Pad(M,nc,nr), Scale(M,lo,hi)

8c38e56b-7fc5-4e7e-bf26-6354273ad8be 9 4 5 decimal

&[DATE] &[TIME] - &[FILENAME]

Zoom an RGB image

A robust construct of the Matrix Scale function M Low High Scale min M Min : max M Max : maxmin max min - (1012 -^+ : HighLow High Low - (: i 1 M rows range j 1 M cols range N i j el M i j el min - maxmin / : for for HighLow N * Low + 61 line :

s mwfix

s mwround

M lo hi Scale hi lo - (M M Min - M Max M Min - 106 -^+ / (* lo + :

M nc nr λ Pad A M mwfft2 : insert 'nc' cols in 'A' i 1 A rows range j 1 nc range vert i j el λ : for for a A 1 A rows 1 A cols 2 / Floor submatrix : b A 1 A rows A cols 2 / Floor 1 + A cols submatrix : S a vert b augment transpose : insert 'nr' rows in the transpose 'S' i 1 S rows range j 1 nr range horiz i j el λ : for for a S 1 S rows 1 S cols 2 / Floor submatrix : b S 1 S rows S cols 2 / Floor 1 + S cols submatrix : S a horiz b augment transpose : 111 line :

S cols 2 / Floor

Cosmos RGB augmented matrix for visitors

Cosmos 14714414414314214114114115015315214914714815716417418719619819419419219319319419218918818618718618117917617417316815415115114914714514414414314114114013713413313713913713413113012712312112212412412412312913814717417417317417317217517116616817117317317418519120020420320420620820620720720620420019619419419319118918618618518618518317717016716616917117016816416316116316917617417216916716516316216016116316316015916417318020320220320320220020219719919920119919819720621021722022122022021921721822022022021821721722021921821621321221121020620420219719419519920020019819819719719720120720620420119919719519319119419619619419119620521114113813713513513212813014115014814715015115417018218619520119418919520119519219218417618018017418718619419319819217215916016714915615114714213413013013112812512513313112712412512212412712812812712612813213614017016916816816816916916515916216416616616817118820020220020721220820520720520420820119519919518519118318317617417617817416617115516617217217116315415315716116616916916516316316116116316616716416316216416817217520019819919919919819719519720019819819919619721222021821922322221521521921721822321721221621620721821221521021021221020320020618920120320220119318818719219419619820320019719619519419619919819619519419820220620713312912812912912912713115115515215115915917417618419920920519219120220119619819718818018318820119619321020922221019718218618118316615414414013413213213413112512513212511811411511912613213113113112812712812913316416216116216316517016415915315115015415216817218419719920020620921020420421021320519719819620118516817316316616217116516315816816116716716916315615616016416917016816115415315315716517116716716616416316416817119519519419719819920219920520019519219519320620521222122422021721922321921722422822121521921922921920721620921521021620920920421120120119819919319019019319719819920019518818618919319820419919919819619719820120713313012712612712913414418816816916621923522721921322022721920219619919619619418919019520119520518218621521121519318718118718519918016215114113513713914013713012913112411611111211812713713213413613112512012012316616316016016116316816317513914013117518718217717718518919220020820620320520620019819919818418314513615213813111311912012312715615616417217116616216216516616917016816015215015215816617316716916916616115916016319919819519719820020520522919719818923424523722722122522622322122222221922022221821922422721822118918520519419117418018018418621020420220319919419319419619819819819719218618318719319920719919920019619319219519914613813313012913113715319419119720624324524624724324425124321819619919920320220021322321921920117118120420321119918719219820019719317415814614214414915014513613313312912311811611812413313413613913412611711311017617116516216116015915115613614014317016817117518018118419019419220120420820219620220619218115311011011911211199919810411713215416717417617316917017017017017016816415915715415616316916717017016716115515315221020620320020020020020021720320821324324024023923723623723422821522222322822622323424223322820316717018417918117116517418018719620720820720420119920120320119819719819419119019019219620119819819919819319118919015114614113613413715418320222219721822022424324524224025025323621820620020721421522122421819718319421320720920718819720422021318919319116515615115616116215614714313813713312611711512213113914014113712811810910418017617116616415915515413713811513112512514415115515315416918319219519619819718718217415712710410812111111110584859010811211214417817818218117717817717517717717217016816215515315816617017117116816315615114821421020720220220020121020521519121020720722422722622222523123523122522122723122722722521418917017919418518618116116917519219018020022121220920720620821020720520420020120019619118919219819919919919719519218918514914814714314014716419822421920319521021923223223023224024023022421320821721819918419420919217418719217820921519119319422620018317920117216415916417017016615815514914613812912011912813914614514513812911911010517517417317116816215015014112010810210811512813013313112713615817618518618917914912311912610077868975106114868177109951001251841801851851811811811811841871801771711631561551621721751751721691641571521492082092082082072031992082132001891831922002132142142112092132222282262222302242021801841941751541661701561871941701671651971771721852292162142122112112132102112122082062041981921911972052052032011981961931901861441451481471451531701902182022211921981902002122212242342292111962072202332181891701822081991861821871772082141791911872151891791681911751691641691721731671611591541471351271221261381511531511471371271171111091691691721731711621461311259812910510798108120129124113115124129152170176155117899211197837782731061147989831079097114172179186184180179179181187191184177168161158162172182180178173167160155153153200203208208208203194189196175206183187181193205214210206203202196207219231212181156166188180166162167160192200165175168192170169174218216216211210208211208212214210205199196194198207213210207200195193191193190138138142144140148185206207205206196185196187205210198205219213198181212227212198191190194215209185191179193208184181182196187175172183184174170172175175169161158148140131127131137148155153151148137124115109109163164168170168160161148113981071039610999116114928198113111101136146127106948991110104808675911058178788885931131591821851811751741741761831881801711601561571631741841821801731641541511551571941972032052052002112071871781871831761901832002011821771911991891702002121951791711691741951881641701601771961721671651741681671772072212172112082062062052072122052001921901942002112182142102041941901871911931321311331331331441671951992042062111981831901912262041922032062071921912382092081971791962082192111951791822161871971911971861831651681871741721741831741761621561371351311301431531561571451441461401281161071131621641661661661621571511159694103103949993118876780931029090136105101907490104116109937677106758376797795103138178177175166171162172176182172170155145150160169179178178172164153150160170196197201201201202207212192181180188184174179176204176159171181187173170212180179170159178189197185167155162201175179171173166173170190221212208203209198205203207200200191184194204211218213213209202193188192200135136137134132138156185193196198233205204199186218204196185196203200195220228198205183193184190196202188174206192208188194195190176182190182186195186190172158149140138145152162176175156138122119126130122110109168170171168166162158155121978411910610910283101817365778685821071158593738881899610184679378947375808896130158159163163154163157163166163156150144142156165160163156151156158156159162203205206203201200206215195180171206188190183166189171164155167175176170189193165175159173164167168171159149185174189168169171171169192208205209210201206196195196197194192191195209215205203193189194198194192194142145144138133136153154193186242225216200214211209220190191191200205193200234198202191190188195209221205178205198208184196202197192201193163205212167168180172144158165177177168169176165138115109118126119115118175178177171166162164137136991371151139710699901007174728390788411883897983839210711999709288106807982798711311897141146107121152167148152149148136112113130142146145149161162153150156208211210204199199209191204177221201196180191185180190161163162174183169169199161167161165165171181192173146174174190167168171167169187185159202208167176201208186196198204196177178192196192183184195198190188193150150149140136134133163191197212211208204210227211221182193193196213195198219217191197189202212224221202181205196204196203207202203208191215226218196167171162164188196172163187179165178135113104111118117122128181183179173166163155161149124117103100929310791102687976779678811031017885809710911911793698984102938580738196901211341261131001231391461491441139610595921281221301421561561511501562122142132042001971942102121971981881851781811961811921561671651671871691691861821581671631811922011961741511721661851761731711631681781661972092011851671831911962062061791651791701631911751731781891921881901951531511481421391351411341662032082021852092012212262132011862061972132032042022361941971922082152212111971832041982022062032062082052082082252072052161951951972062041801771851821962081771601371191141221261301281821821771731681661711451381421219972897392101948873897895858684118778382100109112102836885819497797673758895116989511310412314615512892939985971141041241331441521581581551522122112092022001972071901962111991821601791661851931841761611781681831731741722061651701681861992051951781611751691791801671661651651751771991811811961841972132212001681681741641771921751851831841881941961951901551491481441441381221341621751762552151941982092212242211972102112092142051952362141901982082072112082031892042042052091962092112042112262042032152012032172131801801991911872012081981821741591431311271291351351821791751741711691561511391209216010171677893104107849393919686761179676859898101968769808488896774767491112928996879712313910278929490981019394119136150154155157158161211207205202201200191194195187169243189162161172186194195172182181175180176168211190164173185189196194186167174174176176159166170164180197178176186175185207216178161174173169179183175170186192196195194196199198156152152151149142132131175150171222254233206202200227225213207216211223210197227239186197198195199201202188198202207210197209202201212213188195209209221214200182199204192189202199184165161156152143134128134144182179177178174171167149150918411714011075717110210699889892104897510712071858985888784677375807962747381102110869095921061051028487929395101947768891121351451471501621742092062072052042011991892051571622012282011691651641941961871781841721861821742072201621711721711801821811641651661711721571681661701891931701751831831971941891691731761731731811761591471621751891931911912012101581561571581541471431471571731691892532392222032012152362242172192172262171992222531891921911911981951991932022012052122032081932062151881841992052222242061791992132042042051901771791821811701651611521381301331841821831841801741761601261087681140120977470861131049810198107967710113572808082868080707673727664746589110898295911031058970911019510310685656579991091271441501511581672092072102112072032092021831761561662282101891671641792041941881871801911911782042321611621591611721711721601601581651741631691601781951721661801791931951781591771871781831861671491501601751781881981991951972021621631631611581551501511841861801852202382222162121992302482142212302272262082122472161871941881871941971971962012062011981972052112031941922082282082061961942102192121921831891881911971921761721891591511301141861871871851821811761541401097873110125103918165101123911011101071058692130100768480757878757173736762667992938884981118886798210211610989757165688510110311715114115215615021021121321120820820919720118116115919721319518517716219421518219019919720218519022118115215715515716316015213914716416616216217618418217617018520017717516716818719919217216015915515817117817418221019319819318416816516416216015815616218218819018519722322622020621520823824622722523323322121025023118218418919520318419720220119720619919821821621118320822420321819019523323421918818419419419720619620019316218917215511811719018918818618418217615612710080688911511399727673107121107104114112102911341197277818386657577716470656690959468941078396687511712211183747767687979991078512813214314015621421321221021021021120219217616615617520120319216917516820121319719720820919618121719514314915716717414915214514515517216416518719018515918219617218315516220220619616716016515816017016717918215719519219317918917116816616316016215616717218620018717720822421721921621722525522322924023823320524325518818418418318119719519419620320319722022321719820723520422319920123623224220019019020221020320120920216618717515615813310619319018818518418317015411089836769102113968576778913099109122119116901311468175746965767065646564618693917483112799470721091081208070657375707491936384849413115114521621321220920821020520017516817115615519020519118217517618722319320621821120416820521715315416116516417316114714716116516118519118816817720317118616016219619420516715915616516916316517917614416516116118619117817316916416216016315816816618219619217119422523123821021721623924723624124024120922525520218418218219618119920319920519922023122821219423623023019820124323724020519019820120921720319320617919321220418418414512519419118618418418317115210184786961851101071026875771081221161231231289711616096777471806074726667608410098846911110199656810810410775576566748272708967799092100138152158215214210208208210206199167161166159150174203203200168175176202216213217211208171184228168155159163177157168165157163159182196194179163203194193158159200193196163150158160168176165160177151164177176175200196193174171165162160163164169167178186193181182203240241239215215217255244240244251227207255219174182189181186197203195201220248225229212225236229215202220239247205199205199210218207198190175183222238239240157186138195192187184184182177153107846970646782112102977576831311251261311381171001551167179817068747361638511898104891021111008467831001066458615569807473766571102105112137921741572162132102082082122112001711601571601551581772092031991741751782242152132132161901702241851401501561471521641691581581772081871951791922031931781611751932001581521581531651751671641631511551891962012181602221971761731681631611631651661711731781951931851882182242502302142222292542532542542432042462481851801942001891872042092182532372312182262502302152002162422322132001992022072132081941851791752142332262351941521961571971941901871851841781551158566727261588483109917887100136141141143135981431488783949577687779901271151121001081281058466811049172565560657373656569721091199610580701611552182152132112112132121981761591501621651551561831852111901761821922222232212202111722122081361241321351271321581671752111981941841942151961781611761991871681531521581631691671571541551551912041861951651442172021771741711661631621591651721671771932021952051992082152222102282162422552552542542172262552272092222511832072382462492542282412222442412212022052302332211892021921872022001911891811832082242212121831851771851831981951931901871831751581248772737464665767768876938612515414914514511012416813411913115679961161231331441211331111281219468709295835164575874716262617811113212296616980123156219216216214213212208200182158154162169160167159169177185173188176204229228226228188189213153118113138781151631862042171932081882092081851631651881911791471601521511671641551531501621922092021811481521571882111791751701661611601601711761671851921991992021942142082102212102182112552552552552272012552552552451802542422552512552322552382472532322002042332302121992071951961941821841861791882132322121871832121942021861711951951941921891841761641318778676863615373697487728893150150151157129110168176182161941641461501441601341591361411401107065898668576756626657596156711081351219069927495104125218219218215213212210208188158160158162161163155175168172182168176169221232234232188141170149128891910410814616419718121420121522019515815818418316615516615515915914915015214615919221620017115618116317717818717817616715715415716117818917119320319820219619420521120821521720320322425525525525423224120323125525521121325521324125524924025523021120222422622321721321120219219018218418218321123021819516419220220719617616419019419518918418317716913783736863686563697166758273821081481461621711591711241471711851371401891301541701561421641178466777465595860575255516064679912511695587174797983108214218217210208210211216199159162162158163161159167168164171176159153179236227215187126101323546571435115861371791871932331971711511651611581561591631581511501441481501521832091991811461661711741681641731721691591521541601631721931981922012111881931931942022132062032212202102382552122452552262152552552552552522532302552522392552512181912102212312282182112101991861881871881861982252181801661781922061851861691611881911901841821841821651431107266765768686064726570928878105137110162195163142186184188198193190162185172151170146102637173746958566159485057667085113109725763667657697610221321521120720621221520920418415916017115116216015515916815916117516315419821714714612049113823223039616311713514719720317714816016116516215615716115814414514715115316719519215714615616517615416015716816015414714615816716117820121019720622419820121421020121321620220021523921123524624221721625425324123924724624123720020925525521419320521222421420720619918517617818418719019820820919317318018220018619619216016818618618317817718218017815813085779570789179667479726665784783118137138149188188180183197197184177135139175166106737371756257605952495355607182919175556158705571847611820920920520320721321021621219916716718716316918217316016716916015315417114615814310745184026406915311753126158138135157167175163156158155145140144145149155163172175161143151152166151163169151179149143140145162170171174190204230212212223181191222232212201207216217217236209220205249255255235252255245255255243255245248238180193220255247215188185187179177185192195191194195185179188187187197191184169189172184184181177175181192180154132126928910062719399786981846449624375891621932031822022122032112041831971771701467373891171067452546057596770737578766355616259666366721201332062062032022072132192122021952031791791911521611851901671551651681551441571098842565044817150410741528510581121167213210178152148151144143151157158158159158146141150153152160156154151187188142138139148165171168175190166224236221220242201185203229249242221221224198191199255202190252250255255252255255247239213232255183232240233211219217198181179190197190195183173182187185186186193197186185200169183183183184182178180190185162103128123104101125826074991211219884733327541371151251992052232162132212041871741401481807511411410586979984686674817782716063635757596668667811711816020520620720921221321321220316020020519219121617215116418720620117816615411278497700332430140500003411262146185198186198193171150144155162159164153140145147144147150157160155158187175206144140141152169176167180206150182230243235208237240213197199214241236219196171206255234232239239233237244249255255255254255237248226228237255255255237204186183185176175168168183187186190190196180203221196175176180182186186182182185186178909112112911893120117887377991251128239105713413916218419419420020920820821420018217113713610410211014015515813510180757667686159666358616373578912712713816520620620921321621420721221814416120221620918421120817915916017720018515411054537629152115300072317204859112127166199237250243211174152151155150150141138147147145151154163147174203190189205150145144153169177187181209187174193225254245229214232255251215202181179186193201198211209245254242253248227244249254195196178248187228253244218195192195190181174178171167175183180183195195169217228203178183167174177180183182183197178174124838611113613011193112142135107956752323047641051271812011982152131912001991971271107612653901171171019195101948171756864687061597175521031251201231621672022022042092162152222052161791531681992302252071862022292181831671371211048357271713233131890172632002105771522012081891661621631581531501581511451481521451471591641411902061901802052011591531501561731851922122252121821922052182472492552502302332472502502161901731591472472311962542402372442372552552412182082371911661741831932032182272322292192092072001841741781881911871912272282182042041861661651681711751771811871921791418682881001291311391311131211431481439542156913513911918918218719919221120017714311712863283146669011713313613011510299927967646868647211311812112715316917119919920020521421621722722620116016817919622622823322320120522022121516611876340723803710412114951412424715054931261531701851931971951901841851781631491491551581541622012052001952092112031941741641761902022132282452232051982222352232452552552522472402342222132021781641461962101932272502392552552462331912322331941821671982432552552552552552552542452442332061891942022122262522482392212182171921741761661631751751791851861821401028410311310112514214213814013913311594602819127910810014017016519919617315410914112877513164114144156164160153145132120123116937574798710213513512912213816317317721620319720921622122623223720818317219721220022323923622622221720919517614610062194436011214364135361062704456671271942252312282212162172172122162071831631641691791962262252182042092212182122282162072132162222232312302302392101932092462452472552552552552552552552552462201981851551812492132412172312462072251681481612212352552552552532472402432542552552552552552552552532402312162242422542482281991801891851801841761741701681491361299169831211201261371501601631611611501271119077785381151118150130143151109132723940879712713714014614714113613713813913513813913813412311010597109129152164170176178236229223228226226224225216210215183167183223220223231238242243239243233210180136925845500180194522632263111114619922022422621720620621522823523323523423122921920620219120222123623922922221524323623223824424824824224025525524821218819723225525324424925425325525525525518613813416417819416719319022321816416314611212915618719524024624725125425424924424323823022121521020820519620220820119117818319818618318217717917216916715514315014512283576810613413413014015115014815916715783434574819367939011710151685559214451100116128142147143133121113102948984767269647888838387118169180237234232235235234234226220232235219183159169206232226218223232229226235234209113512939302500031310242602162110136196212218223225222216212211202194188180173170169165176185177169164182217218255254250250252248234230224219203212213206198193203228250255255255255255212149931051221511431381501621462071651641049010312417419720520520919819219019519519620021320620220019720120820320121320319117418120217918018017416815614613112511210279848174666375105133147154158161149100474254268494054685010345467005415662677979798283817774776768665862696872898483831161731752392412362342282222102071981911731791821751671611701962212312352372372151568624283550211370528180093798132152163177171167167169168169171177168167163157161170170172187178169160180221210255255255255255255249249232243255245205198198208207193196213221218200180142114100888911911811313510611313113817512910411313321524425024122020419118819119119019019419119619919520020419718319019521120319219817617417316415715114013113011211912911574646477786874951051007252251112993829255431394935672812158811512211810394868381777065636068706161656355667610611713417517723924123523323322621922020221322421117016115917117015916117918817814611369382414123725153321227266532183567157197209209192183171168168165160159159156163163156160164162152162168190190193219208255255248243243234224230223219214206195198207197192199201193187191185171148121104829511913010273806993981981671291711851692192552552552552512472422322182082001992022062132232362382552472332282122001931721661581441311251119610095918677646572626271756965644735261411062733120156215956323586848971541511551521491431371221049180818486869210210713012812012913515118118323523122121321120119119619018618117015815816415415015815915314814312297674029924485324091221611488591121361271822382332362342322282222091911791691691721751771861972032272202082112052062192112552552402202061872041961961911871902001941951981941861871941891801821601471381081061631861409081726469902102551632032552551871972352552552552542522542552552552552542522552552532522402382332222132001771571621531311089268726265635963706161646257596661493921202377567427005300104158589414513967801231551601611561501521561571561561511451401321251241191251281341471671801792362322141941801601711611611581521541601501481511461401421491441291188871623738981207021171411122114020311416222322515415919722523123423323323523723623723723222722622321821721221521321021121421120224123422321622121521921922423223819718119218919219419719418918418517917916113513021025519413812010696859611418725524525225525525521317319021824625525525525525124924824424525525524924623221821521220518415816014813111610611210091879410310968485855586568676257544144362122102149721549117111479160142148153150155102617910814015215415515415315215414514214413712412311811312213915716517319021921019819320119318818619019520115813714514214314815014814313813211611194737215420613169514440334252128219211227237236238179133148179215234237235232228231232225223229224215213206197202210215210204214252241240245247248249255255226198187193186187189189184181181184184182168163157242255210167156164148141135127144149255255247251245248255239189194198211224239252255248247250252254255255253247240228206184165149142161145141143143139132139141986553575055596361585858585644464313214995472835242021173241159159154162158156160127717078921091271411501491491481441401361341351381461531541571641711752302172212272322322232302321851541401421351411451471421391381391321201071141132052201621088591787372647893229237235244237233234203149154167184200213220228231232232229225223219219219222222216210208208208248252255255243249255239223194190191193182185185184180179182184184182180173254255209185184196196190165176162163173224255255245245245255255255247229223222217211205215218225234245251254252252240219193166149136131162161166158137138141119966254515344515558565656575759615513815297716874705934473641551091621651561611541551521381181019910310095941111161211291371441501541651691691641631641681692272302432412272302292081831481391371391291361411421401371381381341261291332232401811431331351331271041141009811618624724923823823123123022220819819519718817617319620220621422222622922923623523022021020720720523123724224523722421020319619018918418818618718618418318418819118918518025525523720419825525521820517018419320018819125525525525524023724925525024625225525425425523922621020020020821722021219918015713812411511315115114413811910187766653494246465152545354565757565414613612090901541541099051586266566313515415015413712813313512512213113914014114112611710510110912414415816216416215815515615915921221621721820719217716515414113512613013213613714013914014214214113813623722921117716622422217716713113914013712914622524023423721820921622221721822623322822322621420619018418819921322322322021420419819519419321322224122921319119619118418619118819018718718618518719019419519318525125525522921625525525425021421422825522321719021323925525525525524623723723924024024123924024324023523322521520118716815914713412311410610613513814411889626763515051464847515253555657565656126145133110102154156157152111104110133908256831141451531431401281171181211271341391421431451461511571621641631631541581591571571571561551932002131951751521571501401351371301321331351371391411431471471461482182422312041892332292282271941911982171691611431732052322382282252162072102172192222232212242302302292322322302222152032022011981951921911882151992432031831941801891821831871861881871851841861881911931931892032552552552482402552522492422552442552552552192031892072462552552552552552542432372392452402312302202051901781661561471411351291231171121081101381151469357625261494949465051525254565756545477144138139129126157150151145165141158140150917054741131271361481361421401371391521691741701681641591561571591601621651651651631611581561561941752131661391481391481381341341321351351351361401421461481471491742432372362212112332242262242522322502282301741611481652022142252382282362352292262332442452392412352242172132102052032032012011981961941941922252032361981851901942091911851821811851861861861871901931921941912002462552542552542552552472552482452532552522331981921962112232382452412462412332232152091961841711651551471411371331301251221201201191181221251441171399164646782635550475354575757605857545776126139136141145159161151171153147151152143117695757708410111411512412712813114315716215914714614514815416116616916616516516516316216416720317820616314114615417115014313613213713813914014314615014915015417422423723022822423223122324723523223723622219816215215016217519320821222322322021621722322221620520219819619819920120219819719819819819920220524222522923725525525524919217818218718618118618518819019118919419519522323225024425525224224924124525024725425523718719519819921022022322321321121221120218516515215414814013212612111811912813013413813914014615015013313213615314514012669535863625763626264615959647010411814014016015714815814915215715316016413466615654627481878186101122141152159163167165163160160160162163169169170174173174178184215198199206225223226216159144146149148141144143146148151149153158164196206226217232223210219214222228227234234213159160154149158172181189183186193204210209207208211208204197195191191192199200204210211212217222253238220234248251247245194184183181183184183184185187187187191197195198209233246187255250247232250241245240240250203197198199197204206201205190188202206188162148144141139135131129128129139145151154155151150152153141123137148148133126756564636365646261615957606668769512614896176167165150166156160154155153846358534956605662556710414115716517217217417317417217016916817417518018218017617818222321019220621822121821616515515415115214914614514514514614715315915916318020622116323522121419921821121921722223017616215515114515416115916715716018720921420820820920920820520219819919720620921421922021621722049210 mat :

Cosmos cols 210

Cosmos rows 49

r Cosmos rows : c Cosmos cols 3 / : 12 mat red Cosmos 1 r 1 c submatrix : green Cosmos 1 r c 1 + (2 c * submatrix : blue Cosmos 1 r 2 c * 1 + (Cosmos cols submatrix : 41 sys

Cmos red green blue 31 mat transpose :

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 Cosmos

In this demo, the zoom 
horizontal/vertical are chosen = 7035 + 70 / 5025 + 50 / 21 mat 1.5 1.5 21 mat

nc 35 : nr 25 : λ 0 : 13 mat

S red nc nr λ Pad : iVrgb S mwifft2 eval : N iVrgb mwabs eval : s N 0255 Scale : r s mwround : 51 line

S green nc nr λ Pad : iVrgb S mwifft2 eval : N iVrgb mwabs eval : s N 0255 Scale : g s mwround : 51 line

S blue nc nr λ Pad : iVrgb S mwifft2 eval : N iVrgb mwabs eval : s N 0255 Scale : b s mwround : 51 line

r r eval :

g g eval :

b b eval :

The zoomed [r,g,b] Kosmos r g b 13 mat :

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 r 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 g 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 b iVBORw0KGgoAAAANSUhEUgAAAGkAAABKCAYAAAC4unqiAAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAADsMAAA7DAcdvqGQAAEv1SURBVHheRb3Zk2zZdZ+3cp6Hmm/VrTv2xEYDIMABJAEiZFIyKUXIkqiw6CEsUbRJAqAVliP85Lf74v/CL37wg94cIVshiWJYEilTJA2RGBro+Y5Vt+ac58nftwst1+3szMo8ec7ea/it31p77VOZ3/vjP9msNuvYZHIRm01sgp9sJjZr3uMR2SwPPlqvIr/YRGmVjXyG43KZdNyK1+ssv/tFzpMv5qJULkaxkIsCj0qpEDWey3xeikz4tRVX4TTpvBHrWK83kcnwgY9NhqM8F59w+dWKc3/+4PeNn2ccEJ/xxjK9xxg4eOWYPaOD8T1ONMmsY8TYl/ye4TqbOccsGMFyla7Lf1wyG5ss8+c/r397Dk685BUn8fw+Vrz2nGuPY05Z5pZXPitl5bl4rFb8yvH+8z3H5Xf9LE3AafJdZJfm64/H8z0/zOeyyK6QZFguFSPP9zJ/74//eLNEUHkHidQUYJKS4+PfitcqYrNaRmmZiUbw5aQ43kPiDthrZZlolveQROTzuajVK9HgUakUosD7eSZSYozFPAIpZGLJ91YZBsbgcjwxbIebJrhA8rPZknMx4GIx5rNVDHrD9HmpVEm/z8bTKHCdYr6EMFdJATkGrvA9Z5bXc5TTZzyzKufIbWI6mnCtbFQKRc4/izHnyOYLkauUYqHe0xAyMVsuOYWKRLhTpINSkzwQBlOIbIGzo6RMjusjtzyKVaFLrqehaDwqhxdJcUu+rBFmeXhokpdjTUpdJ3F//qPsnHMxn0+yWjP+zO/8wR+j8HUsVDIT9cev+cUNylnwYu0F+Cw/20RlHlFGeIyPMWCNHOPFM1oTv2fzCFIPqpZRVBmhMol8JkootMzQCljKupTFwpcIYxFZvuf7Zaxrw3mmTFTLLlersWbA/eE4prM5BqFQUJrGoCJniyisEXimEOsJ5+H3arbAODAefq8ykByW2ENYV6tFDNZcbzqPAvIuoZjpgvfGY8abi1ytHFMMacoxgdAV6oRrzjl+rWD4PcdxGTxnxbMGNnf+KLXAuIsbxs6YlioXWWrYShDRqFvGDYIw/jyPLK8zKlFj4jsqz+/oojkUk3Weeg8K8nUBY8n85r/41xgfAlZIap+fbK6AwG8Hh+8BZ7zipA1G1+JRmGtZWo2PZRJ8QYjkmCITqTcqKIavM5FyrYhHlaLC5EoIWBOY5JYxLjApvlPCK8v6Ed6zcJIcknGwWLvGMVssY4qwFlgz00AoGAiTq+SKSUHT7iimN8No8LqWy8dqMo8S5qqSZoxnyBjGpXz0OfeS37lsLOd4B8LKlgsxwlB6y1nMMJwZ156CGBqEXjHnXHpIgmJkkWVcG+Yx57glhrdh7HnGUuB6K46bTGc4NTJRCVyHkSbl5DhWuRSRJd+69fZb9fF0C4kJopN/8R4Gk2EuOb2czzJ/61/+a5BsjWKYIBcQpwvFUlKSX67UsGhOuGIAx+Vm3M1WY3rRjcloDBohxOk06gzg8fFhNCvldI4CQiEKxHg2jkIlH9VaCWVgdcaw7BoIWsSkDHTUxHQEjz0s54ukpCwKV0gKeI1X5FDKEmveEA+LCH5NTFmO59EslpNyr56fx/hqEEetNu+VYj4YJ1jNcvx1pxcjld6oxZRZOJ88xrhA8XnGVD9oJw87HQ9iUuX9ci6Gy3ksjbOIbIl35rDwDEoQbUQMBpiMa4mlG5OznFOjWTCuMUpdcm4VvOS9LOMtEF8KwGMZGVXKQDPHLxbzFJNyKFm489wqdY4hCpd6N1q6/b4v//4f/gmc4BbuVgmLtRg8iQv5frVaSXifYQBvNnbjQaEW/RcXKUaUwE6Vt12rxc994e24s8Okh4MEYzh9jFDSAljLMqE81lFisKtCRI9Y1CsS0PNLrrtEEQ6IAWMMQlqG10sMR+PhNHhPHgJSIhrmYj1exIY4kWFCo/NuvP7kJJbDWdxttWKnXAP65pEhnuWY0Gg4je5kFlOsdMU5hZMCBsBgotCuRnmvFXOs5wbPHlYyMfHBOCeMZA4crrgGoYyrogy+LwQZCmaMc44iV1o8ChTW9FJj5RwlLRIK+R09SUUZZ5gDnlTgPPP5LKFQuZDXbxJa6ElzY7GK0JidOudtotjcL3z7v3+i5hZejBP8hAWki6Rg58X4cpEBtJfZaBGXiqNlVIiyzXwx2qVy3Kk3Yw8BZRDgHMEUsT7jlkG1iiJrKL0WwGAW0oGQvN6Ka0xRpqynwDFZBqwXFfEGlcKAEtY3i5XYLte5VjmKBMjChBjGONa9aXReXEX/dQ8DYsK8l58iuBHnNEZBcjZMeIbXbeYYyCYPw4RlhsJC3YxDgMkgvAwevcSLFsDSUkPi8hsUYhwyjhQYW4HjcsxH9JCiGq+VcA4Z+c+fJD4+V44qSAX+x/d5meE7WWENb8mg4ALX8zR6kbLWMPUmpb5A6WOMrSxEfuvPv0+83kRvhAVysHFpCvTI1nIqDvyu87y9ykV7HHGwyMUONq2VTWFINZS0XWskRc4nUyy+GM0WKmHSGwdRYnQMKAtml5wQMDfCYm/wpJvcIqY8r4t4TuKVmyij+BxBcImgcTTiDPEMQpBF4Iv+NEbXoxjdDGJ40+d5iFetgFugqwDBZwwrxpvnOtLsfh+vni6wWAgMMU5PqkAScsSifsxjAM5m9moRh40YNvNxDc0cxCJmuI9UWxIilGnvWalfsm69iLkiLGl9girm9jmdT+xUZGK8c2K370uckjf5QMH8iuIkE4yTz28pO3IBIVQMGoyJSEEs3mvXI/dLv/OdJyVxFsUUmZzuqAIM0Ab6PPCxixU+Ih7twlO3JxF7ZDzrLpZ8eh3ZyRIvQ7GXg8ig6DoBvMCgN3jVise0M4oJMWPVmYJzs8iOgSrGsUER/tOnZ+NZLBhQhjidwVOK8wwsks+685idI+izXsxOEevFKGYX/bj57Dw91t1ZtLLl2CpUI09MmPRG4A6KJV6tmOywi1VNiRmccz2YRxUPbRaAb6EQZjeCgi+AnUqjGtXtRvJuYaiIBxkvNKwyBlpBPrLKkl6lSyBSvV66nOIUP8Y64ytm6Me3wleJHsvvGo5eKcSV8FIdw2P1ROP/CsX6jnAq1M3535z4XuP43M/+9u888SIyvJyu6pcYkBhM+IgyX6gBF3UmtosC2iRG6/4k5qNpil9TYtIED0rYzfc4nB9ddwWNXSQXNt/Q4jModMXzhM+mDoyBSrt9SDuFtypXLXK9+c04uqcdiMFFdF5ex+waugysBXA24fXoZhRrLE9YW+B1HTzr5qqPoPKxTWwEU1MglxEqMBlitULu1qzHEATooKQZHiH1zrQqUb3Tjjn524B4kSUhzwFvEg0VU0YZooyKM9nUqbJ4hQRJJTnvnLGUmStkvpaEbpzxvZSgAlsmpxXOm0fOyZP4XlK5SuU8iAqYu/UqFaVH1jg+O4fNzBhYopk+OKTIxfNqG0FW0STUJboXl7EYDAnM07i+uMCdZ7F/uA1LKkZ/PmWywNd8Ek8vr+IUmLkhz+ipJAJnFsveqFw8ZEY8612N4ua0hwJuoo+H5EdAFp7TIPnYXgNvE4R63o/Bq5vovryKq2cXMeT3Dd/NEHfypAEVYlQBo5kDZ8PBJEZ48RSPXuKhebwlxzVnYNYCwWbwlDVpwEJYJeZMSB8m5E7mMzOstY/CJnNil/+QGDJLYRk0uhVoEsttwszpEkzlVZKx6icwlioPGp0S/8mPX5M4mJxWYL5VkuYyQi+i+CJxuqiXeBBXNLwYaqxYJC6QDELigTK/+t/8wycZP0RzicX85ORpQMBeFQ9qYcBtEpj6gg+6k5h1UBaDycM8ZCAzFHKbafMaHE70mYtkpbvEiJGe15vEZggzkwFhLWJvrztE+Z2YdQdRAqaqKDI7hMJ2uAbeMrkcxgKPkhjkuXaBMeRRgrRYCDEWrBif2XkppQ3kIwikXq8Ti5ZxfdVNdFuppzyLCTu3MYY2wTjloIw8sqYI7VpsUKAakYkZ4GWJBeSQw6JNoA0Fa+BwlnIpzuTvJvRJuMQh5jrDMGV4xqKERnhhCWWUVRQ0vIxCHUXKSbmGKcscAuV358xlgRD5KvEOb0JZVcaUe++//gdP1D6fJ0/SmeT4PjxRCQXtw9x2y9UUT1bEIjFdqBMizWUm0FxLKUWsReY2k3jg4iVcfImlD4CiwXU/Zv0xBgn8McE1nyu8yWDE571UGmpAEsguY3w9TEpdD+dQaZRH4poHY5YoWLreatSjXqskwczxcqHG63ld56KixKQ5QlZJUnnnooJ8NpeZgRILBQ1q5BqlyDYZe7UYGdmdHoUysswthyGkkpOSUyacn1nfJvgoVFmrFGn0gvEtuOYKJQr/cFYYLjkS3lQhX7Iml1INzoEOFPgtGVHBUngYrRBndDI+KqOinjzjwhMni2kKAyMszngx47V83zLIBM0NueiMi830DnCCXJhgzZvATKLbuOZkgscAgxnyoNloFAseDSZd52JzXnd7negN+jEZjmI1HBN71tHOVaI0zUbvWScmp4OoQh6yA5R+2YdWkyfA9rSgFccqGYaUKG6tXo09ktHd/VYUqwp2zuQhKjO8EE8p5QpRzVfwPJLpfCmRCXJoPBkB8bxGIAXmkwd2BsMJeR+kA0Px/TlGt8ayN+kBifK6QOmC9CKHwsvEu5xGjRco4AkKMs5Knj1HlrHmUViJ5yrXqpmS8MjzQPcp3VlxjgzGl82SckB+ijwnNo1hJMiFEGSreLRxjwiIRRAkDfochFwSq5BaWkAc4yHXwgPMZV0ug/E8JxhDodcIFYU92t8n6SrH3KIn3y9wkeFNN+Z9El4mVWASeSah2Y1Q1rDTjynfnRnoB4uojIkdZ7z/shOZATkYZCAHXBWYZJExLSApfSEWZQkVnW4/Lq9v0BaEplGMUjlLNi/bwpAY6xIhS9lTvoQhmWNVtWsIZhYlZRGc9L6M8DNcZwYLXELvZaolhFSHdFdhtAXzKx5VYLaKUZobKnyT58UIRXL+BeTEJHaDAuAhKcnOwmqLEKQm8L2N8Bs8e64s76n0Kd42IH/rc44h35/yHiGSK3AchmOV35IYQTcVcnNf/u3feyI8yCgSpcTqtQ5xT3poBbiIImvkGrKzDQNUABOsDx+N/d3tqNZr0ceLhJ2tVoPvAFnAWBmFWjyd4TULoMhzWticwK4MlNJSz59lggWOtaZl6ahWLgIbTKI35CuMCyMSRqxcWIHu9YHPIUrDpCbTKbpfpqB8SyK4LjlREU+awTyLMLUa0DgDFqccmwfiJEXOkyGkWJonVtSaNeAZAQFVZNkIdB0NlFWHcQZCNwcr43WmJ0OMwHhm/JipIL6SwaBUcoXXDRRcJ6+so5wWCXyd8ZQw7BXkxNAwxfCHjK3XJ+fzXIwBTEpOgRBTjmYNU1i0IJz7yu9864nBLS/TQEDiifTQAGnuVCtBT7mIyeMai66Ra8wGQBUzfPvxfWJDNa67PZAIl4ZirgmcJYRqpUFLNsgbNBd4Zyp/cAlfS2f/o3GQiFrjGo+MWcvYVtEYyuUV3sJPlViXkkUBnMHPUaCeLrMy35A5NYlTSwxgDJTKtszUAY0o1YtR4DGCeU5mwCAKSspAAFbuDeOOrwESFBH68Aza/+wsCijqXr0dZeD38vlF9K96t1CEsPPGXmQyQtArFYNEiyi1AvPczwPDwGxpjHRJvGMwhRARl5j4nHzQ6vqM645g1COMdc48rPbny8AahrNUYbyX1s9whlShkXloWQ7cajaGm2gfskBhCIbf+8SZ3mIamyqBr1GOJVRWNtTc34oMmOmXaihoRS7SPb/BezJxvLMNTcby8I5qoxblajl5kZyzye8OZDye8FVZoIVa4hDfnwADIyaTB7vqeMcKFjadjtPzCiVja1GrulZVw2ubcQeo3dne5j0SUgXNPLBFvE9jgylu+B6sJFM295E2W7EH7hBUUSEQa8omup1ZlIDcDbGxeDaOvTGJOzBc7swjew3Ff9GJi0/OYZyjKJHU5xYYMiQnB1xvzbLxIFeNB/latMifs+ejyJN4lzlnhhTj5v0XPF5G4WZCmoGH9MaEApAIhYBNKV9bYOQzmSMeL7rk8NDklRhQ7he/850nDv7WSNEIX5IRJUYjGUDjczyqjmB2avVkEcYJSyUzPGuMy850WY5ZA0kbvmtBvmYZhmeTWgWuhVzqcSjHhFIG5HpNE2GXgBsX4bx6giFe6JUShOFokmBFT0uQACzW+E4Nz6lVqtBaTAJFC4cjJj8iZ8rj7dVS6RYNuF6OiaaaGr+X+cylBaHaxUKNUeaFqTGXYfL8x3fvxt2t3cQuN3gK3JLzQ63xLmPiDCFOuJ6Ms50pxQGBf5fnHMoenFyT+11Hhu9uw1b1IstYC+J1XURgcpfkkSbUSy6+MLfCcFNFHEjVqJUb7pAof60MRfvFb337iZ6UgjJSgPylAw2CAoyzKCowJjYnDpWgpC0EoyJWWj05zuXZNQKCyZWBRrxn0sEiOV8TKPRnSnDkTImmWxdUAQWOc+ErZeF4jAI1IRRyzbsUvvnOEEY1AzZrGAgfpnynjiem3xGAjyVBedgHPnjMEWoG4VmrU6tLxpv7SdKZUwCMy4VGrCblPnqmBoD6gdFZNBjz3b0D2NwyLl9eprJSkxQE0OF4BEesy6LoEhC939iK40ozGiPY8CuYK4n3vIsXcc2Kxizx4bldq6WHZYQxcyNRSCvahggLubh8UpKJs1UIFyUtTrukbhE29wsoiTkl7/l8Dcm4lMpDDN28JwMNHuM1A3C5wCRbRagtk5TJNLh4iUkOO4NUAVd5Pq+wvFaT0IsXCXMlEsY8ccLAaabdhEJrlRpBBotYktBZddaNxsBdGYXv7e7goevocG6LkHqW57O8kyPuYYJMrEgssv6HcaGsJUxJsG5wjORkjmFYGXC1WDa2hlFJnZO1El8sGZmbWAYSQsskxdYR+8TgMcn2ikTaxBn0JCZJaqqQpZ3YaW3B+AgVJPeLlzcxfH4ZC/LAKkpsMXYXHhd4tYRjH1g25k3wpjmpTbXdIFaSd4Jgrva6mKiBpoo77M5aqgZkruY6VO6XUJKyEnpUi8u7SyamViUTMpmhvQD8KxMLpZNFLOXi6SlJ5yDeffvNePuNh7zuR/eyw4Q4i/mFECUxMEDjATUgLoegFijMhC4xMOMHn22gR7Kusr0GKGWMICtMqtVsMybSAFiZSWv6Hu/LQl0JNaFOSTWKYT6YJr9zbQO89bYcVsrl01zwq0SbZ7BTV2c1LOldqmKLFsB5c6uZrtGB7k8wyireLKObEjsnoIFF1DoKUJka2M3JZZz+6FlMT7tRS4YBocDIUiWea4gsGovjmQDbrhpsmG8W9pqWSJBvDiUk0sbxnjPVAtOY8S7mUJJQWJ8Tq1OV1geTMUs25qTqLcLTw6zV1WplgnWdnKUbz56+jB75jkwvgxc+engc777zmDhRTq6r8DvkSjc8TNJyKo1zGuyLKEiGdsvwECYXqlUKaZlDWAGciAHQ/PESQtCI3e3d5Dl6OUNMtcbxaACTG0afOGfutSHRsLxlLJXKT8mXXJC0rGOF3MIsGSdJKtpUoVxngQYN2DlXTK2OMGYfLqkPoMuucZX9jOPhIFEDUSxfLS6JKa5l4T2TC3I9ztkA/iRKslKVIX2u4y014NMVZ2Vl5WUEGg1f38T0vBtZyEONvM1yWxkU8Dwb0gjrd3p2qV7B0I1J3/69J2uCeFqkUgIEphLCkhpr9SVYWZ4gLASY1HnC8evrlC+1SRJXuDiRNB4cHyUFjMhT9CK9Z8Bra1PmKUKOcGX9zBVgsddC7mpNcEbAaf0fRaxIZNMDLG82m3Gwv5tyoRevTlPcqsEup1BpqxvGGe3PMo+Ues15Xc7n28jceCUELjA+FC+0oXiZUx4BmI9MrJnpRa5/NatpjegGxffwHOOYUJ8q/EDQ3s5WMiLj1hQ4HiNg+yl2YJU7eBaDizly1DvKGLNkSHTq9wYcT1xlXEPSA9MQ2wO8vmQGP0g/GmziBLo+769BAcNDrWZVAr1IvTkGGLml4npBnmzXfMMvCg3bKMBSSPeym7D8ENq7ZBAnL89ulcEgXQQrYz31rcbtJD0vIrOVao5VuyJaA/NLTFoL1Uo8omCexPvGkIIwiDAsnNrbUITdVKvwKwPt2kKkTHICJGutKBglS88Xc5Lald6JEhhoHtOXgmsAlnhcw3LhroAhWP+z7mjmL+SZHmi5ffI0+yKsL9oakMozeKKF0SQLlL4BAQbXIMTry8hgnG08ReLjAIWtaqUYTSDOOU6BzM5Fhxyrm/oynPsucrTdoGmBwBgHlTeEtImtlsBqvO9ant4kyTCe5375O9964kKUbupilz0AsjurwOZLJpG6u4XWymgVrWnEFifNA0VLkjVrWXWosMXDVGo3LvB9q7oGQR9TYoHvbW+3ok2iarfOGE8wYCiMKt+XYWWkPICd1W0pfeo8akoS7BgaYoVAGPGLKYhWKJHrMBFZECMFKqXUuPrKKgQwzGs9KMt57dYy3jkO0DdwVs5h6xkCrZYSrR4hVFnt51DfxkMOWm2+uIput5++q5xugNjxFKjCY2oNl0WIK8QZ4dEq+IgQsABpbC2zemHtUW+WrbZ2WhxLyoHXuQRfBWUaGHYB2P+806jA5wtE0R2PkmFk9Rq+n6xa97P0bsC6LZtksGKCJxdf4vaEu9hrNNA21ohyWkzQasTNTSdeX13HlO9KKS3KlqDJ1WYN6yJAI5UJA+9igcaMFp+ZA2ipZawujwUJcTbAlIlpZYRWrOZhZhOY3oBJZQnqsLU83rWGnRnzmcQytXViTC7TW9Tl+OVmRjDWbVyUhF2RyG5AN9eNDEV2+gzN6ZhLq91ESFWgaJFWh42dKsig3TBhZmzmWVMTabTscvzF9U0ynscPjuLoYCcJucI8cyhpDLIMyNWGEI/BdS/V+OC0KZY1S5VUmJX52pLQIoRYN5wSo2oMdwdPyuNttsu5EmwNcji+7cjK6jlCUkr20KwomVgeA004+RPL8kJFrGs5wErxjDwzthRvYrhgkh2wt8skbC7RUoxlWoYVZUtEQp2uf3FykaDg7uEBXtVEOZASLDzH+YU8Y1dqAavimRsyCpRSQWE1PIqxE59gSWmBjoDPG2X7G6qwLbSmJyQPhtIKm8Y9qxRTxmDpRK8V37GNtOhmB5KUvsS1Lb8syAOl3dLlO8SgBYq7ANaMN1UUMxj0iTH9ZJz3j/bjYG8rHWsC373pxdXFTUpaKyhDKm6rmiwvNeNIqIQxZFUCdrdgfmU8bPq6E7OzbuRJhGu2DaCwJYocY9QaUlEP1WpsNbIoKti45ODEHJgJ1Ro4kRjUuGhqk8JCZlhLwW4eJq4CTUp7YPkVn9mWZA9fqrVBIEDydM5qEXqKYvtXfc65ip3tLWJdMS0Ibhh0rdYAGrkGEGtrcqVkcQfqvRpDxw3crdQV66LinNzFVd713DUm8yqSyalFWjw3KngFZILfN0sEP8HXpqADApNYbBifsaFJwHdsGaCVaIj2FxjgJLZJXA/b7ZTj9DCqOnOxzHVFwq6AHxzsxjbwtMEbq8yrjMz6fGa/RwZPyOIdpigqoQmFt0+khCFIr0VY65IVznnzirzqehhtmMv81U1cf/Aq1vy+6YMAGFtZ+OcLLlAaqxPc+QZKTxDkmG8fdrrwApdfQsENwkvLRH5RqBKLUbIMzqDbc51Ib+N/Uyy63qjH1m474ewSDLaKoEUPOdaqgqTEykMJWMk5KBRUKDGpGlZYlSJPozcBNohJ9d1GNLaBJ7ymCHSA3NgODJI4eekq7hQaX2uTVzTwJpdSeNgPTCCuEqhVvlRd5mQPRAM2l/I0xt/vD+MaKG4Rg956dBx1xmm5K7Wk4W32GI5hsQeQpUf3johVxBCMcAO8jfCgAWQqhwIbeFAJ492grDwysOdcj11iHNJyy2x6/rg3iovnZ7HqjGInAxQy9vHLq7j+7HVkBrPYrdWBWpgzsVDmSu6ExeM1qQ/NoI/AExX3B0WYXKUHdmBDiTWsJXBj7e2W+iJoBmdCObSOB31VgdbDnHSLYOl3pa1pyZhHD48b4nni/u7uViIdvp/6pJFrnmyzXAeuCKYTgmdvCq0nTtWJIVYrDPxgB4onNyLza2/V8cp89ICiKeOrV+sYUINxlzECsJ/jTYZtCNmFvLRgny57GI/5L1XOJQT7e9vAUimti7Uwhi2M7Pz0Ii7wlHt39uIxCtIjU3safnj9+iqefvQipjcjEn1QBaSpMAHrlkkujKkEi50iJ2OijHcwwCCu8FC8+XhrO3ZIY3bzlTiqNuOwVI87ZQyb90r2HGIsGgR2JD4LcTARhKtl3cKdUMX7CP8WEqGkWIcwpsVbj3NXgu6nMxeBLOGgc36TanwuArps7Lpiq95IywEyttS5w+c9AqYtUFtk+blUFnKHA6fjtWWidqMarWY9WaHrSl5XJqbXTyZD3h/j5UuIBuyyQXzKE7QHnVQxLwkzhQpzAHZJEiUtS5S0f7Add493EZ6EDQULElY7IB57eJelqtSkDwoI0cbTETHKfnWZnoZnDLaD9vLkMk6evk4LhrawueYkkzPe2ovofCU1qcBLjN5A4WVr1yS1ymGHePz2veM4AlpbwPyXHz6Ib37xC1GHQI1Idg8xkge7JPEahSOV8pkoKny1bbYsLGRQngtRMr9kuVw2R86SJReYMkmTN+t+gq3QJ2MzeL568TolgWnxkA/3SEiPju+QFMPiMDG/08Xqu/0+QgaOGhgAzE1GVwbqzFlchKu16mlpv/+TqsZ2uxY7B61Y5qC5q35UtxlfYRrPTj6M7vQ89u7CKBv5GELX09i49hI3KtZLsXfUjsP721HfqcE+EZ9NFUXYOgqq79Tj8N5uouJpPYe59/GuG8bY3m7HvePDRL+HwJQLoEuUcQJcTTrj2K03o00KkYgUXiREKhLDxgBY7wKxJrhLQsdrWPCARLwBu7VPQyitoKCtcjUe7e9FDe959ePnMSEWPt7ZiT0MzfgPiSM/54QyIhmdUGKnZ1rCVVfiAe8todcZdQUEWb2VxM5JLo034m5VZob0N3iYpfmbc4LpJYkcrE+lt4EqB8cpUybt9XrEgQ6UVkUlyIIsWBVP3ToYRx26XwG6bivhU/KseuzdqUelzljy5C3ZK4yGWLLLxLcmjK1DSnIZkxmMDApeb0JA6oVo7NXj3huH0SSujfHYNXBawBgmvgYuD+7sxq69eozOJZMhRmEZx3zOXvitLay90UzM8eT0Ms6Zm7mcbM1czaYdDbCE0A0bNuyPSd5NRm0VG06nabFPAy2TVx3eP4x92KE9JEPjO3K/QVY//ssP4/rFeZRmyHS4jNqUNAe4zv3a//iPnlibs7lBhWj76CPFEeHPJQcZkRXv/JjHkIslBkImLDYbXK0YZMAqrF02Yx0LEP7/15qET2MfQnB7iCvBQpkJbR9a28KSG7vN1FthKmA1WGgtl2BRWE23040KtLx9p4kl3sDooPGFIQI4iztHmfjmN99AsdP4wfe/iwffxNGdduwSd7ZaeCOxzYR47+5+bFD+ZecmeWqZ/KjLtS2+Hh/uMzy8pzNIa2Q9iMAQiJU214VtoKsO3LlI+elnL6NHXFF5zqdrkyWviiS2BVBG/x2hEJfINWyXxm3qWYFEtXYjjh7cQUF7oIbLM/BXlPT6/CqevTrFc3tpU0CxftsKncfwK+SHub+GktwdYKbnfhs9SS/S5bV633CZQJwuAbv2OcyhpzlyG4AJkkD+gYKks1Jxt6cU+d16VWpXtt4FNA5RiAtcYnRalsAgMgWuQRJaqAOpWwRIcgLrZAYn6wd20rroOBj1I1NcRXMf8rADi2tMo7aziNb+OrZ2SLLLPY675Dsj4k417t/fiwOUvoXnbd/dia3j/ciSdw2g8+7qMMnO2JDNf9swRmNdD/bW65LnjciVhkJMLvYgEla8NTIZaW8wIsGcpNVq2ajykkCuC8wFxbvnaUK8sYfDFoFUQUARBDiEXY99DGX3cCfV5fQuGV/f9birmxgzz0Q0IC5FDDJtYBA6W8jk1/4HPAmF2PmQ1tBUDThOnp6Uk3YGYNV5Alp1yWBG81jCZgq4opmG+2htTEm7BTguC8vhizHHzVW2EKd3OEl/qvVKKnpaui8Abxsi42A2TJvNtkgg0R9MbJ3WW1z2Hs/6xKWb6M9OOWYQDx5iYfVB5JqD+Kn36hjCq/g3//afxXzTiW988524e6/JBFFgC8uuwN5aQOt2JTrDLgIcIqjdVGAd4g1bBG2X3l2WGOE5fVjnxeuLVK2/q4LwIufkWto5Se0QwlOxQoIRWf6xNdh4LjRbY3OOphqyYxseRQZjfBW6r4KO7h6kpYkBinaN7OzVeaqMb7dgnDzswBIy27stvk/uOZjGZgtX+PXf/84TtWZfm8u5S5jVHK8x10mepALwMluiGiu8pD+P+fkgMt15tDbgvfU2oM0A5hKHOK1StDaVbZ6Fgd1Wo5m8nUBajF43YbA3/U6MJgNiGtZWqQMBRvOAusLmtnivBXSsTqK3+CTKzUtg7XWcXvyHGA0/it1GH1h8HcP5ebT2EFhxGJe9l5FtRtTwqOv+eVxcnzC8IY9ZMoQGVjpBQXMG2NzbS/PukohOIQU94uOYOLmNIraAuvkAz0J5S9KHGQpwXUjikFIVvEtiJEEQtuzREMpNIVzMSw0mIEcVyN073Is9kmBLXrYT9PHa0xdncX1yFbVsieSYlIB4LipVSYLVQ4e4ONTQd4lJf/X3v/3EZpKkGCBAfLWWZbDXE9RUqk5zEvfLlkgeN91JZPoz6CJCZFTGLB1JPFXJNlnKZmy/MvfRUU0mUzcPk9Vbc2UMg2OzReJaxSVz4BBv3d65k9qzur1zznMdhfY4ytud2Hs0idbdfrw8+/P4+IM/Ila+JCu/IVEdx1s/fQCkFeP9j/8iXl8/i3vvHUb1qBIvLp4RwDtx57gVRw9lbwUERC4FzW6hoBJkoHPejXOY2rUlHSB5yzUzvHhN8r5kTFmEaoFVOC/BxBRkyiP5z67TFR5jxdocMM98c6CD4cNtP7LFbZL5O3hRAQ+xX7BD8ntpRxKGYdPlFoYZJLPmnLa1TTCInqUvzmfxa7UL3P0n3/n2kxXC1dWSgrwg3mNE0iskBKkswedp89gM64AH+Gz3qi1caZWV2COTsc0JZkC8AT6ZRNofilU5L5NJk+ARHuREaq0KBMLuTXIn4G/Wm0UjV8XaK3HZfR3PXv4Apb+O3QfLaB6NYWNPSSzf55xXcfywFvv3gKP8kNgwJK4xtu0MmF+N3X17KyZYdg+oKcbhwz3iTpbc7CpVHSqwtTpZ/Yrr9c87QNlVYqLW1Eyw0woApMhVWYs55oo2jq54iP7gHZ5iVWWW5qOFpvQFBWmYZsiy4DqxbxclCfGmJGckxs+fnUb3qp+MXsLl5jYrEyr9BkbpdpxNhZgOnIzXy8jerbtU8e0nvJ2UNOGCWkeGOONJ5P12xOjSpBapW7WB9kk/U5PFDCgwgdsBT+tuKUH40tQd8LzVaqQ+B/edungoibBxcodAveA6YrbntayisneKtVjfzOL66SVxbh7FwijmsxMMoBv58lV8+vL/jY8//m5Uc+N4/MZWHD5oRaWZIZ4hZBLjyA5QBgnpQSXGg5uY9LBUkpfFahovX72Izz7Dq/q9aLdIkrdbaRn98qNXcfnikngkEWLOwDlZRbipILvA8/Fs15zcYKBNjhn3hOR3hPCGeJq5orE7JUYoyRWAbBHDBpm8D0PNFQSM12pMh3h3fnqVyInL9xZgU/GVVEQP6g+B4OWcVKIR83ImLiBLa5RVeYuE9me//btPpuDoFIjTk9JNKeDplj1cDrYZQlhyMbCOV1XBZYurGeMQCsLPwFqXFkop+ZW9OfQiCa+5kS1bxqCUjzG52RLmk11DCoQLrJBzVEnitvPVKAOfw6tujK5fR60wiO0tG8MvYzD4DKt9zjUGeEqZhJaEdD2O65uzmPFcbHGu3DJ64x5Eo8MYyH/sJXaXO970+vwExtWP3Tst2N9WWmbpvL6Ozz5+FScvLyODMuolqyK1aNaaUa+iRIbWwbtHGO2csRsKvC3AAOPqzccoDBQx3tqDoHLwHqv/WeSkklxrMrmfj8mTSEU6zqsLQUIWyXMw2ioM0SrGAOo9XZAHQhjypAw360naHlrZa8b6qBa5r6KkORcxDjGu9KMSYOdJw59fnCfyw0VkyZPc5Kxgd2u1RLmHsB+0kNZnzAtOzmFCuLcKauPylluqKHEwGsZ1r5uaMfJaG/CwY21vCpMBdrSuBtfqdV4DS6cI+zxOr3+M65/GW+8148G7zShtQ9EhFYNpl8cgmtvlaJHgLvLEVLwcwwVeMhAMYiUTRwZx/GCP3GmLmMJ1MbQVnvvi45P47JOzmI+A73w92vVt8qW7cffu3SiTQE+A/B5z6AHfIzxmQdLrUnvayEDaYMwpoKBEmU3OUU6OOSkoY5Zx2CUc8y3XoYRz0cm8y4wn5YF8x2V/KX6RHGvBB+eDXqwbhdh7407afN0HLXJf+dbvPhkb9PAIA7rMpZEje+aEUmmXB/Ju+iXeFIQBYGJ02YsK0He8vYO3FVMdT1C1bdgkr9G0Er0kQKIsrEh2ZxVBCLxDdr+904RplRMLtCA74Zj5dByLGRSWx3TWje7oObT7BbFmELW9SfTWl3Fy08GCMlBUhFGYR76Wj+17O0wQqFlCLLaJAzvEKQSZJaF005kJdpOYMCcRf/b+y1iTXNeg3S9edOPF+yexi3LuHz+GYe2QAO8RSytxDsOzQ0oNT9ZzvEbvx+l5vcwsQAmSTB5VDEpYkx3nMTib6+0ttCfDHZAm8rYNpD54INN6YErUUZJsWMO3uGwv+gic7cJygZCoHG8FjCIyxNMVqJH70rd+58mIiUj9THHM8JtFXBWKmu6CAsaOwXUD5D5UMQ8OvPzoRfRhKB5ntbgKtbSz1ESuQtC/9+AoJYhDKKxb7U3sHLgK397bgpZWotoGBq2VgfHtnUYcHG3jkd04OeHcg4voT54T4Cfxs998HHce5+P95z+KD56TAgB5WzsYRAWK6869EtAJwMrM3Ly2AuJcN1Io0C3iGl5KXnd1eRPDm2m0G6U4fvQINluK3glxbPco3nz7PYyzHFc3k7jCCK8xnECxu4+OYvt4O6rbZIQIz7ZGr3WLAsXbTiIVg2zcNGefg+1nw/EoFYZNOVxLul1Y5XOG5C15jMXKwkTfmuCMMLAgUG0dbsX9n7oXy61SnM2IXVy38GAbuPvd33sCVUDLt1UGK97eTcSFsCJK835BLh/zadypNpIHnX16GmefvY4ir9tAQwVlVavEFFzZtuAOLm5OcP/4Ttp1ITuU0d30u7A2vMSlAfC9QQ4hkXAldrWZx2Q4iH7nJq7JbabzKxLAUjx8F5hqQ0WJUa2DfmwdFFNxdIFyF5tZWi31xh/eg2fJSTfElyJxMUs+k7F3osGDGFjHA4/w4mZ1O2ZXwPY4H3v1Q5CgjTeTjE7IbZZ5oK4BAbkXB28+iK17e7GLkto7sEWY01qY4zrG1lQAQGZ25E6g9G5EnkAmVJKxVpRw4a6Yg4zwGSlTqqZYIHBF2S5cSYer2e6/PXrzLsZ4FJkW6Ye78kGvPEqaNaDgv/Df/e4T61cmZ+g6leXdca2S3GdUwmoqkADX5YsE+TZJ7YYcaQLkFcGAIoJZ4l1tco7D/f1kudcwtjwDauJlurUDtqItc7HVSbbXIT65y2GEYj756LP46KNP05LCBnhYzkZAZg4lotwZ9Hh0BcxMo1Rfx9Z+OSrEOAlKFoHZN+g9jRptG0ry5BlMnXFtFlj4jBjQMBbhNVe8P29AGKbxp//qhzG/iXj3wZfi+tUsfvjd5yTGB/Hu47eBvJ04IPm0knB+eRGd/hXMC8PqkUfZnURssi3LbiOfJVxrQoNoIbu1Y9blHr3HZ2HfBU65u7GrTigQLjv2DHK8DZmH9+8QV7djije9gpn2MYgaxrFBQV2gNve13/qHT7CJFMBUEgYeNlq5PpTjPXvbXIawj7pAgLc0ZA1vQ/Cdu3924K1aYHr8Z1De3t2Jw6MDBJiL8/Or1CJlPLpz7yAeYJ137x8ysHossewRVLtH3tLxLirEvA2PBZl/AUbZbhXw4EG8vjqD0ExiU1rGzZA8Aqut64E7LXIz4I44YQuz1NqyzdmFFk6EzdViOYWRwhong0x897tX8aPv9+P1i2FcnoP7+UbUYzue/vgyzk8mcbANYYDdnV1A6YmlL5+/iI8/+jBenb6Iqy4ME8MBv2ByxD+E7xYYkIvXQHDFJhm8GLnZ1uU2VOHQdgB/7B1PN+pAcSrIpsyb/jDdmuDdL74V+w8OYpxZRncxjhEosW7jInu1mJeQEYiR+cd/8EcbyxAb2JClHMvmiWXhMVVYStGyPglajYs0rTAMoNjnw7j64CQufnwKbJBANtp4oMsV1Xj4+P5tQyOB11VIO1ncE2T70hyYMC92z5DbDefQWGF0gUddvzyNyw+fRufD5xCTM47DoqYv4prY9NbX2vHX/ot3YtPux19++sMo7mTjZ3/5YdS3V3HWOY11YZk8ySaVPuOrNVqx1T7CsJDqiHjYX8WnH15BHC6jOCvFvfYbUZ4exKv3Z/Hioxl50R7U+yH02eJnLfIVYm+dJKRZiPIWiXqzFIUKgkcBsCvIwBq2torpGMi1dolpC2mJMJDgunJtz4iNOrd93YrBTixkAIpkgcGdAzwW+LXYuyau9EmA+hkMHuNc7laiVw9gjxQCJeX+5m99+4ktwPYvu9vcpgs3ijWki1y8RuBz7X47X459LG0rS8Abg/8dqPiYAJgpRr1YiRYZfKUEWegTewjS9msf3zuKg7sHqSTizsDrC6CDGCJdTxZnPlGCkjJRC41TvHIOI+t1e9HDuzqTTpw0urEeLOILX36IF27HdbePpbtrA0uEONgMM4IQWOrZ2z8isd6OFSSptKpFaVmLZx924uzZMI6aB/Fo90FsF4+ittmJ3ukiPvj+Zbx+CeRy/JS41GjsxPHDB7H74G7sPDwkiB/Hvbeg5ff24wjCsw2kt8mjtlFiu1CLFkxwq1SPVqWWmlskCqYyo+E4tW7ZcIONplTG1mo3AzRIOSRWb73zCLbbTCxS6PM2bhIhaXexSSySsNnkiVVn/rc//fHGHWcXE7c3InQCfoWTVck2Kxwg1JUJkO4XbUPNq1O0/qoTV0+vYvJ6EBOYk7Twzg5Btr2FpRDUCaa2FtfbjcgRz2ycL8DD7YHzRoSWPLS42dzFPCguil0Qj8C+GL04i6tXeNPkPIaz07gZP4/yziTe+GkEc4QyV2fkKL04Oi7E8eMGTNG8kFhWwaDuEEtKtZhcc74uHg85ePl8EC9fkBg3YXGHb+Cls/joB69jfAWxGLdj2CnCYFHgGz8db7z1pdi5ewyraseaHGhTgCSQFNsZa0wmEOFG5C1kteSbEA7mg5GYxKcbIEJgrjrGrx5GtEydqArZBFYluay/h/e099qpAOu+Lxn1cDnFY4hbbRBmtxxjUooz0OEyD1smnmf+8IcnG4PeOUqSGoqnqR13bsuWeAoVd3EPdlKRknUhDVdDElAIATByfXING+tDfnKxhaXtI6i9HWCDQQ/JfdKWErC30qxEEUhC48lqLAutiEkmcmuS0DzKzeJNi9eXMe5coK8zksmzGM5PY5a/jGnuKi77z/CwIcKcxze+8ZikdRnnNy+JcYVoknudXHYRWjYe3X0YU5T07NMbGFWLBLsen33Wj/7FlDhKgnm1jEMg74uPfpZEdp+YdhhHj78UpdZ+TJFagbjh+tCY3Ms6zBwhLsh5LIhWQY78GiKVue1YEv5SbRND/rwryt76lAchM5f93Wg9szQG/HmcCTFHJUbcbNejAJy63jVDPH0CvuzuBUTpNY8dcs/cP/79//lJg3xCXG1ZNs+VgQOY2TofbQKHlQU36tZWuB0wlwGOGhxzRxa0vRct4hBmkfbz2N+QFsxQrDUrV193tgnwxLQ+OZPtud7Tx7Zg+8u9hUuN5yZCkfVlasXYvr8bR28fRHWniHWN4nJyE2ejToxiTA60QGDD1JZ8sL8DrKzjwx91yOqZPtT79dN5DF5H7JZbEJsKcAa89rKxtXuX66/iz//9J/HJB1DpGZCe3Y5GaT8qhZ1EMIS77MbeQBiZLdRzE5PbVWJptJWVMlBfhinmXHEiBufd4i9nAg1WJs94mvd+SHuLUI6bHJYjjBqUsJmm0+mTB17EKcQkLadzDasRo4mN/PO46vfjYtBNNwBZlG/hrpXhWj/67tnGGtMFwVtLsZPTpsYybu3N/Vy4cne4Wy2NNy7yNQu2BML/Z3jT0H2yxI6Ty6SkEXmSd8I6JBYdHO2TY9yyMPu4OX2qXgDSPGONQOAMpblhoIS3jYHCLBBTxII+ef8v4t/9uz+MD5+9H1dIvliexvExMbGeg9hMolGxO2gItAxjd5eci0A7x1ju7O3H8fZ2nD/vx/s/uohzAvyy1opVvh6XJ6O4+KxHrCKpLu9ipUdxd+cN0gfiJvnSw0dvx6O3HsM884l9Vsn6N95ljCGnVmvg6fbWbEAVxuoGsxyet5i4y8N72K1jDGmYki+5DcftPSarLhKaH3nnLfs7SsScPGHA0sMYyB/isbPNIgZ5/GsH2b17HKV39qPTzMQezpJ59ufnm2q2GOfe5RFlSL2NE2UUwHeii9CtQdlzN059zAQzlNftekuzUXh7tDQIjndjsv3LQlhaR4IxtnDnA3KA9l4rWiSuLg273pThMzeVOSm3wDSwnJvz03hFPHr26tP44z//f+J7H34P5jaJYhXDaOTi3t0WJIU4MbyO1bQL5bbCsYm7d4tYqtX2VXztK+9Gk/H85Z98yHvLGGxK8aefrqKHsO5sQ8s7tnLl437hQexXj2K/dRyHu8d4P6wOErB35w5JcCWmGkwZBZi8oqcyeZOeMp/BzoCxJQpSSXb22uZlw6h3RjHWeKPFDMda+ccZ04Y4b+rBu2mltlgH+jFktASkk4JMh6lBpgu0bvYq8fCngfL3DuOsuowDcr7MyZ9db7y92Pl0FGUU4TK5BdP8bB05Hj2CuQ2RLqO7K3wGS7Pk4p2x3NFnhULhTFCgiVu6LysDBFQS7S5AGqyIF+2j225EYwdyTzLqlhYb7W29sjt21r0Arj6Jjz/+IL7/6Y/iB88/jG6mTywroUR3rJfi8E4ToCGfOD+DBg+iCV3d2wNugcHXF2TumPy7j++lmw9efHpFLgRXrbXjzz64iI8m/XS3saL3VVhvxS8//sX4xs98HePYSYlvLlsBZnLJ2l1w6xMzB95dZbVguigMAbt0Y5KabszEPzs7bMly4dNiQNrEbVUcA7Un3G4jC0LKyA4s28u8d4PLHG4P8rYGqVhbIxdtlJnvLAYY3Z2370b2MTmcyy+QlMyLP7rY1GH0V/NJ2m1WJFEdcfIi7M5bmg0J1CrFxMw+MjeJeeNAd4Db8C4Mvnr1Op49e5UqvRgO1uNqaymVhrSqEVZmD0AB2Kvj6lWU5F2uLISOe53onp3HgMz+cnAez69exsXoigiEp5LEDla3uYdVkb3dduyRCM8Z0wje3MQz6ttlsBzy0h1DaStQ8Ha6/1FjWYy37z+EuJTiez96Gi9fdYl/LVCgErl1Ld5767345s//Ujx+8CZzaUWhWGaaubSBzF45O35GePkEmLahJK3IEgZSPznycbHTpXdjkjFI4zQJtFJhy4AxyV2FKsl45k4V7J+5LBNxkpgYl7Ow0uo+xrvbjD5s7gbi0DgmjbjXjFclIH4G3D3/g9NNHZe6REl53Dc/sQaFkhiwHUHW4bw3ttVuC4lWd12xdU8OIQaLnsbFBUK66qSV2BIwZoyxmu59CTZgg7v+1J63tPSfbbe6uvcLn/V7Mb6+ho4Pojsn2x+fxw3Pw800+ityrmk/RkBBlSRzB2G2gIoa155MxvHy5iKmUNUcE+0jWHMvU4HF9Qgl5ePXv/mNuH98FH/2Zz+MZ08v42D3HvB2CDWuQ768v3k1vvzuF+LnvvkLUTsgASeuyMyk0+nmwYzS0o9NITI1e/JSDgS6DMjXfL0iFBh7LFNZ0XauFgRsyhcW7dK1CO1n9itWySfd2DzHg6w5Esm8WUNqOu3kZ9GtkKvu1WN8VInTyiLuj1DS6b+62DRgO2eTQax70M3eJFmTN6Qd92Altm/hXa4iWpnwx8Hae2bzhb3kJazHJfTQ4lKQvd2KOBiTdDJS9/NYzreNy6KiudRSi1wvsGziE7DSQeDdEawnM4zL8VWcD70TMXR0MQq30zzaOo6Hx8foOhPT4Shed8/ih72nMSJANjLlGAJLY7x1h7iSw4JlpP/5r/7V+Nv/2d+Ik9Nu/It//ifEjYif+eJX453Hb2MjpTg/geh0RrF7/zAefPFNCEgrauZ15HiE3eQxOA9jBbyt0fGmlQVvKiKldoVZj7I2Z4Okd5W83cFv+nK7iqAn1SFa9hoS7sk7iUcWV0lW3aHYx1NJPCA2m+hicN06yt6pxFU7E59kBvEWLDXz4v96vamToF7MEcblMPqX/ehOXeMZR+eCbB82t1OopqXwIcIUptI6EANMm6L1EGKLCe8a9uN+Vu/FYIcqCAEM3OZELiPY3ZnyMI41kbMZ34JqJjVJduJ6ikdlMJDiKrownpPOVarAPzy6H19974sE+N3oXXXjBz/6IH5w8lHcrAcEdZQG5kxIlBWUbMs/03CwrsZv/JVfiW9/67ej3NqJf/p//Nt49el5fOm9L8WXvviluLN7ELPRIv7s338vPvzgo9jercWDx0exc7gbW0c7ka9WUA7nYx4uMyxAGetmeok/9nCYHqX9wbznw2RXOBRRvN0cQyLTBiIxePcJ+2Od09VdV3ldsZ5l1zHyBkJS7hr5fAtFNwpxUp7F09w4vjRtRO53/9a3nsw747hBUC7vTvCcBRMvAG95coG0SYuH9wuyX63hmhAE4PD4II6h2MaKG7Js71uXRWlis1TVgq14oUJUzu0zk0RxVsH1JMg+zBHMxzNLUPNsKZeKjxugYsLkOU188Y134jf/7t8hef06pCYXrz99HWenlzDQJYZRxksrCA7rz4Dx/F4v1KO1qcV2sRkPDu7FG4/eifb+YdRr23Gf3+8/eIOg7W72IvGjHI2DnWi0a8y9G589fUEOcx6jXh+CNEpCN274pxZy5CvO4TboujhKLrPCgzBW1JTSi3Q/cOYlFU+VcPNPJmwdTxJhn7n1yz4xtkeiP8LoAcyYFVFMJR9z0ouhCe16HpcZQgvKOlxz7e/85j96soaJ3MDXDYxu7CqDmTs7W6lyUCUhtcZmZrz38Ch27+6lzbuO11XHq6uruL65ZiBuKmb8uLXNgvaXAxBpqVyq/fnSssvr6X2nhtJKdSYC1V3iDaUm2A0hucSL5ySVX//aL8Rv/J2/GV/6yk+Td2Tj+ccv45OPn5J4TqKNd6fE0iWREpm7hVHiUI1Yc4jn7DTaGAr5V70dx4/fiYODuxhCjdxnK/K1WlrT8kbtzYN27NgwWb/d1X5DfD17fRm960EsyQHnxOjp2I1rt312ogjAntbfrO67J9dli3QzQbzEGyFK0xNU8qzBSt2FQaFfApGBATJ4vLWYliMWsLt043hYeQfPGqLsHvA3wmgPIECZZ//s5aYwmMUrtFtbF6GTBVwQ2oiQhI50qzEUIN5m7UfjopfPnscrrO6KJNbgZxyyNmeGbZ6QQ9EqypqWOLzEegyst/1p0nI+Q4nWxPIkrwvijhWJNRm89031HnA/9e5b8Wt//Vdil4D+gut98v4H8fSTT+P89Uls8HqrFRpAl9hoT7l3zvJPGPTHw2i0qnxeiDGE56u/9PX4L//+P4j21l48f3kGw6zALuswt2nyiLzeDyW2aTMDO/3wL34cn370HHZGXPFOlrZdVWwzg83KTHk0XOKuEmMxVpcqpO7eMwjakBzNfcEF1zEQtnDozabci2zDvv0PNv4k78FwXTu6xGzH5GMXWTwI6LOZ5Qq5nEIGvr5uwO7++ctNE254jjDruVqUoN4ShwUkwmTWhsKKXkPuNIBBufnr7NnLOD15nXIBWY/YahyyoV3aWgRGrHyjZwtbyc3t6WZYifnxdJs7MLDp0s27i1Tju+lPEfgmvvqVL8ev/vqvRrHdjk8//ixefvRhvD59GZ3uFRMGGjmFm8lMBQadYVx42wImbD7WI84JQ8guNsSTt95+L77xV341dh+/SYJqGLesZlPJhmMwFNKDDIF/C7JQwnh6F73on90kAuW9inp4k+MvWLYCEZI35BB6BuIAVOVRYLnZJhSQzzE3y2E2+Fcw0rRszgUJ2Ry/gYLjiShoCQOe4SUzXl8DaxeMt8/jNKZxCaIIk96j/BT1/zLQnfn+P/1wsw0TuuZsdViSbVV9EtNlj4TWoMdk51iqrVbD/iDGLn9f3qSmdJfX9azU80wUTfdyYDBuUE7kAit1octgK/zxEiGhKo7LalUKzFo+A7LIu8JyHzx4FD//M1+JnTsHcQKt/wx4uzh5GcNpl+S1HHcJ7Jh+XJ9dpptnzEkTXr28SHTYPwW05jO7YU2C3Y6SWRfi3sO34svQ8YM3H5GjLFLMSUVQpJfukAk0bUALJkCqQQwmvq1tuEEGE86f4qRzZU4Lm1JmUGeoYrq5BtaQgb0tmb+kwZgsehg2SibxlQJ5WPkW2kxP+H3D6yHKsH/vGg87J8XoL2fJo65RvCjTK0RcYQy/tESWf/JP/nKzTe58wwdS8fIigzcAATcwPOipTG+KAJZ4iUEvZdLmB7zeSAAI/N4KLN35EQ9ZY70qyB8tWSqb1vh/AnE+bEqXrtt2XMCCvW9qn7zjza9+Ob751//TtHv7/PmrdMeSK4zi2YvnUWkV4ss/91Px4OFdFDKMZ58+i85ZB2ufx8mL87TXaYcM3mLtaj4mDbiF6gvm0Gjtxs9/7efj+N030zqNrcF6jTejHXCuCUq7VVA+VRDwcWIJBgdcurvDljbTiAwQmpKfzSw9+9dxvBFwb4gRE3/SLgk82RVnrDb9CSKVU2uQvGNgGW/ICwKMiTsD8iREHdeQhAsUL1u+RqY3KMk/Y9TjmEuO+eaS7/3L//WPUBLJIZjcnhN3mHSPGDU5H6SG8i5K8WZKMjdvbL5hMFkmmXYGGhB9rffoJpgQRyQWZE6UuibAYFVm0yXqI/tGmfg8DpqIxoBzSJ0f3D2IL/ziz8TOo8e3yeI5eRMTvux1MIJVPPzCgzh6eADG396WTe999elJnD4jt8LqJT/ePkbGOSfHunr+MnU4DRB2vzePO3fuxKN3Hkep1UiLarW9diIxE4wjg6GZBGHUKfib1DIs5oBSHCtQbF9cuiU1AszZgsp0E0pAaGZ4oneDVA6YMMLH8+xl5Dh7GgGqmAKtUxiHZaYbDH+ElyC06KCYrgbPnHzuAn9VrtlFWVec65dnhcj97b/xXz2Rbk4ZQLtaTVtSXpycYZk9klViBEqw+WIpn+f3BdbiXUn8oxveY8As33vyAKTpot7Jw65OX6dCKu8bK2wm9PYwtnrZR22hsVAuQUcXUdvdjq/9ytfj6M2HqR9aeluFTXZHQ4Q1jwfvPoiDh3eSB9n0jvySta+y5cg1mrEFC909vBM79+7G3p29tNi4QqgrhOhmghHJbQ+vNQH1R4HrHYg15X21diuRImzUChh5Gl6DRxYZb/BY4BFzBQ6+L2Si/D7Ck3p2LJkvCbP1Eg/O2eLZ6nm7Egu8Z1zLw9JIU3LEHkz4ZoOSsktY3CqGyHWA3oeoSBlOEZt/w8kSlBHc8dyDvOV+6zf+2ydT79mNJRzUGjEm9rz/g49jwnMNnNWFXfoGrFLc8Q91mIaLaL72b0LoLWnhS3PwfTzDqrnvfX4bZf0JI0n1LtmP0nBpIQuja29txxaWXqk3sWo8E8XlMICSHoogy1u12wYQYMTbCWD0qemyyvf2Dw9TCavSaERrbxdPB2oYSoPY5R+p6r3ukBWUocRk9Oc3jGsJQcpFEW/J8QDDiTOCAEYDgXIVoIriq9V6EpbtxWug0x0jOTcX7DaiwHgyWyT4/L7CIKeQgAFO50rQ+ZokfD6Kk+kgXs6H8RLmerYc8f4Uz1jEQMVw7CgpBLKFstOfYuA1oyGOb9JfZdNYJqDXW6YZ3/6733qy7I5S4Nsl3xhcdOPp01exgTx4G09vxWLT/lYdmEixBJTmfZsozQHS/bN5bfJ2+8cx1BLC5yJau8e6SiksMMZk2eBCUphrAN5wtlwGfhC+95IztrkTPoMX2oZLGoSa3A0ItgNTWTRk1T0PtJnDZfGSOd4vuywLLSjBFi//gteasU/H81gMMaaRC3OIQaOawMswPPckea/vdJfmMfEV2HQBUzDWyPwzdRaGhVYX4oSvCZA1BFU6TOCady8mo3g16MXpuB/nM5QzGcYpSrpCKRebedxk5ngMXgPcjVG2SDPiXFMhkTF7D3a9SGa4QDSSFBdhNXyV+E6+Gpn/+3//080EyjlAIMe1ZkyvBvHi9CLdntK/hDmcraKFVdlDdwX9vjy/TNVu8TzHya0aGG/S9krljkKKPynXz6YIEym76goywAbN2jMJ8wGctAAmDNW3t+ILX3gr3ZgDbp76Ksyh/ANZjZ0abJFxLKYpD5KoeMeV6s4uRoJVeqsBfk9lKDL7EvmS4XGG4CYQnNPnV/HJ95+mu2R5R601ivKOyW5LcZ3H+9G1gbsMgplhqBmYqYBgndJd9u5OnxDApyVgs4iSSigPuOvznjutnLslrgWGYauX/Rve+Fa6vsDAVIrbTv0jNsYq7ymYKg8Yu3eE9n7s2msF6REckjdtyy6RwwA2+LUF0Pv+P/nhZtUZxAkso4m12ymEWccuLl9GSb0ReQlZvN2qn3z2In74w4/SfXSsVWnl6TZsPNztJluzw/P2VtAoDGu0Cny7L4lYBSwpAdddbAGzzdY/tJhHWHeODlAWeVq1FO3tFlQ1T2KLN8OIqiSn8ymsaTj4ya4Fb1pIZo+SSkXvLVdMRVBvoG7DR1Z44lJz8pxP//JpfPwXn7lvJVrkLyuUvF7O00qr+UwJ71WxKglrSEJzIdJlhUSbiSnrFlR+pxLjBsopb2JIXOqQhPZNEmWzGJ5/4keFWfmfYmD2O8yZLP6JlsyRgE3O6c2d0i0X+L2ITPzbff4NwzJopZLsOW/xeo0Mh8jg54ag1P/y9/6nJ/4Bq4FLELC6potiWNcOmXmLZNGqQ2m8iSomMSHBu3hxkf7YVBkhe4Pzjcsba1gOSWgWr/OmRxvv0jiAXjPTzJBhcrxbZRbdacw7t1X1zIQD3ZQmtABF5mHmK/YEeOOl3R2COZP+4fd+nHZl339wGC2C84acoiBTGrmFf5zWl0rAz2Q0AC4LxDFOC7nwtgXtYi3mF+Q0p4Mo9JeRZ355YC2tOg8QoeNifBnGuiR5d4ljfUkYdzXgCoZ5do1HDhMTTbcuwGCiVkpkwb9JOKtg/VJ6fvc23G7Gc5OzrVkSJXsLP79TsfVLjdUkt0bY8JYKDdhjDfLkJgdv8Ghu5YJi3dDAuWac69EEGf7B//n+xtL+Syx1hYC0sAxB278/oWu69JOFZpg9dPvDOH91Ds4DOViz1V7vLOIJvZGfVfG0Minu8ZkexuX47u3yhXmrMcnKsjvn0mcI1vUb44ityLJEk8BHb90jPKziP3zv/bT1/ue+/hU+ysb1+TmxMY/VAT2jaZog5pH+1oQx07t9dX3N81azBVnox7Mfv4Bqu/WE6+Pt1tR0bdMIm2aKBZSP67mE4o5v7x1rjuaO8Hy1EOUdyAKwm9mF/cLgujCzPm4wLWv9nApjMtF12nIiqxIpFBsXkQmOlNIME13LawXIkkf7R8Wk965cecsbY5RkvGgRATIyJ/F9axTx/wGthJZc4s22OgAAAABJRU5ErkJggoPJ2v4rPzSnJgCNe/sAAAAASUVORK5CYII= Kosmos

1. Fourier zoom pad is applied to each RGB component 2. The zoomed image is vectorised with a typical zoom light factor. 3. This light intensifier is applied equally to each rbg. Much different effect can be designed from individual r(x), g(x), b(x).

lo 20 : hi 200 : 12 mat

x f 0 x lo ≤ 255 x hi ≥ lo hi 21 mat 025521 mat x linterp cases :

x f

x algo x f :

i 1 r rows range j 1 r cols range R i j el r i j el algo eval : for for

i 1 g rows range j 1 g cols range G i j el g i j el algo eval : for for

i 1 b rows range j 1 b cols range B i j el b i j el algo eval : for for

R R mwround eval :

G G mwround eval :

B B mwround eval :

raw zoom Kosmos r g b 13 mat :

illum zoom Ω R G B 13 mat :

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 Kosmos 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 Ω 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 r g b augment