.78125)"/>
- <use xlink:href="#DejaVuSans-3a" transform="translate(217.871094 0.78125)"/>
- <use xlink:href="#DejaVuSans-20" transform="translate(251.5625 0.78125)"/>
- <use xlink:href="#DejaVuSans-30" transform="translate(283.349609 0.78125)"/>
- <use xlink:href="#DejaVuSans-2e" transform="translate(346.972656 0.78125)"/>
- <use xlink:href="#DejaVuSans-36" transform="translate(378.759766 0.78125)"/>
- <use xlink:href="#DejaVuSans-31" transform="translate(442.382812 0.78125)"/>
- <use xlink:href="#DejaVuSans-32" transform="translate(506.005859 0.78125)"/>
- <use xlink:href="#DejaVuSans-6d" transform="translate(567.878906 0.78125)"/>
- <use xlink:href="#DejaVuSans-6d" transform="translate(665.291016 0.78125)"/>
- <use xlink:href="#DejaVuSans-20" transform="translate(762.703125 0.78125)"/>
- <use xlink:href="#DejaVuSans-2219" transform="translate(794.490234 0.78125)"/>
- <use xlink:href="#DejaVuSans-20" transform="translate(857.087891 0.78125)"/>
- <use xlink:href="#DejaVuSans-6d" transform="translate(888.875 0.78125)"/>
- <use xlink:href="#DejaVuSans-65" transform="translate(986.287109 0.78125)"/>
- <use xlink:href="#DejaVuSans-61" transform="translate(1047.810547 0.78125)"/>
- <use xlink:href="#DejaVuSans-6e" transform="translate(1109.089844 0.78125)"/>
- <use xlink:href="#DejaVuSans-3a" transform="translate(1172.46875 0.78125)"/>
- <use xlink:href="#DejaVuSans-20" transform="translate(1206.160156 0.78125)"/>
- <use xlink:href="#DejaVuSans-30" transform="translate(1237.947266 0.78125)"/>
- <use xlink:href="#DejaVuSans-2e" transform="translate(1301.570312 0.78125)"/>
- <use xlink:href="#DejaVuSans-32" transform="translate(1327.857422 0.78125)"/>
- <use xlink:href="#DejaVuSans-34" transform="translate(1391.480469 0.78125)"/>
- <use xlink:href="#DejaVuSans-30" transform="translate(1455.103516 0.78125)"/>
- <use xlink:href="#DejaVuSans-6d" transform="translate(1518.726562 0.78125)"/>
- <use xlink:href="#DejaVuSans-6d" transform="translate(1616.138672 0.78125)"/>
- <use xlink:href="#DejaVuSans-20" transform="translate(1713.550781 0.78125)"/>
- <use xlink:href="#DejaVuSans-2219" transform="translate(1745.337891 0.78125)"/>
- <use xlink:href="#DejaVuSans-20" transform="translate(1807.935547 0.78125)"/>
- <use xlink:href="#DejaVuSans-Oblique-3c3" transform="translate(1839.722656 0.78125)"/>
- <use xlink:href="#DejaVuSans-3a" transform="translate(1903.101562 0.78125)"/>
- <use xlink:href="#DejaVuSans-20" transform="translate(1936.792969 0.78125)"/>
- <use xlink:href="#DejaVuSans-30" transform="translate(1968.580078 0.78125)"/>
- <use xlink:href="#DejaVuSans-2e" transform="translate(2032.203125 0.78125)"/>
- <use xlink:href="#DejaVuSans-31" transform="translate(2063.990234 0.78125)"/>
- <use xlink:href="#DejaVuSans-33" transform="translate(2127.613281 0.78125)"/>
- <use xlink:href="#DejaVuSans-37" transform="translate(2191.236328 0.78125)"/>
- </g>
- </g>
- <g id="text_15">
- <!-- 0.51 -->
- <g style="fill: #d3d3d3" transform="translate(20.803164 801.072658)scale(0.03 -0.03)">
- <use xlink:href="#DejaVuSans-30"/>
- <use xlink:href="#DejaVuSans-2e" x="63.623047"/>
- <use xlink:href="#DejaVuSans-35" x="95.410156"/>
- <use xlink:href="#DejaVuSans-31" x="159.033203"/>
- </g>
- </g>
- <g id="text_16">
- <!-- 0.20 -->
- <g style="fill: #696969" transform="translate(20.803164 888.952187)scale(0.03 -0.03)">
- <use xlink:href="#DejaVuSans-30"/>
- <use xlink:href="#DejaVuSans-2e" x="63.623047"/>
- <use xlink:href="#DejaVuSans-32" x="95.410156"/>
- <use xlink:href="#DejaVuSans-30" x="159.033203"/>
- </g>
- </g>
- </g>
- <g id="axes_6">
- <g id="patch_19">
- <path d="M 14.368 1472.809493
- L 1439.968 1472.809493
- L 1439.968 1003.292308
- L 14.368 1003.292308
- z
- " style="fill: #ffffff"/>
- </g>
- <g clip-path="url(#p7413cc5b0e)">
- <image xlink:href="data:image/png;base64,
- 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" id="image4fe9ef0e4c" transform="scale(1 -1)translate(0 -470.16)" x="14.368" y="-1002.649493" width="1422.72" height="470.16"/>
- </g>
- <g id="matplotlib.axis_11"/>
- <g id="matplotlib.axis_12"/>
- <g id="patch_20">
- <path d="M 12.368 1472.809493
- L 12.368 1003.292308
- " style="fill: none; stroke: #1f77b4; stroke-width: 3; stroke-linejoin: miter"/>
- </g>
- </g>
- <g id="axes_7">
- <g id="patch_21">
- <path d="M 14.368 1509.287366
- L 1439.968 1509.287366
- L 1439.968 1483.79322
- L 14.368 1483.79322
- z
- " style="fill: #ffffff"/>
- </g>
- <g clip-path="url(#pdc22f7e02c)">
- <image xlink:href="data:image/png;base64,
- iVBORw0KGgoAAAANSUhEUgAAB7gAAAAkCAYAAAATrOV8AAAnZUlEQVR4nO2d9/uX8//+z8y3LSurT2WEMiIjI3uVREpLIQkRysisyIgSIUWIkhLtMlPSEkqSEVHISiqhvBG+/8F5exxH7x++Hcd5+/XM67q/ntd1PdbT63avMHr06H9laNWqlYslSZUqVbJ5gwYNbH7kkUfafIMNNsAaXn755XWq4Y477rD5q6++ijV069bN5pdffrnNhw4davMOHTpgDd9++63NN9poI5t/8skneI1//7WPjMaPH2/z559/Hq9BfP311zb/8ccfbf7FF1/Y/KuvvsIaOnfubPNBgwbZfPjw4Tan50WS5s6da/MzzzzT5vPmzcNr/N///Z/NTzzxRJvT7zlz5kysgcaA+++/3+aTJ09e5xpmzZplc3r3atasafMffvgBa9hrr71svmjRIpvvvPPOeI3atWvbvFq1ajZ/4403bP7AAw9gDTSW7rLLLjZfsGCBzadPn441fPPNNza/6667bF4yb9FYSPeL5oySeWvbbbe1+c0332xzmjt//fVXrOH222+3+dNPP23zNm3a2Pziiy/GGsaOHWvzCy64wOY0BknSxx9/vE7X2HjjjW3+559/Yg2HHHKIzTt16mRzejdpPShJDz74oM0rV65s8y222MLmNWrUwBpojUDPdZ8+ffAa11xzjc1POukkm9Nz26xZM6yBxvODDz7Y5hUqVLD5/vvvjzVst912Nu/SpYvNjz32WJu/+eabWAOt6WiMufXWW/Ea9Fw3btzY5kcdddQ65SX/htY6tAc4/fTTsYa///7b5jQvlcwZl156qc1HjhxpcxqLjz/+eKzh999/t/kOO+xg859++snmVapUwRpoPUafdf369W1OewxJatmypc2HDBli82nTpuE1DjvsMJt/+eWXNt99991tTvO/JPXu3dvmNKdsttlmNn/33XexhurVq9t8/vz5Nq9Vq5bN6XOUeJ3y119/2ZzOYyTplltusfnUqVNtftBBB9m8ZI9P6+t99tnH5rSWor2SxPvG0047zeb//POPzZcvX441rFy50uZvv/22zWnvLPH8e++999qc1oT0OUg8DtEzRevvFStWYA077bSTzbfeemub05wjSWvXrrX57NmzbU410jljCaeeeqrNaV1K+xRJatSokc1XrVplc1pDlIxztM6gd+edd97Ba9C8Q2PMEUccYfPWrVtjDa+//rrN//vf/9p8zpw5Nv/jjz+whmOOOcbmtJfp37+/zX/77Tesgc5bJk6caPOSc4a7777b5v369bP5RRddZPOSfSethegMbscdd7T5gQceiDXQXoj28HQ/+/btizX07NnT5rReGzZsGF7j+uuvtzmdG9N67dlnn8UaaF1Je5nmzZvbnN5/ifdjdEZfp04dvAad09Oc8Morr9iczlsl3sNvsskmNl+4cKHNTzjhBKyBoDP477//3uYlZ3j0TPAJfAghhBBCCCGEEEIIIYQQQgghhPD/AfmCO4QQQgghhBBCCCGEEEIIIYQQwnrBRqT2K9FiH3744f4ioKuhP1UndYnEmibSl5C289FHH8UaNt10U5uTUoO0AR988AHWQBoYqqFEcUq6m3bt2tm8R48eNr/pppuwBtJEkKbpl19+sfluu+2GNVCdpOQgBTnp8CTWeo0ePdrmJVof0sWS7ua1116z+dlnn401kGqddND0WT7++ONYQ/fu3W1O6iDS0ZLeVGLN2imnnGLzEt3k5ptvbnPSzZL2p+Tdot+D9OGkSb722muxBmpjQKoZmtckqUmTJjbv1auXzUn3XtIOYsKECTan+0XabNKwStympG3btja/5JJLbE5Ke4nHGPocSpSXpPZbvXq1zen9LdETUusM0mqTMq9EYfzWW2/ZnNSd1DZjq622whqWLFli88cee8zm9DlJ0oABA2w+adIkm9PvWa9ePayBWoiMGTPG5jTW7rrrrlgDKS9JoUbaL9IsS7yPoDmDPgeJn+sXX3zR5u+9957NS/TBpFk955xzbE7PS4nSds2aNTZv3769zUmxKPG6kbS5tE+hd1eSFi9ebHNaI9AYQ/OaJA0cONDmpGmk557WgxK3AKpYseI6X+Pzzz+3OT23tD8npabEcx8pDkm9T++/xOvv7bff3ub0XJe01iFN+g033GDzknUKnenQM0UtRkr2vqRqpDXhZ599ZvOlS5diDS+99JLNSbvZokULm9N5jMS6WHomb7vtNrwGtVKgn0Hr7xL9PylpqS0GneGVaNJpziCdNO0hJH72ae9L7SJobS3xupFqvOyyy2xOLcQkXo/Ru0P3u2rVqlgDnRtRDSVntjS/kmKc5pRHHnkEa6DWlfTu0ZnN4MGDsQZaw1MbBPocqWWFtO6aZGq1InHLGFqH0PxMZz4Sn3/RuTHNSzROSjwnUFsLOkeg1loSt1KgtVSJBv3nn3+2+XPPPWfzhg0b2ryk5QSNx9ddd53N9957b5uXrNeo1SGdfZWc2f7nP/+x+UcffWRzWhOW7AGordyoUaNsTnulkvYe9H0IrZ2PPvpom/8v9kL5C+4QQgghhBBCCCGEEEIIIYQQQgjrBfmCO4QQQgghhBBCCCGEEEIIIYQQwnpBhYULF/67rj+ElBn0p+akaSzRpJMijVStG264oc1LlHlff/21zUlPSlpO+pwkvhekvCS1oCTNnDnT5l27drU56S5KFGn33XefzY855hibkxK3RC20YsUKm++55542X7lypc1JdynxZ0mathI1IN2Pgw46yOb03DZt2hRrIPU+6U1ITUTKe4l/T9KwkrKjdu3aWAM9l8OHD7d5yf2mOkmJef7559t86NChWAPpy2icIi02aYMk1rBNnDjR5lOmTMFr9O/f3+akWZ03b57N6ZmVpEMPPdTmNMaQQrFBgwZYA80p//7rlyk0t5a0ICCFGumLSHEuSU899ZTNSXvdqlUrm5e0UiG1J7VSoLH45JNPxhroZ5BOlj4nGoMk6YADDrD5uHHjbF6iSCOFKekHr7/+epvvscceWMO+++5rc1KU0zhIejRJmjp1qs1pzlmwYIHNS9oD0Dpj1apVNqdxUmK115133mnz7777zuYlCjVaN5Jije4FabklnjNoHfLXX3/hNWhfSarHYcOG2Zz0ZxL/nsuWLbN5tWrVbP7CCy9gDaRqJw3j2rVrbV6yH9t2221tTi0ISsYQ2tt26tTJ5meccYbNSZsv8ftN2j3S+48YMQJroDmlVq1aNqe2ViWt0Kh1Ds2ttAaRpC233NLmpIMldW/JGmG//fazOb07NEaVjOfUApBab9D9pLMSiZWWtAcoWROSRpVawtG5E7VqkFjVShr1Nm3a2JzePYnbrdDcSApkideujRs3tjnpoEl5LUnTp0+3+VVXXWVzUpCTplnidmo0llLLmLp162INpEmns0pq5ybx+Rjtvy+88EKbl+iDaY1O61Laj9G7K/E5H80ZtKakcVBi7fUmm2xic2qvKUkzZsywOT0zNG+VtHyjfcScOXNsvvXWW9ucWl9KvK6k54HevZJWKzTvfPLJJzZ/5pln8Bq0j7j55pttTvtzOoeUeJ9BLWdIYX7EEUdgDXS/6Tzl/fffx2tQKwWav0mjTuteiZ9LajFC3wPSeYsknXrqqTanuY/aTtLeWeJWCfkL7hBCCCGEEEIIIYQQQgghhBBCCOsF+YI7hBBCCCGEEEIIIYQQQgghhBDCekGFUaNGWffnjjvuiD+EtBykRyAFA/0pvMQqN9JuLl261OakT5FYB02qqebNm9ucFBCS9NBDD9l8m222sflll12G11i9erXNSfNw4IEH2rxEu0lqkQ8//NDmpOQpUe7ccMMNNicFU5MmTWzeqFEjrIEUxPTuPPbYY3gNuh+kitt5551tXvJcUwsCUmqQ7ubXX3/FGkg/SCr2c8891+YlyryLLrrI5ldccYXNP/vsM7wG6b3feecdm7/55ps2P+6447AGUjnecsstNid9ESmtJda4LVy40OYHH3wwXoNUraQ5v+2222xO90JiXTSpAUn7c/HFF2MNNAaMHj3a5qRpLLkX1GKE3u+SNibTpk2z+VlnnWXzLl262LzkuSY9P81LpA4qWUO8/PLLNqcxgu7F33//jTWQwpC0XN27d8dr/PjjjzYnjdvpp59u83bt2mENtI6gsbJz5842p/ld4hYhpO0jFRW1MJCkvn372py0Xf/88w9egxSGpLQj1dyAAQOwBlKpU3ufEj04QXpv0tGW/J60Rpg7d67Nqd1DyTNF7ycpL2ktVbJeo39DNdJYWaIGLGk749h///3x37z77rs2p3UM6WZJ4yrxu0XnENTu4eOPP8YaZs2aZXPau1LLNxqLJaly5co2p/VWSSsVev/osyTNaokKksYQGs+rV69uc2qNJ/G6lNoD0DVoXytJ999/v83pLIT235L05JNP2pzmBHr/S94tul+9e/e2OWlWH374YayBznTovShpbUfngHTmQ/N7yVlGzZo1bU5K62effdbmtD+X+H7TuS+dfVeqVAlroJYT1OqQcolb39BYSW0MhgwZgjXQXojUvvQ9Ao2TEq/xr776apuTXrhk3Ur7a9rDUxtCidsd0v6Z9saff/451jBq1Cib0zh26aWX2vzTTz/FGqiFED2T1JKiRo0aWAO1rqP13KBBg/AadA5I3wNce+21Ni9ZI9B3KnTWQZp0UlpLvNeh+0ltRiVeb9H6m86V6KxE4jN6OoegGkvOEQk6y6Dzs0MOOQSvQc9U/oI7hBBCCCGEEEIIIYQQQgghhBDCekG+4A4hhBBCCCGEEEIIIYQQQgghhLBeUEGS9USQElNiVcTJJ59s8y+++MLmpO6WWJnx22+/2Zy0XCWK0xkzZticFA4tWrSweZ8+fbCGX375xeZnn322zefPn4/XIO0OqQXmzZtnc/ocJGnx4sU2J6U1KRo23XRTrOHyyy+3ea9evWxOyssSRSKpeUkX36NHD7zG2LFj16mG33//3eaXXHIJ1kCKlWOPPdbmpFA85ZRTsIZ+/frZ/Morr7Q5qWpGjBiBNZD+98gjj7Q5KbUk1vqQGow0bqTllHgMIbU33c8HH3wQa6DxmnRzpMMpuQa1cyAtF7WskPi5pvtF6tASdTepXKmNSYMGDWxe0nKCdFXjxo2zeYnak/SgdD/3228/m9PvILHSlhTmixYtsvnAgQOxBlJakj6U1loPPPAA1kDzGun9SXcnsW6S9GSkabzxxhuxBlKQ0/y8++6723zNmjVYw1NPPWVzWvPRvNe1a1esoVu3bjYfM2aMzUsUpzTHU9sLavfw/PPPYw2kvKRnjtZjNGdJrCf75JNPbE5KTYnHIRrzSXtfov584oknbE56b1ojlGgY+/fvb3Naz9EYVdIGoWPHjjan96JE3UvPHWkU6V6VjGOPPPKIzWnd2r59e5uTtlfiswxaf9MzRfvzEkhxTLpZideENMeTXpjWvRLvM+h+TZw40eZLlizBGqi1FZ35kPKyYcOGWAO1KqTPmtraSbyeItU63U9qLyBJm222mc3pfGyTTTaxOa3FJD4HoBqoNZ7ELfzq1q1rc1Igl6i5aa9C6xBaE9L6QJJat25tc1pf03hOazGJ1fx0dlXShoyemZ49e9qcWsqQtlfidQqtM0j/T/O7JK1YscLmpFqnVoadOnXCGki1TO/OsGHD8BqDBw+2OSmIaZxq3Lgx1kBtxmiPQONDyRhD3x1VrVrV5tQSktT9Erd0o/G+ZB9CLd/ojJ602SXQ3rZZs2Y2p8+SlPcSPxPUwrPkrHLfffe1ObVbou+mSvTga9eutfnKlSttTt+XXHjhhVgDPXPUxoTm55IWIxdccIHN8xfcIYQQQgghhBBCCCGEEEIIIYQQ1gvyBXcIIYQQQgghhBBCCCGEEEIIIYT1go1q1apl/0GJ7ob0RKRippz+FF6Sli5danNSSdF/T7kk/f333zZ/7LHHbE7aIFLqSazE+fbbb23+ww8/4DVI80Caph122MHmb731Ftawzz772JyUOaTlLFGHkUaR1PukaCmB9IKkvJwzZw5eg1RQpLMgdTfpMiTphBNOsPno0aNtPnfuXJuXaHVJ906ap0cffdTmpB2RpL333tvmpGnaYAP+f5porBs0aJDNSQ1KqjlJmjJlis1JE9OmTRublyhQScNEzxQpeyRW4pHuht7fXXbZBWt44YUXbD5hwgSbk87qgw8+wBp+/vlnm9PcSnPOzjvvjDXcf//9Nqca77jjDrzG999/b3PSj9HzUNJqgTToW2yxhc1pDCJlvSRNmjTJ5qQ3Is16iaqd1L00P5f8nnXq1LE5zVt33nmnzUvU+9tvv73Na9SoYfP69evbnFq1SFKrVq1sftVVV9mcVO1Uo8TPPT0PpGmVyuY2x7333mtz0jBLPJ6/9957NicFcknLKGoBQvsU0upKUr169WxO+62zzjrL5t27d8caaC1ELSUWLFhg85J2LqtWrbL5UUcdZXNap1BbK4nfT2o5QS2IJH4/SdVMysyrr74aa6D5lbR6TZs2tTlpuSXWPdPetmXLljYvGedIF0/Ky5L7TUpbWoeQFr9EJ0vKeRpjaG4llawknX766TanfWXlypVtTmtnicexN954w+YHHHAAXoMUprS/prmXdLMSK4ipxRfdKzrjk3ivQ3uZknUpzQnDhw+3OeneR44ciTVQ+y3Sjz799NM2p/FBkm6//Xab0+9JrZJKzq4HDBhgc1LvUwtQicchWmfQOFWiOKa16/Lly21ObULvu+8+rIHOKv/66y+b0/6b2jlJrGKmdqv0bkrc3pJaBNFeib7zkfjch9bv9H0HtReQ+LsKaoNALWlKWh3SvEOtr0paoVErBToHpPNS2qdIvO+ksZRqPO+887CGihUrrlMNP/30E16DzjtKWpk5Sva+VapUsTl9/0Xf+5a0xqLPito9XHPNNTbfa6+9sAZaC+UvuEMIIYQQQgghhBBCCCGEEEIIIawX5AvuEEIIIYQQQgghhBBCCCGEEEII6wUV6tWrZ10WpHmSpIkTJ9qcdBmkqiAdpcQaB9JukZKDNHCStOmmm9qc9CZPPvmkzZctW4Y1kF7wuuuus3mJspo0TKRY2XPPPW1eorO67bbbbE46C9J69e7dG2sYOnSozUmZRwoX0vpJrAYktViJFptUzfRck/aHNDKSNHXqVJuPGjXK5qTUKVGLklaP9IWnnXaazfv27Ys1HHbYYTYnTcz555+P1yB1J92Lhx56yOYlc0q3bt1sTq0WFi1aZHMawyS+36TtWrlyJV6DVDGkD91qq61sTpoYSerRo4fN7777bpuTUo/Ug5I0f/58m9911102J9Xcf//7X6yBPgdqk0DztyR9+eWXNidlNenonn32WayBtPik927SpInNK1SogDXQvEPP1LXXXmvzEpXzOeecY3Na89GcI7HunealNWvW2JxalEjSuHHjbE7PLemwSjSMt956q81pjCG1GI0fktS2bVubk/Ky5P2ePHmyzWksJE1ynz59sIbXX3/d5ueee67NSXdHrRwkXl+TlrPkGqS9J100tWIpGUN23XVXm3/00Uc2r1u3rs1JJSmxLprWIfTck4ZZYi0fqX9L9p00t9FnSXvGkv1Wo0aNbE6axY4dO9qc2ndJ0vjx421OKnZaQ5QoyqldC7UQo/W9xApjWtPR+//qq69iDXS/6RpnnHGGzS+99FKsgT6rnXbayeZUI+0pJdY90/tPrdIkPucjXXyXLl1sXjLGkLaezrZI/T127FisgcbradOm2byk/dbxxx9vc1Lz0vq7pK0FtVKgfQq1Y6MxSOJ5ieYEUhyX7DvpzIbOfWvXro3XIJUrndEtXrzY5qQXl6R77rnH5tRKgdbvpOWVpNmzZ9v8mWeesTm1xqN2UJLUq1cvm1MbQXpeJN43Uvst+j6lQ4cOWAO1naIxgvTfK1aswBroPIX2U3SOWHJuvPXWW9t88803t3mJ9p7qpBYCpIMvae9B8xadE3Tu3NnmJWMMfR9CnzXdK6ns+0gHfe9T0jKG1jLUCpH2UrS+l/iZovGa9im0RpFYrZ+/4A4hhBBCCCGEEEIIIYQQQgghhLBekC+4QwghhBBCCCGEEEIIIYQQQgghrBdU6NOnj/WHk8ZNYg3LRhttZHPSYZCCTWLlLCnISXdRoswjLr/8cpvXqVPH5qSBklitTXoy0sVLrDAktUD16tVtXqK8JJUjKXVIJXPTTTdhDaSBoc/pn3/+sTmpaiRWnNIzQ0otSVq9erXNu3fvbnNSD9HPl6SaNWvanO4XjVElGkb6rEjzQrp40n5JPA6R4vC5557Da5B2hzROpGJv2rQp1kC6aNIbNWzYcJ1+fsm/oXYPpCeVWNVKGkVqg0BjrcRzH6kBZ82aZfN27dphDaTnJ4UaqYWGDx+ONZBGmZR61KJEYu3epEmTbN6iRQubT5kyBWsgRRLpoOl+l2jajjjiCJu3b9/e5nQ/aU0pSSNHjrQ5aZ5KNIykF6WcdPFVq1bFGkq0Ww5S+1JLC0mqVKmSzUmjTjr5kpYypGmk97ukdQ4pL2kNQWp+Un9LrK0nnXv9+vVtTq0aJF4bk9p7wYIFeA1a89E+5Nhjj7X5N998gzWQspJaqdBYSWstiVs+kRLz3XfftXnJGQD9DLrfpLuTpMMPP9zmtJ+icWrevHlYA+mgSf1HbW/oc5S4FRKNEfS80PwuSTfffPM61VCy/qa16/PPP29z0sXTmZDE7RxIifniiy/avERHSXNj165dbU5zTvPmzbEG2qOT5rxEzU3rzj///NPmtBeqWLEi1kBqTlpD0LxVssenFmAvvfSSzd9//328Bumiac1IrTOobZ3E2nq6n7RnpLNOiefnESNG2Jw0qyVtEKhFCO11aJyTeA6nMYbWSnT2JfHe9Z133rH5hx9+aHOaWyVuEXbDDTfYnLT3tAaReI9Pbee++OILvMZrr71mczpHpHmJnhdJGjhwoM1Js0zzAbUokvjdGjRokM2pdVbJuRK1KaGWEyVrpQYNGticzp7pTIjOACWuk8bK7bbbzuakm5e4xQiNU9QyUuL396STTrL5Dz/8YHM6Q5Ck6dOn25zeT/oegFTuEu8TaN1Ja6WSVkn0XOcvuEMIIYQQQgghhBBCCCGEEEIIIawX5AvuEEIIIYQQQgghhBBCCCGEEEII6wUb3XvvvfYf3HnnnfhDhg4danNStbZt29bmpJqTWD3y77/WxK4HHnjA5qRZl6SVK1fa/PXXX7c5qQFnzJiBNXTs2NHmpCcrUY+Qdod0NqSL/uyzz7AG0jCRRpH0ZKRPklipM3jwYJuTDmvMmDFYA2lSt9lmG5v/9NNPeI2jjz7a5qRgueWWW2xeot4nPdny5cttTvrgK664Amv47bffbP7CCy/YnDRtQ4YMwRr69etnc/qcSPMosYaJPmvShtDnJPE4RSoZUhM1adIEayDtD6kiS64xceJEm9OcQRo2UhxL0htvvGFzUuqQzqak5QQpDklXQ8/L7NmzsQb6GZ9//rnNS8ZS0l6TuptUryVavm233dbmtA4hhVKJupv0gpdddpnNqTXH2rVrsQZS2pHKmZTWEqu1//jjD5vTu9ehQwesgd7v3Xbbzeak5aT2ARK/O61bt7Y5KYzpc5Z4XqOxltoLSPx70hrijjvusHnPnj2xBno3qC3G5MmTbU7jh8Trc1oDUIsRiVupULsWUt6Rml/idQbtM0h53bJlS6yBFIekeqX/np4HiXXx1ALowAMPxGvQ3EbabFpDkHZXYgUi1UiaxhLVK6n9zjzzTJtTax2acyTpoYcesjmpmEv0/3RmQ4ryLbfc0ubUWkvic6XvvvvO5qQGLmlrQ2vjZcuW2ZzW36TVl/he0NlXybxF94M0qfT+lzzXpOamOeXiiy+2ecl+jM4aaW7t06cPXoOUtNROkT6nkrNKWuuMHz/e5osWLbJ5mzZtsAY6/6b9Of0OS5YswRpoPKb2PtRiTGJ1No1jtF678sorsQY6Y6f9N2m3Se0vSZdcconNae9L+9YaNWpgDXReQgrykraS9DPo7JnmTtLNS1Lnzp1t/sQTT9ic5iVqUypx61pqMfS/aDFCY+1ee+1lczoTkvjdoTXAwQcfbPOS9lx77LGHzaltHI1z1HpL4jUCnTOUnNnS/HzXXXfZ/JFHHrF5yXcR1EqBznxoDVGyVqL2HrSfonGMzlIkqUqVKjbPX3CHEEIIIYQQQgghhBBCCCGEEEJYL8gX3CGEEEIIIYQQQgghhBBCCCGEENYLKkycONG6h0h1IUnVq1e3Of25O2mUSW0gsc55ypQpNl+9erXNSbsrSVWrVrU5adgOPfRQm/fq1QtrIL03qSjat2+P17jvvvts/uCDD9qcNI277LIL1kDPJWn3SD1Cz6TEOhtSk3z66ac2J3WJxDrK22+/3eakkpNYvUuqiuHDh9ucNE8l1yCNC2lB5syZgzU8/PDDNidl7f77729zUsFKUr169WxOmlVSqEncEmKDDfz/F0XPC2neJOmee+6x+VVXXWVzevdoDJNYGU/aL1IgSzxn1KxZ0+YDBw60eYkenMYZ0qxttdVWNicdliSddtppNj/yyCNtTjpZmt8lqXLlyjanOYN0lhKPx6TeJx00PS8SKwxJHURabZp7JVZBjRw50ub0zJK+uOQaEyZMsHmXLl3wGqQ4JBUczWv0vEislO7Ro4fNae1booKkdQr9HqRgI/2hxPebaiS9mSQ1bdrU5qRhJaU1qUElfqZIHdasWTOblyjKSZFGezraU0qsxT7vvPNsTnrBkrYWe++9t81pTpk5c6bNqU2KxOtSUuqR3v/NN9/EGrbbbjubV6tWzeak3JNY70utjmidUqKTveCCC2xOqlbaA5C2U+K5j/TCpO0sURzTZ03zXsken9qMkKKc5pQSnSypt0kXT2Mpta2SWK1P7yeNpSXqT3r32rVrZ/MSFTvt6ahdA51tlajYqf0etVq4++67bd68eXOsgfbPNH/TWCvx3nX33Xe3ObUZpHYwEp8Lv/vuuzan1nh07iTxWEotJ6gdU0mLT9pv0TqF1owSn3/R+rpu3bo2J826xG0fqV1LxYoV8RoErZ/pXJnaFJWsz0lB3L9/f5uXnAuTep/aiNL4UKFCBazhxhtvXKf8rLPOsjm1SZGkuXPn2pzOIWhuLHn36P0l9X5Ju1RSTtPZVNeuXW1OLUqkddf3N2rUyOZ0TiFJq1atWqec9u8SP1N0xk6tN+jsWuI1AJ0rU5uEkvUaPfsjRoywObUpoudJ4paN+QvuEEIIIYQQQgghhBBCCCGEEEII6wX5gjuEEEIIIYQQQgghhBBCCCGEEMJ6QYU6depY98CsWbPwh5CqcfHixTYnpR7pxSXWXp944ok2J01MiaqdFOKk5SLdTYmahHQXxxxzjM1LdLKkWt94441tTjo7UndLrC+iGh999FGbk4JJkr777jubk3KeVFQNGzbEGuiZIq0uKdgk1mqSju6www6zOakDJVbzkmKpY8eONifVs8RKPBqDSME0f/58rIE0bO+8847Nly5ditcgvegzzzxj8969e9u8RYsWWMP2229v8xUrVticxusS5Q5pnjp06GBzUixJPNaRnpCgZ05ifTc9M88995zN6V5KrHKlNQJpWEvmNdLm0mdJulpJmjp1qs0POeQQm5OqvUTLR/ohmp9JJ3/XXXdhDWeeeabNaT1G6n0aByVp+fLlNl+4cKHNSzTKpIKithSVKlWyeclYSvpfWhvTu0mfo8SKNPqsx40bZ/OXXnoJa6D5lVpKDBo0CK/x4Ycf2pyeh7ffftvme+yxB9ZA8y8p1vr162dz0oJJ/Nz+8ssvNi9RuZIibdmyZTYndeD06dOxBlqj07y0aNEim9M+RmJdJD0P/wtIvb1mzRqb072SpN12283mhx9+uM3feustm3/00UdYA7XXIXVgq1atbL7vvvtiDXQeQmpvUkFTizGJ94Tff/+9zUkVKfG5Er1bpJMnVbvE6whqZUbqUNozSqy9Pffcc23+1Vdf2Zy0uxLvAQ444ACb055SkmbMmGFzar/zwgsv2Hzo0KFYA62VaH6mPQKNQRKfA1apUsXmJfMz7Z9L2qU56F5IUtu2bW1Oazo6X6O9liQdffTRNqcxhNpB0Ocscfs9mvdK5i1qQ/LKK6/YnPTBpJuXWPdMewAaQ0rOEemsks62StocENTWglollWiUaU82adIkm1ONJd9FUIsgemaGDRtmcxo/JF6f01hLZx0lrVZI906fQ4n2fvDgwTbv1KmTzel+lux9ae6jcYzmNdpbSzwG0HqspDUt7VXojO64446z+ejRo7EG2k/Rc037mJI1IbVroc+SFOV0vi5xe678BXcIIYQQQgghhBBCCCGEEEIIIYT1gnzBHUIIIYQQQgghhBBCCCGEEEIIYb1gI9IbkS5DYoXCGWecYXPSD+63335YA+lNlixZYvMJEybYfPz48VgDaR7oT/JJyzl58mSs4cILL7T5k08+aXNS2Uis7SHNC6n/SlSvF198sc1JszZnzhybb7HFFlgD6WRJ/92mTRubk05DkmrVqmVzeuZKNOikWLnoootsTnojUmZK/Ht88MEHNif1X//+/bEGUrCMGTNmna4xZMgQrIFUUjRGkFZfYj0ZqUfo/S3RWZGOhsbKOnXq2JxUcxLfL9JdNW7cGK9BrRBIaTt27Fib0+cg8e8xYMAAm9NYSnOvxFofGoPo/d9nn32wBpq/SVdJiiWJtXmkDiNlPbWDkFgtROM5qSSpnYTEzxQpsUgtWKL1IhU7jWOko5WkqlWr2py02K1bt7Z5SWuNadOm2fypp56yOa3fjz/+eKyBWojQ+0s6afrvJV7DU6uGkjmjWrVqNqfPipSWpPaWWN9PSmvSzZboy+j9o7VS/fr18Rq01qF5h/SDpLyWeO6rXbu2zUlH161bN6yBNG3Utqpnz542pxYkEo+VpDguaWtB+yXau/7xxx82J62fxO096PekNURJK7R77rnH5qSCJb14SWsdUuuPGjXK5htswH9bMXv2bJvTvEbtO0jrKXG7tSuuuMLmNF6XtBghNe/jjz9uc9pXlpx1tGzZ0ub0XpSomtu3b29zUspvuOGGNr/jjjuwBtrj0zqDtLwl6zXS+1OrFVK5S7w3pfv5xBNP2JyUuCX/hs59af6/+uqrsQY6P6OzTmoZU3K+RueEpNYvUfdeeeWV+G8cJetrgvZ0J598ss3p3aJ1q8RrAGrvQeM5qYMlbiHw559/2rxPnz54DVo3du7c2eZdu3a1OZ3xS9LMmTNtTnv4GjVq2Jz2axLvhWiMoPYetH+XeKykvRK115SkW2+91eZ05kNrhJKWUdRSgvT+tC4tgc7wKlasaPOS1nY0HlNrSzo3qlu3LtZA4xCNEc2aNbM5vZsSt7Y74YQTbE7nMbS3lqS+ffvaPH/BHUIIIYQQQgghhBBCCCGEEEIIYb0gX3CHEEIIIYQQQgghhBBCCCGEEEJYL/h/rXi0DyUmzRwAAAAASUVORK5CYII=" id="imagee8f7dc5425" transform="scale(1 -1)translate(0 -25.92)" x="14.368" y="-1483.367366" width="1422.72" height="25.92"/>
- </g>
- <g id="matplotlib.axis_13"/>
- <g id="matplotlib.axis_14"/>
- <g id="patch_22">
- <path d="M 12.368 1509.287366
- L 12.368 1483.79322
- " style="fill: none; stroke: #ff7f0e; stroke-width: 3; stroke-linejoin: miter"/>
- </g>
- </g>
- <g id="axes_8">
- <g id="patch_23">
- <path d="M 14.368 1730.597797
- L 1439.968 1730.597797
- L 1439.968 1520.271094
- L 14.368 1520.271094
- z
- " style="fill: #ffffff"/>
- </g>
- <g clip-path="url(#p6e58b88363)">
- <image xlink:href="data:image/png;base64,
- 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" id="image94888dbd09" transform="scale(1 -1)translate(0 -210.96)" x="14.368" y="-1519.637797" width="1422.72" height="210.96"/>
- </g>
- <g id="matplotlib.axis_15"/>
- <g id="matplotlib.axis_16"/>
- <g id="patch_24">
- <path d="M 12.368 1730.597797
- L 12.368 1520.271094
- " style="fill: none; stroke: #2ca02c; stroke-width: 3; stroke-linejoin: miter"/>
- </g>
- </g>
- <g id="axes_9">
- <g id="patch_25">
- <path d="M 14.368 1754.328598
- L 1439.968 1754.328598
- L 1439.968 1741.581525
- L 14.368 1741.581525
- z
- " style="fill: #ffffff"/>
- </g>
- <g clip-path="url(#pd872633d04)">
- <image xlink:href="data:image/png;base64,
- 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" id="image864b1d5b5f" transform="scale(1 -1)translate(0 -12.96)" x="14.368" y="-1741.368598" width="1422.72" height="12.96"/>
- </g>
- <g id="matplotlib.axis_17"/>
- <g id="matplotlib.axis_18"/>
- <g id="patch_26">
- <path d="M 12.368 1754.328598
- L 12.368 1741.581525
- " style="fill: none; stroke: #d62728; stroke-width: 3; stroke-linejoin: miter"/>
- </g>
- </g>
- <g id="axes_10">
- <g id="patch_27">
- <path d="M 14.368 2145.6
- L 1439.968 2145.6
- L 1439.968 1765.312325
- L 14.368 1765.312325
- z
- " style="fill: #ffffff"/>
- </g>
- <g clip-path="url(#pe3f56d55e5)">
- <image xlink:href="data:image/png;base64,
- 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" id="imageb77c997906" transform="scale(1 -1)translate(0 -380.88)" x="14.368" y="-1764.72" width="1422.72" height="380.88"/>
- </g>
- <g id="matplotlib.axis_19">
- <g id="xtick_19">
- <g id="text_17">
- <!-- 00:00 -->
- <g style="fill: #262626" transform="translate(7.2 2164.2493)scale(0.0704 -0.0704)">
- <use xlink:href="#DejaVuSans-30"/>
- <use xlink:href="#DejaVuSans-30" x="63.623047"/>
- <use xlink:href="#DejaVuSans-3a" x="127.246094"/>
- <use xlink:href="#DejaVuSans-30" x="160.9375"/>
- <use xlink:href="#DejaVuSans-30" x="224.560547"/>
- </g>
- </g>
- </g>
- <g id="xtick_20">
- <g id="text_18">
- <!-- 01:38 -->
- <g style="fill: #262626" transform="translate(244.303967 2164.2493)scale(0.0704 -0.0704)">
- <use xlink:href="#DejaVuSans-30"/>
- <use xlink:href="#DejaVuSans-31" x="63.623047"/>
- <use xlink:href="#DejaVuSans-3a" x="127.246094"/>
- <use xlink:href="#DejaVuSans-33" x="160.9375"/>
- <use xlink:href="#DejaVuSans-38" x="224.560547"/>
- </g>
- </g>
- </g>
- <g id="xtick_21">
- <g id="text_19">
- <!-- 03:18 -->
- <g style="fill: #262626" transform="translate(481.407933 2164.2493)scale(0.0704 -0.0704)">
- <use xlink:href="#DejaVuSans-30"/>
- <use xlink:href="#DejaVuSans-33" x="63.623047"/>
- <use xlink:href="#DejaVuSans-3a" x="127.246094"/>
- <use xlink:href="#DejaVuSans-31" x="160.9375"/>
- <use xlink:href="#DejaVuSans-38" x="224.560547"/>
- </g>
- </g>
- </g>
- <g id="xtick_22">
- <g id="text_20">
- <!-- 04:58 -->
- <g style="fill: #262626" transform="translate(718.5119 2164.2493)scale(0.0704 -0.0704)">
- <use xlink:href="#DejaVuSans-30"/>
- <use xlink:href="#DejaVuSans-34" x="63.623047"/>
- <use xlink:href="#DejaVuSans-3a" x="127.246094"/>
- <use xlink:href="#DejaVuSans-35" x="160.9375"/>
- <use xlink:href="#DejaVuSans-38" x="224.560547"/>
- </g>
- </g>
- </g>
- <g id="xtick_23">
- <g id="text_21">
- <!-- 06:38 -->
- <g style="fill: #262626" transform="translate(955.615866 2164.2493)scale(0.0704 -0.0704)">
- <use xlink:href="#DejaVuSans-30"/>
- <use xlink:href="#DejaVuSans-36" x="63.623047"/>
- <use xlink:href="#DejaVuSans-3a" x="127.246094"/>
- <use xlink:href="#DejaVuSans-33" x="160.9375"/>
- <use xlink:href="#DejaVuSans-38" x="224.560547"/>
- </g>
- </g>
- </g>
- <g id="xtick_24">
- <g id="text_22">
- <!-- 08:18 -->
- <g style="fill: #262626" transform="translate(1192.719833 2164.2493)scale(0.0704 -0.0704)">
- <use xlink:href="#DejaVuSans-30"/>
- <use xlink:href="#DejaVuSans-38" x="63.623047"/>
- <use xlink:href="#DejaVuSans-3a" x="127.246094"/>
- <use xlink:href="#DejaVuSans-31" x="160.9375"/>
- <use xlink:href="#DejaVuSans-38" x="224.560547"/>
- </g>
- </g>
- </g>
- <g id="xtick_25">
- <g id="text_23">
- <!-- 09:58 -->
- <g style="fill: #262626" transform="translate(1429.8238 2164.2493)scale(0.0704 -0.0704)">
- <defs>
- <path id="DejaVuSans-39" d="M 703 97
- L 703 672
- Q 941 559 1184 500
- Q 1428 441 1663 441
- Q 2288 441 2617 861
- Q 2947 1281 2994 2138
- Q 2813 1869 2534 1725
- Q 2256 1581 1919 1581
- Q 1219 1581 811 2004
- Q 403 2428 403 3163
- Q 403 3881 828 4315
- Q 1253 4750 1959 4750
- Q 2769 4750 3195 4129
- Q 3622 3509 3622 2328
- Q 3622 1225 3098 567
- Q 2575 -91 1691 -91
- Q 1453 -91 1209 -44
- Q 966 3 703 97
- z
- M 1959 2075
- Q 2384 2075 2632 2365
- Q 2881 2656 2881 3163
- Q 2881 3666 2632 3958
- Q 2384 4250 1959 4250
- Q 1534 4250 1286 3958
- Q 1038 3666 1038 3163
- Q 1038 2656 1286 2365
- Q 1534 2075 1959 2075
- z
- " transform="scale(0.015625)"/>
- </defs>
- <use xlink:href="#DejaVuSans-30"/>
- <use xlink:href="#DejaVuSans-39" x="63.623047"/>
- <use xlink:href="#DejaVuSans-3a" x="127.246094"/>
- <use xlink:href="#DejaVuSans-35" x="160.9375"/>
- <use xlink:href="#DejaVuSans-38" x="224.560547"/>
- </g>
- </g>
- </g>
- <g id="text_24">
- <!-- time (mm:ss) -->
- <g style="fill: #262626" transform="translate(701.5006 2175.549)scale(0.0768 -0.0768)">
- <defs>
- <path id="DejaVuSans-28" d="M 1984 4856
- Q 1566 4138 1362 3434
- Q 1159 2731 1159 2009
- Q 1159 1288 1364 580
- Q 1569 -128 1984 -844
- L 1484 -844
- Q 1016 -109 783 600
- Q 550 1309 550 2009
- Q 550 2706 781 3412
- Q 1013 4119 1484 4856
- L 1984 4856
- z
- " transform="scale(0.015625)"/>
- <path id="DejaVuSans-29" d="M 513 4856
- L 1013 4856
- Q 1481 4119 1714 3412
- Q 1947 2706 1947 2009
- Q 1947 1309 1714 600
- Q 1481 -109 1013 -844
- L 513 -844
- Q 928 -128 1133 580
- Q 1338 1288 1338 2009
- Q 1338 2731 1133 3434
- Q 928 4138 513 4856
- z
- " transform="scale(0.015625)"/>
- </defs>
- <use xlink:href="#DejaVuSans-74"/>
- <use xlink:href="#DejaVuSans-69" x="39.208984"/>
- <use xlink:href="#DejaVuSans-6d" x="66.992188"/>
- <use xlink:href="#DejaVuSans-65" x="164.404297"/>
- <use xlink:href="#DejaVuSans-20" x="225.927734"/>
- <use xlink:href="#DejaVuSans-28" x="257.714844"/>
- <use xlink:href="#DejaVuSans-6d" x="296.728516"/>
- <use xlink:href="#DejaVuSans-6d" x="394.140625"/>
- <use xlink:href="#DejaVuSans-3a" x="491.552734"/>
- <use xlink:href="#DejaVuSans-73" x="525.244141"/>
- <use xlink:href="#DejaVuSans-73" x="577.34375"/>
- <use xlink:href="#DejaVuSans-29" x="629.443359"/>
- </g>
- </g>
- </g>
- <g id="matplotlib.axis_20"/>
- <g id="patch_28">
- <path d="M 12.368 2145.6
- L 12.368 1765.312325
- " style="fill: none; stroke: #9467bd; stroke-width: 3; stroke-linejoin: miter"/>
- </g>
- <g id="patch_29">
- <path d="M 14.368 2150.6
- L 1439.968 2150.6
- " style="fill: none; stroke: #000000; stroke-width: 0.8; stroke-linejoin: miter; stroke-linecap: square"/>
- </g>
- </g>
- <g id="axes_11">
- <g id="patch_30">
- <path d="M 14.368 2174.464
- L 1439.968 2174.464
- L 1439.968 2173.744
- L 14.368 2173.744
- L 14.368 2174.464
- z
- " style="fill: none; opacity: 0"/>
- </g>
- <g id="matplotlib.axis_21"/>
- <g id="matplotlib.axis_22"/>
- <g id="legend_2">
- <g id="patch_31">
- <path d="M 579.202375 2187.74275
- L 595.202375 2187.74275
- L 595.202375 2182.14275
- L 579.202375 2182.14275
- z
- " style="fill: #1f77b4; stroke: #1f77b4; stroke-width: 0.8; stroke-linejoin: miter"/>
- </g>
- <g id="text_25">
- <!-- Ctx GM -->
- <g style="fill: #262626" transform="translate(601.602375 2187.74275)scale(0.08 -0.08)">
- <use xlink:href="#DejaVuSans-43"/>
- <use xlink:href="#DejaVuSans-74" x="69.824219"/>
- <use xlink:href="#DejaVuSans-78" x="109.033203"/>
- <use xlink:href="#DejaVuSans-20" x="168.212891"/>
- <use xlink:href="#DejaVuSans-47" x="200"/>
- <use xlink:href="#DejaVuSans-4d" x="277.490234"/>
- </g>
- </g>
- <g id="patch_32">
- <path d="M 646.703625 2187.74275
- L 662.703625 2187.74275
- L 662.703625 2182.14275
- L 646.703625 2182.14275
- z
- " style="fill: #ff7f0e; stroke: #ff7f0e; stroke-width: 0.8; stroke-linejoin: miter"/>
- </g>
- <g id="text_26">
- <!-- dGM -->
- <g style="fill: #262626" transform="translate(669.103625 2187.74275)scale(0.08 -0.08)">
- <use xlink:href="#DejaVuSans-64"/>
- <use xlink:href="#DejaVuSans-47" x="63.476562"/>
- <use xlink:href="#DejaVuSans-4d" x="140.966797"/>
- </g>
- </g>
- <g id="patch_33">
- <path d="M 703.283625 2187.74275
- L 719.283625 2187.74275
- L 719.283625 2182.14275
- L 703.283625 2182.14275
- z
- " style="fill: #2ca02c; stroke: #2ca02c; stroke-width: 0.8; stroke-linejoin: miter"/>
- </g>
- <g id="text_27">
- <!-- WM+CSF -->
- <g style="fill: #262626" transform="translate(725.683625 2187.74275)scale(0.08 -0.08)">
- <use xlink:href="#DejaVuSans-57"/>
- <use xlink:href="#DejaVuSans-4d" x="98.876953"/>
- <use xlink:href="#DejaVuSans-2b" x="185.15625"/>
- <use xlink:href="#DejaVuSans-43" x="268.945312"/>
- <use xlink:href="#DejaVuSans-53" x="338.769531"/>
- <use xlink:href="#DejaVuSans-46" x="402.246094"/>
- </g>
- </g>
- <g id="patch_34">
- <path d="M 778.466125 2187.74275
- L 794.466125 2187.74275
- L 794.466125 2182.14275
- L 778.466125 2182.14275
- z
- " style="fill: #d62728; stroke: #d62728; stroke-width: 0.8; stroke-linejoin: miter"/>
- </g>
- <g id="text_28">
- <!-- Cb -->
- <g style="fill: #262626" transform="translate(800.866125 2187.74275)scale(0.08 -0.08)">
- <use xlink:href="#DejaVuSans-43"/>
- <use xlink:href="#DejaVuSans-62" x="69.824219"/>
- </g>
- </g>
- <g id="patch_35">
- <path d="M 827.531125 2187.74275
- L 843.531125 2187.74275
- L 843.531125 2182.14275
- L 827.531125 2182.14275
- z
- " style="fill: #9467bd; stroke: #9467bd; stroke-width: 0.8; stroke-linejoin: miter"/>
- </g>
- <g id="text_29">
- <!-- Crown -->
- <g style="fill: #262626" transform="translate(849.931125 2187.74275)scale(0.08 -0.08)">
- <use xlink:href="#DejaVuSans-43"/>
- <use xlink:href="#DejaVuSans-72" x="69.824219"/>
- <use xlink:href="#DejaVuSans-6f" x="108.6875"/>
- <use xlink:href="#DejaVuSans-77" x="169.869141"/>
- <use xlink:href="#DejaVuSans-6e" x="251.65625"/>
- </g>
- </g>
- </g>
- </g>
- </g>
- <defs>
- <clipPath id="pa6b2e6d231">
- <rect x="28.482851" y="7.2" width="1411.485149" height="228.461538"/>
- </clipPath>
- <clipPath id="p9a713555eb">
- <rect x="28.482851" y="256.223077" width="1411.485149" height="228.461538"/>
- </clipPath>
- <clipPath id="p46d238e9e0">
- <rect x="28.482851" y="505.246154" width="1411.485149" height="228.461538"/>
- </clipPath>
- <clipPath id="pb843be949b">
- <rect x="28.482851" y="754.269231" width="1411.485149" height="228.461538"/>
- </clipPath>
- <clipPath id="p7413cc5b0e">
- <rect x="14.368" y="1003.292308" width="1425.6" height="469.517185"/>
- </clipPath>
- <clipPath id="pdc22f7e02c">
- <rect x="14.368" y="1483.79322" width="1425.6" height="25.494146"/>
- </clipPath>
- <clipPath id="p6e58b88363">
- <rect x="14.368" y="1520.271094" width="1425.6" height="210.326703"/>
- </clipPath>
- <clipPath id="pd872633d04">
- <rect x="14.368" y="1741.581525" width="1425.6" height="12.747073"/>
- </clipPath>
- <clipPath id="pe3f56d55e5">
- <rect x="14.368" y="1765.312325" width="1425.6" height="380.287675"/>
- </clipPath>
- </defs>
- </svg>
- </div>
- </div>
- <h2 id="other" class="mt-5 mb-2">Other</h2>
- <div class="accordion" id="accordionOther">
- <div class="card">
- <div class="card-header" id="headingOne">
- <button class="btn btn-link collapsed mb-0 mt-0 pm-0 pt-0" type="button" data-toggle="collapse" data-target="#collapseOne" aria-expanded="false" aria-controls="collapseOne">
- Extracted Image Quality Metrics (IQMs)
- </button>
- </div>
- <div id="collapseOne" class="collapse" aria-labelledby="headingOne" data-parent="#accordionOther">
- <div class="card-body metadata-table">
- <table id="iqms-table" class="table table-sm table-striped">
- <tr><td colspan=3>aor</td><td>0.0015788284518828452</td></tr>
- <tr><td colspan=3>aqi</td><td>0.02053198765690377</td></tr>
- <tr><td colspan=3>dummy_trs</td><td>0</td></tr>
- <tr><td>dvars</td><td colspan=2>nstd</td><td>53.303342907226856</td></tr>
- <tr><td>dvars</td><td colspan=2>std</td><td>1.5176159595798335</td></tr>
- <tr><td>dvars</td><td colspan=2>vstd</td><td>0.9921916344537816</td></tr>
- <tr><td colspan=3>efc</td><td>0.513579313133923</td></tr>
- <tr><td colspan=3>fber</td><td>5473.35009765625</td></tr>
- <tr><td>fd</td><td colspan=2>mean</td><td>0.24140585086080302</td></tr>
- <tr><td>fd</td><td colspan=2>num</td><td>127</td></tr>
- <tr><td>fd</td><td colspan=2>perc</td><td>53.13807531380753</td></tr>
- <tr><td>fwhm</td><td colspan=2>avg</td><td>1.528420100159587</td></tr>
- <tr><td>fwhm</td><td colspan=2>x</td><td>1.653474909090909</td></tr>
- <tr><td>fwhm</td><td colspan=2>y</td><td>1.8741905454545453</td></tr>
- <tr><td>fwhm</td><td colspan=2>z</td><td>1.0575948459333067</td></tr>
- <tr><td colspan=3>gcor</td><td>0.0266626</td></tr>
- <tr><td>gsr</td><td colspan=2>x</td><td>-0.029341921210289</td></tr>
- <tr><td>gsr</td><td colspan=2>y</td><td>0.07963145524263382</td></tr>
- <tr><td>size</td><td colspan=2>t</td><td>239</td></tr>
- <tr><td>size</td><td colspan=2>x</td><td>64</td></tr>
- <tr><td>size</td><td colspan=2>y</td><td>64</td></tr>
- <tr><td>size</td><td colspan=2>z</td><td>15</td></tr>
- <tr><td colspan=3>snr</td><td>3.6641980176100226</td></tr>
- <tr><td>spacing</td><td colspan=2>tr</td><td>2.5</td></tr>
- <tr><td>spacing</td><td colspan=2>x</td><td>3.4375</td></tr>
- <tr><td>spacing</td><td colspan=2>y</td><td>3.4375</td></tr>
- <tr><td>spacing</td><td colspan=2>z</td><td>7.800000190734863</td></tr>
- <tr><td>summary</td><td>bg</td><td>k</td><td>67.57302236237211</td></tr>
- <tr><td>summary</td><td>bg</td><td>mad</td><td>23.897657182058218</td></tr>
- <tr><td>summary</td><td>bg</td><td>mean</td><td>145.1448974609375</td></tr>
- <tr><td>summary</td><td>bg</td><td>median</td><td>32.91657257080078</td></tr>
- <tr><td>summary</td><td>bg</td><td>n</td><td>31866.0</td></tr>
- <tr><td>summary</td><td>bg</td><td>p05</td><td>13.363464593887329</td></tr>
- <tr><td>summary</td><td>bg</td><td>p95</td><td>612.7314605712891</td></tr>
- <tr><td>summary</td><td>bg</td><td>stdv</td><td>330.4339904785156</td></tr>
- <tr><td>summary</td><td>fg</td><td>k</td><td>13.53133426325343</td></tr>
- <tr><td>summary</td><td>fg</td><td>mad</td><td>428.33485700729534</td></tr>
- <tr><td>summary</td><td>fg</td><td>mean</td><td>2628.102783203125</td></tr>
- <tr><td>summary</td><td>fg</td><td>median</td><td>2492.975830078125</td></tr>
- <tr><td>summary</td><td>fg</td><td>n</td><td>10487.0</td></tr>
- <tr><td>summary</td><td>fg</td><td>p05</td><td>1946.1716796875</td></tr>
- <tr><td>summary</td><td>fg</td><td>p95</td><td>3623.434594726562</td></tr>
- <tr><td>summary</td><td>fg</td><td>stdv</td><td>680.328125</td></tr>
- <tr><td colspan=3>tsnr</td><td>38.78700256347656</td></tr>
- </table>
- </div>
- </div>
- </div>
- <div class="card">
- <div class="card-header" id="headingTwo">
- <button class="btn btn-link collapsed mb-0 mt-0 pm-0 pt-0" type="button" data-toggle="collapse" data-target="#collapseTwo" aria-expanded="false" aria-controls="collapseTwo">
- Metadata
- </button>
- </div>
- <div id="collapseTwo" class="collapse" aria-labelledby="headingTwo" data-parent="#accordionOther">
- <div class="card-body metadata-table">
- <table id="metadata-table" class="table table-sm table-striped">
- <tr><td>AcquisitionMatrixPE</td><td>64</td></tr>
- <tr><td>AcquisitionNumber</td><td>1</td></tr>
- <tr><td>AcquisitionTime</td><td>10:16:8.660000</td></tr>
- <tr><td>BandwidthPerPixelPhaseEncode</td><td>85.227</td></tr>
- <tr><td>BaseResolution</td><td>64</td></tr>
- <tr><td>BodyPartExamined</td><td>BRAIN</td></tr>
- <tr><td>CoilCombinationMethod</td><td>Sum of Squares</td></tr>
- <tr><td>ConsistencyInfo</td><td>N4_VE11C_LATEST_20160120</td></tr>
- <tr><td>ConversionSoftware</td><td>dcm2niix</td></tr>
- <tr><td>ConversionSoftwareVersion</td><td>v1.0.20211006</td></tr>
- <tr><td>Dcm2bidsVersion</td><td>2.1.6</td></tr>
- <tr><td>DerivedVendorReportedEchoSpacing</td><td>0.000550002</td></tr>
- <tr><td>DeviceSerialNumber</td><td>66073</td></tr>
- <tr><td>DwellTime</td><td>3.5e-06</td></tr>
- <tr><td>EchoTime</td><td>0.09</td></tr>
- <tr><td>EchoTrainLength</td><td>21</td></tr>
- <tr><td>EffectiveEchoSpacing</td><td>0.000183334</td></tr>
- <tr><td>FlipAngle</td><td>90</td></tr>
- <tr><td>ImageOrientationPatientDICOM</td><td>[1, 0, 0, 0, 1, 0]</td></tr>
- <tr><td>ImageOrientationText</td><td>Tra</td></tr>
- <tr><td>ImageType</td><td>['ORIGINAL', 'PRIMARY', 'M', 'ND', 'NORM', 'MOSAIC']</td></tr>
- <tr><td>ImagingFrequency</td><td>123.254</td></tr>
- <tr><td>InPlanePhaseEncodingDirectionDICOM</td><td>COL</td></tr>
- <tr><td>InstitutionAddress</td><td>Maindy Road *,CARDIFF-Note:body18 in Connectome,Wales,GB,CF24 4HQ</td></tr>
- <tr><td>InstitutionName</td><td>CUBRIC</td></tr>
- <tr><td>InstitutionalDepartmentName</td><td>Department</td></tr>
- <tr><td>MRAcquisitionType</td><td>2D</td></tr>
- <tr><td>MagneticFieldStrength</td><td>3</td></tr>
- <tr><td>Manufacturer</td><td>Siemens</td></tr>
- <tr><td>ManufacturersModelName</td><td>Prisma</td></tr>
- <tr><td>MatrixCoilMode</td><td>GRAPPA</td></tr>
- <tr><td>Modality</td><td>MR</td></tr>
- <tr><td>ParallelReductionFactorInPlane</td><td>3</td></tr>
- <tr><td>PartialFourier</td><td>1</td></tr>
- <tr><td>PatientPosition</td><td>HFS</td></tr>
- <tr><td>PercentPhaseFOV</td><td>100</td></tr>
- <tr><td>PercentSampling</td><td>100</td></tr>
- <tr><td>PhaseEncodingDirection</td><td>j-</td></tr>
- <tr><td>PhaseEncodingSteps</td><td>63</td></tr>
- <tr><td>PhaseResolution</td><td>1</td></tr>
- <tr><td>PixelBandwidth</td><td>2230</td></tr>
- <tr><td>ProcedureStepDescription</td><td>3TWproj^314_WAND</td></tr>
- <tr><td>ProtocolName</td><td>mg_ep2d_se_CBV_VE11c_BHold</td></tr>
- <tr><td>PulseSequenceDetails</td><td>%CustomerSeq%\mg_ep2d_se_VE11c</td></tr>
- <tr><td>PulseSequenceType</td><td>Spin Echo EPI</td></tr>
- <tr><td>ReceiveCoilActiveElements</td><td>HEA;HEP</td></tr>
- <tr><td>ReceiveCoilName</td><td>Head_32</td></tr>
- <tr><td>ReconMatrixPE</td><td>64</td></tr>
- <tr><td>RefLinesPE</td><td>36</td></tr>
- <tr><td>RepetitionTime</td><td>2.5</td></tr>
- <tr><td>SAR</td><td>0.109423</td></tr>
- <tr><td>ScanOptions</td><td>FS</td></tr>
- <tr><td>ScanningSequence</td><td>EP</td></tr>
- <tr><td>SequenceName</td><td>epse2d1_64</td></tr>
- <tr><td>SequenceVariant</td><td>SK\SP</td></tr>
- <tr><td>SeriesDescription</td><td>mg_ep2d_se_CBV_VE11c_BHold</td></tr>
- <tr><td>SeriesNumber</td><td>18</td></tr>
- <tr><td>ShimSetting</td><td>[9793, 86, -2559, 456, 0, 122, -37, 28]</td></tr>
- <tr><td>SliceThickness</td><td>6.5</td></tr>
- <tr><td>SliceTiming</td><td>[0, 1.335, 0.1675, 1.5, 0.335, 1.6675, 0.5, 1.835, 0.6675, 2, 0.835, 2.1675, 1, 2.335, 1.1675]</td></tr>
- <tr><td>SoftwareVersions</td><td>syngo MR E11</td></tr>
- <tr><td>SpacingBetweenSlices</td><td>7.8</td></tr>
- <tr><td>SpoilingState</td><td>True</td></tr>
- <tr><td>StationName</td><td>AWP66073</td></tr>
- <tr><td>TaskName</td><td>breathhold</td></tr>
- <tr><td>TotalReadoutTime</td><td>0.01155</td></tr>
- <tr><td>TxRefAmp</td><td>269.102</td></tr>
- </table>
- </div>
- </div>
- </div>
- <div class="card">
- <div class="card-header" id="headingThree">
- <button class="btn btn-link collapsed mb-0 mt-0 pm-0 pt-0" type="button" data-toggle="collapse" data-target="#collapseThree" aria-expanded="false" aria-controls="collapseThree">
- Provenance information
- </button>
- </div>
- <div id="collapseThree" class="collapse" aria-labelledby="headingThree" data-parent="#accordionOther">
- <div class="card-body provenance-table">
- <table id="provenance-table" class="table table-sm table-striped">
- <tr><td>md5sum</td><td>3368021780b41551a34139729f562c4e</td></tr>
- <tr><td>software</td><td>mriqc</td></tr>
- <tr><td>version</td><td>22.0.0rc1</td></tr>
- </table>
- </div>
- </div>
- </div>
- </div>
- <div id="rating-menu" class="card position-fixed" style="width: 30%; top: 100px; left: 65%;">
- <div class="card-header m-0">Rate Image
- <button type="button" class="close" aria-label="Close" id="close-rating-menu" onclick="toggle_rating()">
- <span aria-hidden="true">×</span>
- </button>
- </div>
- <div class="card-body">
- <div id="ratings-group" class="btn-group btn-group-toggle mb-2 mx-auto" style="width: 100%" data-toggle="buttons">
- <label class="btn btn-outline-danger"><input type="radio" name="qc-rating" id="exclude" value="1">Exclude</label>
- <label class="btn btn-outline-warning"><input type="radio" name="qc-rating" id="poor" value="2">Poor</label>
- <label class="btn btn-outline-info"><input type="radio" name="qc-rating" id="acceptable" value="3">Acceptable</label>
- <label class="btn btn-outline-success"><input type="radio" name="qc-rating" id="excellent" value="4">Excellent</label>
- </div>
- <fieldset id="artifacts-group" class="form-group">
- <div class="form-check">
- <input class="form-check-input" type="checkbox" name="head-motion" id="art1">
- <label class="form-check-label" for="art1">Head motion artifacts</label>
- </div>
- <div class="form-check">
- <input class="form-check-input" type="checkbox" name="eye-spillover" id="art2">
- <label class="form-check-label" for="art2">Eye spillover through PE axis</label>
- </div>
- <div class="form-check">
- <input class="form-check-input" type="checkbox" name="noneye-spillover" id="art3">
- <label class="form-check-label" for="art3">Non-eye spillover through PE axis</label>
- </div>
- <div class="form-check">
- <input class="form-check-input" type="checkbox" name="coil-failure" id="art4">
- <label class="form-check-label" for="art4">Coil failure</label>
- </div>
- <div class="form-check">
- <input class="form-check-input" type="checkbox" name="noise-global" id="art5">
- <label class="form-check-label" for="art5">Global noise</label>
- </div>
- <div class="form-check">
- <input class="form-check-input" type="checkbox" name="noise-local" id="art6">
- <label class="form-check-label" for="art6">Local noise</label>
- </div>
- <div class="form-check">
- <input class="form-check-input" type="checkbox" name="em-perturbation" id="art7">
- <label class="form-check-label" for="art7">EM interference / perturbation</label>
- </div>
- <div class="form-check">
- <input class="form-check-input" type="checkbox" name="wrap-around" id="art8">
- <label class="form-check-label" for="art8">Problematic FoV prescription / Wrap-around</label>
- </div>
- <div class="form-check">
- <input class="form-check-input" type="checkbox" name="ghost-aliasing" id="art9">
- <label class="form-check-label" for="art9">Aliasing ghosts</label>
- </div>
- <div class="form-check">
- <input class="form-check-input" type="checkbox" name="ghosts-other" id="art10">
- <label class="form-check-label" for="art10">Other ghosts</label>
- </div>
- <div class="form-check">
- <input class="form-check-input" type="checkbox" name="inu" id="art11">
- <label class="form-check-label" for="art11">Intensity non-uniformity</label>
- </div>
- <div class="form-check">
- <input class="form-check-input" type="checkbox" name="field-variation" id="art12">
- <label class="form-check-label" for="art12">Temporal field variation</label>
- </div>
- <div class="form-check">
- <input class="form-check-input" type="checkbox" name="postprocessing" id="art13">
- <label class="form-check-label" for="art13">Reconstruction and postprocessing (e.g. denoising, defacing, resamplings)</label>
- </div>
- <div class="form-check">
- <input class="form-check-input" type="checkbox" name="uncategorized" id="art0">
- <label class="form-check-label" for="art0">Uncategorized artifact</label>
- </div>
- </fieldset>
- <a class="btn btn-primary disabled" id="btn-download" href="">Download</a>
- <button class="btn btn-primary" id="btn-post" value="8sSYVI0XjFqacEMZ8wF4" disabled>Post to WebAPI</button>
- <script type="text/javascript">
- $('input[name="qc-rating"]').change( function() {
- var payload = read_form();
- $('#btn-download').removeClass('disabled');
- $('#btn-download').removeAttr('aria-disabled');
- $('#btn-post').removeAttr('disabled');
- });
- $( '#btn-post' ).click( function() {
- var payload = read_form();
- var md5sum = "3368021780b41551a34139729f562c4e";
- var params = {
- 'rating': payload['rating'],
- 'md5sum': md5sum,
- 'name': "",
- 'comment': JSON.stringify(payload['artifacts'])
- };
- // disable developement releases
- var authorization = $(this).val();
- var ratingReq = new XMLHttpRequest();
- ratingReq.open("POST", "https://mriqc.nimh.nih.gov/api/v1/rating");
- ratingReq.setRequestHeader("Content-Type", "application/json;charset=UTF-8");
- ratingReq.setRequestHeader("Authorization", authorization);
- ratingReq.onload = function () {
- status = ratingReq.status;
- $('#btn-post').removeClass('btn-primary');
- $('#btn-post').attr('disabled', true);
- $('#btn-post').attr('aria-disabled', true);
- $('#btn-post').prop('disabled');
- $('#btn-post').addClass('disabled');
- $('#btn-post').removeClass('active');
- if (status === "201") {
- $('#btn-post').addClass('btn-success');
- $('#btn-post').html('Posted!');
- } else {
- $('#btn-post').addClass('btn-danger');
- $('#btn-post').html('Failed');
- };
- };
- ratingReq.send(JSON.stringify(params));
- });
- $( 'body' ).on( 'click', '#artifacts-group input', function(e) {
- var payload = read_form();
- });
- $( 'body' ).on( 'click', '#rating-toggler', function(e) {
- toggle_rating();
- });
- </script>
- </div>
- </div>
- </div>
- <p>For details on the IQMs (image quality metrics) and further information on
- the enclosed plots, please read the
- <a class="reference external" href="http://mriqc.readthedocs.io/en/stable/measures.html">documentation</a>.</p>
- </body>
- </html>
|