<?xml version="1.0" encoding="utf-8"?><FictionBook xmlns="http://www.gribuser.ru/xml/fictionbook/2.0" xmlns:l="http://www.w3.org/1999/xlink"><description><title-info><genre>prose_classic</genre><author><first-name>Onor&#x113; </first-name><last-name>de Balzaks</last-name></author><book-title>Nezin&#x101;mais �edevrs</book-title><annotation><p>�Onor&#x113; de Balzaks</p><p>Nezin&#x101;mais �edevrs</p><p>Ja tas b&#x16B;tu t&#x113;lot&#x101;jas m&#x101;kslas darbs, var&#x113;tu sac&#x12B;t, ka �Nezin&#x101;maj&#x101; �edevr&#x101;� pan&#x101;kta gleznai nepiecie�am&#x101; z&#x12B;m&#x113;juma un kolor&#x12B;ta vienot&#x12B;ba, par ko run&#x101; Balzaks. Domas z&#x12B;m&#x113;jums te p&#x101;r&#x101;d&#x101;s organisk&#x101; vien&#x12B;b&#x101; ar psiholo&#x123;iski emocionilo t&#x113;lojumu, bet visa pamat&#x101; Ir dz&#x12B;ves v&#x113;rojumi, probl&#x113;mas, kas nodarbin&#x101;ju�as visu laikmetu un it &#x12B;pa�i Balzaka laika m&#x101;ksliniekus. St&#x101;sta darb&#x12B;ba gan norisin&#x101;s daudz agr&#x101;k, 1112. gada Par&#x12B;z&#x113;, un taj&#x101; biogr&#x101;fiski prec&#x12B;zi t&#x113;lotas v&#x113;sturiskas personas, kam rakstnieks atst&#x101;jis ar&#x12B; vi&#x146;u &#x12B;stos v&#x101;rdus. Fant&#x101;zijas rad&#x12B;ts Ir vien&#x12B;gi Frenhofera t&#x113;ls, turpret&#x12B; Porbuss, Pus&#x113;ns un Mab&#x12B;zs Ir paz&#x12B;stami m&#x101;kslinieki ar liel&#x101;ku vai maz&#x101;ku noz&#x12B;mi glezniec&#x12B;bas att&#x12B;st&#x12B;b&#x101;.</p><p>izdevniec&#x12B;ba Liesma R&#x12B;g&#x101; 1965</p><p>&#x41D;&#x43E; fran�u valodas tulkojusi Maija Silmale M&#x101;kslinleks Aleksandrs Stankevi�s</p><p><a l:href="mailto:imantslochmelis@inbox.lv">imantslochmelis@inbox.lv</a></p><p>Yandex � GR&#x100;MATAS - <a l:href="https://disk.yandex.ru/d/2JO3dvhReBIF-A">https://disk.yandex.ru/d/2JO3dvhReBIF-A</a></p></annotation><date/><coverpage><image l:href="#cover"/></coverpage><lang>lv</lang><src-lang>fr</src-lang><translator><first-name>Maija </first-name><last-name>Silmale</last-name></translator></title-info><document-info><author><first-name/><last-name/><email>imantslochmelis@inbox.lv</email></author><program-used>ABBYY FineReader 15, FictionBook Editor Release 2.6.6, fb2cut 2.7.3</program-used><date value="2026-09-01">134327507196662866</date><src-ocr>ABBYY FineReader 15</src-ocr><id>{06EEE4E6-9485-45E0-A9FC-77BB535B1F41}</id><version>1</version></document-info><publish-info><book-name>Nezin&#x101;mais �edevrs</book-name><publisher>Liesma</publisher><year>1965</year></publish-info></description><body><section><p>�Onor&#x113; de Balzaks</p><p>Nezin&#x101;mais �edevrs</p><image l:href="#0"/><p><strong>,</strong></p><image l:href="#1"/><p><strong>,</strong></p></section><section><title><p><strong>I �ILLETE</strong></p></title><image l:href="#2"/><empty-line/><p>1612. gada beig&#x101;s, aukst&#x101; decembra r&#x12B;t&#x101;, gar k&#x101;da nama durvTm Lielo august&#x12B;nie�u iel&#x101; Par&#x12B;z&#x113; pastaig&#x101;j&#x101;s tr&#x16B;c&#x12B;gi &#x123;&#x113;rbies nepaz&#x12B;stams jauneklis. Labu laiku noso|ojis pa ielu �urp un turp neap&#x146;&#x113;m&#x12B;gi k&#x101; m&#x12B;l&#x113;t&#x101;js, kas neiedro�in&#x101;s ierasties pie savas pirm&#x101;s m&#x12B;&#x13C;&#x101;k&#x101;s, lai cik ar&#x12B; t&#x101; b&#x16B;tu pieejama, vi&#x146;� beidzot ieg&#x101;ja pa durvTm un jaut&#x101;ja, vai maestro Fransu&#x101; Porbuss m&#x101;j&#x101;s. Kad vec&#x101; sieviete, kas slauc&#x12B;ja priek�namu, atbild&#x113;ja apstiprino�i, jauneklis s&#x101;ka l&#x113;n&#x101;m k&#x101;pt aug�&#x101;, apst&#x101;damies ik uz pak&#x101;piena k&#x101; nule iecelts galminieks, kas noba�&#x12B;jies par to, k&#x101; vi&#x146;u pie&#x146;ems karalis. Uzk&#x101;pis pa v&#x12B;t&#x146;u k&#x101;pn&#x113;m l&#x12B;dz galam, vi&#x146;� br&#x12B;di st&#x101;v&#x113;ja nezi&#x146;&#x101;, vai &#x137;erties pie &#x113;rmot&#x101; veser&#x12B;�a, kas rot&#x101;ja darbn&#x12B;cas durvis, aiz kur&#x101;m, bez �aub&#x101;m, str&#x101;d&#x101;ja Indri&#x137;a IV gleznot&#x101;js, ko Marija Medi�i<sup>1</sup> bija atst&#x16B;musi Rubensa d&#x113;&#x13C;. Jaunekli p&#x101;r&#x146;&#x113;ma savi&#x13C;&#x146;ojums, k&#x101;ds dro�i vien alla� licis notr&#x12B;c&#x113;t lielu m&#x101;kslinieku sird&#x12B;m, kad tie jaun&#x12B;bas un m&#x101;kslas m&#x12B;lest&#x12B;bas aizraut&#x12B;b&#x101; tuvoju�ies &#x123;eni&#x101;lam cilv&#x113;kam vai m&#x101;kslas darbam. Ikviena cilv&#x113;ka izj&#x16B;ta s&#x101;kum&#x101; ir zieds, kuru uzplauc&#x113;jusi c&#x113;la saj&#x16B;sma, kas ar laiku pamaz&#x101;m gaist, kam&#x113;r laime vairs ir tikai atmi&#x146;as un slava � meli. No vis&#x101;m v&#x101;raj&#x101;m j&#x16B;t&#x101;m visvair&#x101;k l&#x12B;dz&#x12B;ga m&#x12B;lest&#x12B;bai ir t&#x101;da jauna m&#x101;kslinieka dedz&#x12B;ba, kur� tikko uz&#x146;&#x113;mies sava slavas un posta apz&#x12B;mogot&#x101; likte&#x146;a br&#x12B;ni�&#x137;&#x101;s mokas, dedz&#x12B;ba, kas pilna drosmes un bikluma, nenoteiktas pa&#x13C;&#x101;v&#x12B;bas un nenov&#x113;rdama izmisuma. Ja cilv&#x113;ks, kam ir tuk�s maks un tikko atrais&#x12B;jies talants, ierazdamies pie liela meistara, nav dzi&#x13C;i aizkustin&#x101;ts, tad vi&#x146;am vienm&#x113;r pietr&#x16B;ks k&#x101;das st&#x12B;gas dv&#x113;sel&#x113;, k&#x101;da otas vilciena, k&#x101;das izj&#x16B;tas darb&#x101;, zin&#x101;mas dzejisk&#x101;s ekspresijas. Ja da�i pa�p&#x101;rliecin&#x101;ti liel&#x12B;bnieki p&#x101;ragri pa&#x13C;aujas uz savu n&#x101;kotni, tad vien&#x12B;gi mu&#x13C;&#x137;i t&#x101;dus notur par gudriem. No �&#x101;da viedok&#x13C;a raugoties, sve�ais jauneklis lik&#x101;s patie�&#x101;m apd&#x101;vin&#x101;ts, � ja talantu m&#x113;rojam p&#x113;c pirm&#x101; bikluma, neizskaidrojam&#x101;s kautr&#x12B;bas, ko slavas t&#x12B;kot&#x101;ji dr&#x12B;z vien zaud&#x113;, darbojoties sav&#x101; m&#x101;kslas nozar&#x113;, k&#x101; skaistas sievietes zaud&#x113; kautr&#x12B;bu ko&#x137;et&#x113;jot. Kad cilv&#x113;ks pierod pie pan&#x101;kumiem, vi&#x146;a �aubas z&#x16B;d, un varb&#x16B;t kautr&#x12B;ba ar&#x12B; ir �aubas. Tr&#x16B;kuma nom&#x101;kts un tobr&#x12B;d , pats p&#x101;rsteigts par savu p&#x101;rdro�&#x12B;bu, nabaga neofits<sup>2 </sup>neb&#x16B;tu ieg&#x101;jis pie gleznot&#x101;ja, kam mums j&#x101;pateicas par br&#x12B;ni�&#x137;&#x12B;go Indri&#x137;a IV portretu, ja pavisam negaid&#x12B;ti vi&#x146;am neb&#x16B;tu pal&#x12B;dz&#x113;jusi nejau�&#x12B;ba. K&#x101;ds sirmgalvis k&#x101;pa aug�&#x101; pa k&#x101;pn&#x113;m. P&#x113;c d&#x12B;vain&#x101; ap&#x123;&#x113;rba, grezn&#x101;s me�&#x123;i&#x146;u apkakles, p&#x113;c noteikt&#x101;s, dro�&#x101;s gai-tas jauneklis noprata, ka �is v&#x12B;rs ir gleznot&#x101;ja draugs vai mecen&#x101;ts, un, dodams vi&#x146;am ce&#x13C;u, pavirz&#x12B;j&#x101;s s&#x101;&#x146;us |</p><p>uz k&#x101;p&#x146;u laukumi&#x146;a un zi&#x146;k&#x101;r&#x12B;gi nop&#x113;t&#x12B;ja sirmgalvi, cer&#x113;dams saskat&#x12B;t vi&#x146;&#x101; m&#x101;kslinieka labsird&#x12B;go dabu vai m&#x101;kslas cien&#x12B;t&#x101;ja pakalp&#x12B;go raksturu, ta�u ieraudz&#x12B;ja vi&#x146;a sej&#x101; kaut ko velni�&#x137;&#x12B;gu, to nenosak&#x101;mo, kas vienm&#x113;r valdzina m&#x101;ksliniekus. Iedom&#x101;jieties kailu, izliektu, uz priek�u izvirz&#x12B;tu pieri p&#x101;r mazu, saspiestu, uzrauktu degunteli k&#x101; Rabl&#x113; vai Sokr&#x101;tam, zobgal&#x12B;gu, grumbu ieskautu muti, &#x12B;su, lepni paceltu zodu, ko rot&#x101; sirma, smaili apcirpta b&#x101;rda, j&#x16B;ras za&#x13C;as acis, kuras �&#x137;ita gadu gait&#x101; zaud&#x113;ju�as spo�umu, bet, sprie�ot p&#x113;c kontrasta ar perlamutra baltumu, kas ietv&#x113;ra redzokli, dro�i vien da�k&#x101;rt dusmu vai saj&#x16B;smas br&#x12B;�os �aud&#x12B;ja zibsn&#x12B;jo�us skatienus. Turkl&#x101;t seju bija d&#x12B;vaini apz&#x12B;mogojis nogurums, ko rada vecums un v&#x113;l vair&#x101;k domas, kuras sagrau� tiklab dv&#x113;seli, k&#x101; miesu. Ac&#x12B;m vairs nebija skropstu, un virs to dobumu izci&#x13C;&#x146;iem tik tikko var&#x113;ja man&#x12B;t uzacu p&#x113;das. Uzlieciet �o galvu uz trausla un v&#x101;rga rumpja, iekaus&#x113;jiet to ar �ilbino�i balt&#x101;m me�&#x123;in&#x113;m, uzmetiet uz sirmgalvja meln&#x101; kamzo&#x13C;a smagu zelta &#x137;&#x113;di, un j&#x16B;s g&#x16B;sit aptuvenu priek�statu par �o cilv&#x113;ku, kam puskr&#x113;sla k&#x101;p&#x146;u telp&#x101; pie�&#x137;&#x12B;ra kaut ko fantastisku. Var&#x113;tu dom&#x101;t, ka Rembranta gleznots portrets, izk&#x101;pis no r&#x101;mja, klusi so&#x13C;o lielajam gleznot&#x101;jam rakstur&#x12B;gaj&#x101;, tum�aj&#x101; atmosf&#x113;r&#x101;. Sirmgalvis uzmeta jauneklim p&#x113;t&#x12B;jo�u skatienu, tr&#x12B;sreiz pieklauv&#x113;ja pie durv&#x12B;m un sac&#x12B;ja slim&#x12B;gajam, gadus �etrdesmit vecajam v&#x12B;ram, kas vi&#x146;us ielaida:</p><p>� Labdien, maesfrol</p><p>Porbuss godbij&#x12B;gi paklan&#x12B;j&#x101;s, j&#x101;va ien&#x101;kt jauneklim, dom&#x101;dams, ka sirmgalvis atvedis vi&#x146;u l&#x12B;dzi, un turpm&#x101;k nelik&#x101;s par vi&#x146;u zinis � jo vair&#x101;k t&#x101;p&#x113;c, ka neo-<emphasis>fits</emphasis> palika st&#x101;vam k&#x101; sastindzis burv&#x12B;bas var&#x101;, k&#x101;du izj&#x16B;t ikviens dzimis gleznot&#x101;js, pirmoreiz ieraugot meistara darbn&#x12B;cu, kur&#x101; vi&#x146;am atkl&#x101;jas da�s labs degrades nosl&#x113;pums. Liels logs griestu velv&#x113; apgaismoja meistara Porbusa darbn&#x12B;cu. Koncentr&#x113;dam&#x101;s uz molberta audeklu, ko bija sk&#x101;ru�i tikai divi tr&#x12B;s palsi otas vilcieni, dienas gaisma neaizsniedza pla�&#x101;s telpas tum�os, dzijos kaktus. Vien&#x12B;gi da�i r&#x16B;sganaj&#x101; pustums&#x101; nokl&#x12B;du�i atspulgi lika iezalgoties sudraba vizujiem uz v&#x101;cu j&#x101;tnieka bru&#x146;&#x101;m, kas kar&#x101;j&#x101;s pie sienas, negaidot asi iez&#x12B;m&#x113;ja senlaic&#x12B;gas, neparastiem traukiem piebl&#x12B;v&#x113;tas bufetes izgriezto, pul&#x113;to dzegu vai ie�uva mirdzo�us d&#x16B;rienus vecu brok&#x101;ta aizkaru graudainaj&#x101; audum&#x101;, kas, sak&#x101;rtots dzij&#x101;s krok&#x101;s, noder&#x113;ja par fonu modelim. Uz plauktiem un galdi&#x146;iem st&#x101;v&#x113;ja &#x123;ip�a nol&#x113;jumi, ant&#x12B;ko dievie�u skulpt&#x16B;ru fragmenti un torsi, ko gadu simte&#x146;u sk&#x16B;psti ar m&#x12B;lest&#x12B;bu bija nosl&#x12B;p&#x113;ju�i. Neskait&#x101;mas skices, studijas tr&#x12B;skr&#x101;sain&#x101; pastel&#x12B; vai sangvin&#x101; un spalvas z&#x12B;m&#x113;jumi kl&#x101;ja sienas l&#x12B;dz pat griestiem. Kr&#x101;su k&#x101;rbas, e|Jas un esences pudeles, apg&#x101;ztas taburetes atst&#x101;ja br&#x12B;vu tikai �auru eju l&#x12B;dz</p><image l:href="#3"/><p>gaismas lokam zem plat&#x101;, augst&#x101; loga, pa kuru stari krita tie�i uz Porbusa b&#x101;l&#x101;s sejas un neperas.&#x101; sirmgalvja zilo&#x146;kaula kr&#x101;sas pieres. Dr&#x12B;z jaunek|a uzman&#x12B;bu piln&#x12B;gi saist&#x12B;ja tikai viena vien&#x12B;ga glezna, kura pat �ai nemieru un trauksmju laik&#x101; jau bija k|uvusi slavena un kuru apl&#x16B;kot n&#x101;ca viens otrs no tiem st&#x16B;rgalvjiem, kam mums j&#x101;pateicas par sv&#x113;t&#x101;s uguns nosarg&#x101;�anu jaunaj&#x101;s dien&#x101;s. Skaist&#x101; glezna att&#x113;loja &#x112;&#x123;iptes Mariju<sup>3</sup>, kas patlaban gatavojas maks&#x101;t laiviniekam par p&#x101;rcel�anu. So br&#x12B;ni�&#x137;&#x12B;go Marijai Medi�i gleznoto �edevru vi&#x146;a pati tr&#x16B;kuma laik&#x101; bija p&#x101;rdevusi.</p><p>� Tava sv&#x113;t&#x101; man pat&#x12B;k, � sirmgalvis sac&#x12B;ja Por-busam, � un es b&#x16B;tu ar mieru maks&#x101;t par to desmit zelta ek&#x12B; vair&#x101;k, nek&#x101; tev dod karaliene, bet sacensties ar vi&#x146;u � pie velnal</p><p>� Jums glezna liekas laba?</p><p>� &#x41D;&#x430;, hal � vecais izsauc&#x101;s. � Laba? J&#x101; un n&#x113;. Sieviete gan t&#x12B;ri labi uztriepta, bet vi&#x146;a nav dz&#x12B;va. J&#x16B;s, m&#x101;kslinieki, iedom&#x101;jaties, ka esat izdar&#x12B;ju�i visu, ja jums izdevies uzz&#x12B;m&#x113;t pareizu fig&#x16B;ru, kur p&#x113;c anatomijas likumiem viss ir sav&#x101; viet&#x101;l J&#x16B;s izkr&#x101;sojat z&#x12B;m&#x113;jumu miesas to&#x146;os, kas iepriek� sajaukti uz j&#x16B;su paletes, cenzdamies vienu pusi nokl&#x101;t tum�&#x101;ku nek&#x101; otru, un, t&#x101; k&#x101; j&#x16B;s laiku pa laikam uzmetat acis kailai</p><p>sievietei, kas st&#x101;v uz paaugstin&#x101;juma, jums �&#x137;iet, ka atveidojat dabu, j&#x16B;s iedom&#x101;jaties, ka esat gleznot&#x101;ji, ka esat izv&#x12B;lu�i debes&#x12B;m dievi�&#x137;o nosl&#x113;pumu! Brrl Lai b&#x16B;tu liels dzejnieks, nepietiek p&#x101;rzin&#x101;t sintaksi un izvair&#x12B;ties no valodas k&#x13C;&#x16B;d&#x101;mi Uzl&#x16B;ko savu sv&#x113;to, Por-busl No pirm&#x101; skatiena t&#x101; liekas br&#x12B;ni�&#x137;&#x12B;ga, bet, uzmetot acis otrreiz, m&#x113;s ieraug&#x101;m, ka t&#x101; ir piel&#x12B;m&#x113;ta pie audekla un nav iesp&#x113;jams apiet tai apk&#x101;rt. Tas ir siluets, vi&#x146;ai ir tikai viena puse, t&#x101; ir izgriezta kont&#x16B;ra, t&#x113;ls, kas nevar ne pakust&#x113;ties, ne main&#x12B;t st&#x101;vokli. Starp roku un gleznas fonu nav j&#x16B;tams gaiss, tr&#x16B;kst telpas un dzi&#x13C;uma, lai gan ar perspekt&#x12B;vu viss ir k&#x101;rt&#x12B;b&#x101;, atmosf&#x113;ras nianses nov&#x113;rotas prec&#x12B;zi; tom&#x113;r, par sp&#x12B;ti tik slav&#x113;jam&#x101;m p&#x16B;l&#x113;m, nekas mani nep&#x101;rliecina, ka �ai skaistaj&#x101; &#x137;ermen&#x12B; pl&#x16B;st dz&#x12B;v&#x12B;bas silt&#x101; elpa. Man liekas, ja es piedurtu roku tvirtaj&#x101;m, apa&#x13C;aj&#x101;m kr&#x16B;t&#x12B;m, tad sajustu t&#x101;s aukstas k&#x101; marmoru! N&#x113;, draugs, zem �&#x101;s zilo&#x146;kaula kr&#x101;sas &#x101;das nerit asinis, dz&#x12B;v&#x12B;bas purpursarkan&#x101; rasa nepiebried&#x113; v&#x113;nas un dz&#x12B;sli&#x146;as, kas sazarojas t&#x12B;kl&#x101; zem deni&#x146;u un kr&#x16B;�u dzintarain&#x101; dzidruma. 5&#x12B; vieta puls&#x113;, turpret&#x12B; t&#x101; ir glu�i stinga, dz&#x12B;v&#x12B;ba un n&#x101;ve c&#x12B;n&#x101;s katr&#x101; deta&#x13C;&#x101;: �eit j&#x16B;tams, ka t&#x101; ir sieviete, tur t&#x101; ir statuja, v&#x113;l t&#x101;l&#x101;k � l&#x12B;&#x137;is. Tas, ko tu esi rad&#x12B;jis, <emphasis>ir</emphasis> nepiln&#x12B;gs. Lolotaj&#x101; m&#x101;kslas darb&#x101; tev izdevies iedvest tikai da&#x13C;u savas dv&#x113;seles. Ne vienreiz vien Prometeja l&#x101;pa lav&#x101;s rok&#x101;s nodzisusi, un daudz&#x101;s viet&#x101;s tava glezna palikusi dievi�&#x137;&#x101;s liesmas neskarta.</p><p>� Bet k&#x101;p&#x113;c, d&#x101;rgais maestro? � Porbuss godbij&#x12B;gi jaul&#x101;ja sirmgalvim, kam&#x113;r jauneklis ar p&#x16B;l&#x113;m novald&#x12B;j&#x101;s, nemeties p&#x113;l&#x113;jam virs&#x16B;.</p><p>� Tad paklausies, � s&#x12B;kais ve�uks sac&#x12B;ja. � Tu esi sv&#x101;rst&#x12B;jies starp div&#x101;m sist&#x113;m&#x101;m � starp z&#x12B;m&#x113;jumu un kolor&#x12B;tu, starp veco v&#x101;cu meistaru v&#x113;so s&#x12B;kumain&#x12B;bu, st&#x12B;vo precizit&#x101;ti un it&#x101;lie�u gleznot&#x101;ju �ilbino�o kv&#x113;li, laim&#x12B;go p&#x101;rpiln&#x12B;bu. Tu grib&#x113;ji atdarin&#x101;t vienlaikus Hansu Holbeinu un Tici&#x101;nu, Albrehtu D&#x12B;reru un Paolo Veron&#x113;zi. Protams, di�i centieni! Bet kas notika? Tev neizdev&#x101;s sasniegt ne attur&#x12B;guma skarbo pievilc&#x12B;bu, ne gaism&#x113;nas m&#x101;n&#x12B;go burv&#x12B;bu. K&#x101; izkaus&#x113;ta bronza salau� p&#x101;r&#x101;k nestipru veidni, t&#x101; �ai viet&#x101; Tici&#x101;na bag&#x101;t&#x12B;g&#x101;s, spilgtas kr&#x101;sas salauzu�as Albrehta D&#x12B;rera skop&#x101;s kont&#x16B;ras. Citur z&#x12B;m&#x113;jums ir iztur&#x113;jis un saglab&#x101;jis ven&#x113;cie�u paletes d&#x101;snos palus. Tav&#x101; sieviet&#x113; nav piln&#x12B;gs ne z&#x12B;m&#x113;jums, ne kolor&#x12B;ts, taj&#x101; viscaur man&#x101;mas no�&#x113;lojamas nenoteikt&#x12B;bas p&#x113;das. Ja tu nej&#x16B;ties pietiekami stiprs, lai sava &#x123;&#x113;nija ugun&#x12B; sakaus&#x113;tu abus glezno�anas veidus, kuri v&#x113;l aizvien c&#x12B;n&#x101;s sav&#x101; starp&#x101;, tad vajadz&#x113;ja god&#x12B;gi izv&#x113;l&#x113;ties vai nu vienu, vai otru, lai pan&#x101;ktu vien&#x12B;bu, kas ir dz&#x12B;vas m&#x101;kslas priek�noteikums. Tu esi paties&#x12B;gs tikai vidusda&#x13C;&#x101;, citur tavas kont&#x16B;ras ir ne&#x12B;stas, t&#x101;s neko neietver un aiz t&#x101;m nekas nav j&#x16B;tams. Paties&#x12B;ba ir �eit, � sirmgalvis sac&#x12B;ja, nor&#x101;d&#x12B;dams uz sv&#x113;t&#x101;s kr&#x16B;t&#x12B;m. � Un tad v&#x113;l �eit, � vi&#x146;� turpin&#x101;ja, r&#x101;d&#x12B;dams punktu, kur uz gleznas beidz&#x101;s plecs. � Turpret&#x12B; �eit, � vecais atkal piev&#x113;rs&#x101;s kr&#x16B;�u vidusdajai, � viss ir aplam. Nem&#x113;&#x123;in&#x101;sim analiz&#x113;t, cit&#x101;di tu krit&#x12B;si izmisum&#x101;.</p><p>Vecis aps&#x113;d&#x101;s uz taburetes, sa&#x146;&#x113;ma galvu rok&#x101;s un klus&#x113;ja.</p><p>� Tom&#x113;r, maestro, � Porbuss iebilda, � lai uzgleznotu �&#x12B;s kr&#x16B;tis, esmu ilgi p&#x113;t&#x12B;jis kailu &#x137;ermeni. Ta�u, mums par nelaimi, da�i patiesi, dab&#x101; g&#x16B;ti iespaidi, atveidoti uz audekla, vairs neliekas ticami...</p><p>� M&#x101;kslas uzdevums nav dabu kop&#x113;t, m&#x101;kslas uzdevums ir dabu izleiktI M&#x101;kslinieks nav nek&#x101;ds norakst&#x12B;t&#x101;js, bet gan dzejnieksl � sirmgalvis spar&#x12B;gi iesauc&#x101;s, p&#x101;rtraukdams Porbusu ar valdon&#x12B;gu �estu. � Tad jau t&#x113;lniekam nevajadz&#x113;tu dar&#x12B;t neko citu k&#x101; tikai atliet &#x123;ips&#x12B; sievietiI Bet pam&#x113;&#x123;ini atliet savas m&#x12B;&#x13C;&#x101;k&#x101;s roku un noliec to sev priek�&#x101;! Tu ieraudz&#x12B;si l&#x12B;&#x137;a roku bez jebk&#x101;das l&#x12B;dz&#x12B;bas ar ori&#x123;in&#x101;lu un b&#x16B;si spiests uzmekl&#x113;t t&#x113;lnieka kaltu, kas, nesniedzot kopijas precizit&#x101;ti, atveidos kusl&#x12B;bu un dz&#x12B;v&#x12B;bu. Mums j&#x101;uztver visas rad&#x12B;bas un visu lietu dv&#x113;sele, j&#x113;ga, raksturs. Iespaidi! Iespaidi! Tie ta�u ir tikai dz&#x12B;ves nejau�&#x101;s par&#x101;d&#x12B;bas, nevis pati dz&#x12B;ve. Roka, ja reiz esmu izv&#x113;l&#x113;jies �o piem&#x113;ru, � roka nav tikai &#x137;erme&#x146;a da|a, t&#x101; izsaka un turpina domu, kas j&#x101;uztver un j&#x101;a.sedz. Ne gleznot&#x101;js, ne dzejnieks, ne t&#x113;lnieks nedr&#x12B;kst �&#x137;irt iespaidu no c&#x113;lo&#x146;a, kas ir nesaraujami saist&#x12B;ti viens ar otru. Te s&#x101;kas m&#x101;kslinieka &#x12B;st&#x101; c&#x12B;&#x146;a. Daudzi gleznot&#x101;ji g&#x16B;st pan&#x101;kumus t&#x12B;ri instinkt&#x12B;vi, nemaz nepaz&#x12B;dami m&#x101;kslu no �&#x101;da viedokja. J&#x16B;s gan z&#x12B;m&#x113;jat sievieti, bet vi&#x146;u neredzat! T&#x101; jums neizdosies ielauzties dabas nosl&#x113;pumainaj&#x101; burv&#x12B;b&#x101;. J&#x16B;su roka, jums pa�am to nemaz neapzinoties, atveido modeli, ko esat nokop&#x113;jis no sava skolot&#x101;ja. J&#x16B;s pietiekami neiedzi&#x13C;in&#x101;ties formas b&#x16B;t&#x12B;b&#x101;, jums pietr&#x16B;kst m&#x12B;lest&#x12B;bas un neatlaid&#x12B;bas, lai izsekotu t&#x101;s daudzveid&#x12B;bai un novirz&#x113;m. Skaistum&#x101; ir kaut kas bargs un nepieejams, tas tik viegli nedodas rok&#x101;, ir j&#x101;nogaida &#x12B;stais br&#x12B;dis, j&#x101;uzgl&#x16B;n tam, nemit&#x12B;gi tas j&#x101;vaj&#x101; un cie�i j&#x101;sapin, lai piespiestu to padoties. Forma ir l&#x12B;dz&#x12B;ga mitolo&#x123;ijas Protejam<sup>4</sup>, ta�u daudz vilt&#x12B;g&#x101;ka, daudz gr&#x16B;t&#x101;k notverama, un tikai p&#x113;c ilg&#x101;m c&#x12B;&#x146;&#x101;m izdodas piespiest to par&#x101;d&#x12B;ties sav&#x101; &#x12B;staj&#x101; izskat&#x101;. J&#x16B;s, viduv&#x113;jie gleznot&#x101;ji, parasti apmierin&#x101;ties ar pirmo, t&#x12B;ri &#x101;r&#x113;jo t&#x113;lu, k&#x101;d&#x101; t&#x101; jums atkl&#x101;jas, vai lab&#x101;kaj&#x101; gad&#x12B;jum&#x101; ar to, ko uztverat otrreiz, tre�o reizi, ia�u t&#x101; ner&#x12B;kojas tie, kas galu gal&#x101; tom&#x113;r uzvar �aj&#x101; c&#x12B;&#x146;&#x101;, �ie nepieveicamie gleznot&#x101;ji nejauj sevi apm&#x101;n&#x12B;t, vi&#x146;i neatlai�as, kam&#x113;r nav piespiedu�i dabu par&#x101;d&#x12B;ties glu�i kailai t&#x113;s &#x12B;staj&#x101; b&#x16B;t&#x12B;b&#x101;. T&#x101; r&#x12B;koj&#x101;s Rafaels, � to sac&#x12B;dams, sirmgalvis no&#x146;&#x113;ma melno samta cepur&#x12B;ti, lai apliecin&#x101;tu cie&#x146;u, k&#x101;du juta pret �o m&#x101;kslas karali. � Rafaela p&#x101;r&#x101;kuma pamats ir iek�&#x113;j&#x101; j&#x113;ga, kas vi&#x146;a darbos it k&#x101; tiecas lauzt formas ietvarus. Vi&#x146;a t&#x113;liem forma ir tas pats, kas mums: t&#x101; ir tulks, kam j&#x101;pau� idejas, izj&#x16B;tas, po&#x113;zijas daudzveid&#x12B;ba. Katrs t&#x113;ls ir vesela pasaule, tas ir portrets, kura di�en&#x101; v&#x12B;zij&#x101; skat&#x12B;to, apskaidroto, iek�&#x113;jas balss aicin&#x101;to modeli atsegusi dievi�&#x137;a roka, l&#x12B;dz ar to par&#x101;d&#x12B;dama izteiksmes avotus, kas rodami veselu m&#x16B;�u ilg&#x101; pag&#x101;tn&#x113;. J&#x16B;s savas sievietes iet&#x113;rpjat skaist&#x101; mies&#x101;, skaistos vij&#x146;os sak&#x101;rtojat vi&#x146;&#x101;m matus, bet kur paliek asinis, no k&#x101; dzimst miers vai kaisl&#x12B;bas, no k&#x101; atkar&#x12B;ga izj&#x16B;ta un iespaids? Tava sv&#x113;t&#x101; ir brunete, tom&#x113;r �eit, mans nabaga Porbus, pav&#x12B;d kaut kas no gai�matesl J&#x16B;su fig&#x16B;ras ir b&#x101;li, izkr&#x101;soti spoki, kam j&#x16B;s liekat pasl&#x12B;d&#x113;t mums gar ac&#x12B;m, � un to j&#x16B;s saucat par glezniec&#x12B;bu un m&#x101;kslul T&#x101;p&#x113;c vien, ka esat att&#x113;loju�i ko t&#x101;du, kas vair&#x101;k l&#x12B;dzin&#x101;s sievietei nek&#x101; m&#x101;jai, j&#x16B;s dom&#x101;jat, ka m&#x113;r&#x137;is sasniegts, un, juzdamies lepni, ka jums nav j&#x101;pieraksta blakus sav&#x101;m fig&#x16B;r&#x101;m currus venustus<sup>5</sup> vai p u I c h e r homo<sup>6</sup>, k&#x101; to dar&#x12B;ja pirmatn&#x113;jie gleznot&#x101;ji, j&#x16B;s iedom&#x101;jaties, ka esat br&#x12B;ni�&#x137;&#x12B;gi m&#x101;kslinieki! Vai, vai! M&#x113;r&#x137;is v&#x113;l nav sasniegts, m&#x12B;&#x13C;ie draugi, jums v&#x113;l j&#x101;izlieto daudz z&#x12B;muju, j&#x101;apglezno daudz audekla, pirms to sasniegsit. Protams, tie�i t&#x101; sieviete m&#x113;dz pieliekt galvu, t&#x101; vi&#x146;a satur sv&#x101;rkus, ar tie�i t&#x101;du padev&#x12B;gu maigumu acu skatiens k&#x13C;&#x16B;st gurds un aizpl&#x12B;vurots, tie�i t&#x101; uz vaigiem nopl&#x12B;vo skropstu tr&#x12B;co�&#x101; &#x113;na. Tas viss ir t&#x101;, un tom&#x113;r tas nav tas. K&#x101; tur tr&#x16B;kst? T&#x12B;r&#x101; nieka, bet �is nieks ir viss. J&#x16B;s gan esat uztv&#x113;ru�i dz&#x12B;ves &#x101;r&#x113;j&#x101;s par&#x101;d&#x12B;bas, bet neatsedzat t&#x101;s p&#x101;ri pl&#x16B;sto�o piln&#x12B;bu, to v&#x101;rdos neizsak&#x101;mo, kas varb&#x16B;t ir dv&#x113;sele un l&#x12B;dz&#x12B;gi d&#x16B;makai virmo ap &#x101;r&#x113;jo �aulu; un, visbeidzot, j&#x16B;su darbos nav t&#x101; dz&#x12B;v&#x12B;bas pilnplaukuma, ko pratu�i tvert Tici&#x101;ns un Rafaels. &#x145;emot par izejas punktu j&#x16B;su sasniegumu virsotni, varb&#x16B;t izdotos rad&#x12B;t lieliskas gleznas, ta�u j&#x16B;s p&#x101;rlieku &#x101;tri pagurstat. Parastais skat&#x12B;t&#x101;js gan j&#x16B;smo par j&#x16B;su audekliem, bet &#x12B;sts lietprat&#x113;js pasm&#x12B;n. Ai Mab&#x12B;z, mans skolot&#x101;j, � d&#x12B;vainais sirmgalvis piebilda,</p><p>� tu esi laup&#x12B;t&#x101;js, Mab&#x12B;z, tu esi nolaup&#x12B;jis un aiznesis sev l&#x12B;dzi dz&#x12B;v&#x12B;bu! � Un tom&#x113;r, � vi&#x146;� turpin&#x101;ja,</p><p>� �&#x12B; glezna ir lab&#x101;ka nek&#x101; bezkau&#x146;as Rubensa audekli ar fl&#x101;mu ga&#x13C;as bl&#x101;&#x137;iem, kurus vi&#x146;� nokl&#x101;jis ar cinobru, t&#x101; ir lab&#x101;ka par vi&#x146;a rudo matu straum&#x113;m un kr&#x101;su jezgu. Jums vismaz te ir kolor&#x12B;ts, izj&#x16B;ta un z&#x12B;m&#x113;jums, tr&#x12B;s galvenie m&#x101;kslas elementi.</p><p>� Bet �&#x12B; sv&#x113;t&#x101; ir br&#x12B;ni�&#x137;&#x12B;ga, mans kungs! � ska&#x13C;i iesauc&#x101;s jauneklis, pamozdamies no dzij&#x101;m p&#x101;rdom&#x101;m. � Ab&#x101;s fig&#x16B;r&#x101;s, k&#x101; sv&#x113;taj&#x101;, t&#x101; p&#x101;rc&#x113;l&#x101;j&#x101;, j&#x16B;tams t&#x101;ds ieceres smalkums, k&#x101;du velti mekl&#x113;t it&#x101;lie�u gleznot&#x101;ju darbos; es nezinu nevienu no vi&#x146;iem, kas b&#x16B;tu iedom&#x101;jies att&#x113;lot laivinieka sv&#x101;rst&#x12B;gumu.</p><p>� Vai tas gudrinieks ir j&#x16B;su pazi&#x146;a? � Porbuss jaut&#x101;ja sirmgalvim.</p><p>� Piedodiet manu p&#x101;rdro�&#x12B;bu, � jauneklis pietv&#x12B;cis atbild&#x113;ja. � Esmu sve�inieks, nej&#x113;ga, triepju, k&#x101; protu; tikai nesen ierados �ai pils&#x113;t&#x101;, kas ir visu zin&#x101;�anu avots.</p><p>� Nu tad pie darba! � Porbuss sac&#x12B;ja, pasniegdams jauneklim sarkanu z&#x12B;muli un pap&#x12B;ra lapu.</p><p>Sve�inieks veikli uzz&#x12B;m&#x113;ja Marijas fig&#x16B;ras kopiju.</p><p>� Ohol � sirmgalvis izsauc&#x101;s. � K&#x101;ds ir j&#x16B;su v&#x101;rds?</p><p>Jauneklis parakst&#x12B;j&#x101;s zem z&#x12B;m&#x113;juma: �Nikol&#x101; Pus&#x113;ns.�</p><p>� Ies&#x101;c&#x113;jam tas nemaz nav slikti, � noteica d&#x12B;vainais sirmgalvis, kas tik kaisl&#x12B;gi spriedel&#x113;ja. � Es redzu, tav&#x101; kl&#x101;tb&#x16B;tn&#x113; var run&#x101;t par glezniec&#x12B;bu. Nenosodu tevi t&#x101;p&#x113;c, ka tu saj&#x16B;smin&#x101;jies par Porbusa sv&#x113;to. It visu ac&#x12B;s tas ir �edevrs, un tikai tie, kas iepazinu�i visdzi&#x13C;&#x101;kos m&#x101;kslas nosl&#x113;pumus, sp&#x113;j atkl&#x101;t, k&#x101;d&#x101; zi&#x146;&#x101; gleznot&#x101;js gr&#x113;ko. Bet, t&#x101; k&#x101; tu esi m&#x101;c&#x12B;bas cien&#x12B;gs un sp&#x113;j&#x12B;gs to saprast, es tev t&#x16B;l&#x12B;t par&#x101;d&#x12B;�u, cik maz vajadz&#x113;ja, lai darbs b&#x16B;tu piln&#x12B;gs. Skaties ar ab&#x101;m ac&#x12B;m un visu iegaum&#x113;, varb&#x16B;t tev nekad vairs negad&#x12B;sies t&#x101;da izdev&#x12B;ba pam&#x101;c&#x12B;ties. Dod �urp savu paleti, Porbusl</p><p>Porbuss aizg&#x101;ja p&#x113;c paletes un ot&#x101;m. Ve�uks ar strauju, krampjainu kust&#x12B;bu atrot&#x12B;ja piedurknes, ieb&#x101;za &#x12B;k�&#x137;i Porbusa pasniegtaj&#x101;, ar da�&#x101;diem to&#x146;iem izraibin&#x101;taj&#x101; palet&#x113; un nevis pa&#x146;&#x113;ma, bet rau�us izr&#x101;va no t&#x101; rok&#x101;m sai�&#x137;i visda�&#x101;d&#x101;k&#x101; biezuma otu. Vi&#x146;a &#x137;&#x12B;|b&#x101;r-di&#x146;a nodreb&#x113;ja aiz draud&#x12B;ga sasprindzin&#x101;juma, kas pauda kaisl&#x12B;gas izt&#x113;les apm&#x101;t&#x12B;bu. &#x145;emdams ar otu kr&#x101;su, vi&#x146;� caur zobiem &#x146;urd&#x113;ja:</p><p>� 5os to&#x146;us vajadz&#x113;tu izmest pa logu kop&#x101; ar v&#x12B;ru, kas tos sajaucis, tie ir tik j&#x113;li un nedabiski, ka j&#x101;lec vai no &#x101;das lauk&#x101;l K&#x101; lai ar tiem glezno?</p><p>Tad vi&#x146;� drud�ain&#x101; steig&#x101; iem&#x113;rca otas gali&#x146;u da�&#x101;d&#x101;s kr&#x101;s&#x101;s, p&#x101;rskriedams visu to&#x146;u gammu &#x101;tr&#x101;k nek&#x101; bazn&#x12B;cas &#x113;r&#x123;elnieks klaviat&#x16B;ru, sp&#x113;l&#x113;jot Lieldien&#x101;s �O filii�<sup>7</sup>.</p><p>Porbuss un Pus&#x113;ns nekust&#x12B;gi st&#x101;v&#x113;ja katrs sav&#x101; pus&#x113; gleznai, iegrimu�i aizraut&#x12B;g&#x101; v&#x113;ro�an&#x101;.</p><p>� Vai redzi, jaunekli, � sirmgalvis neatskat&#x12B;damies run&#x101;ja, � vai redzi, k&#x101; ar trim �etriem otas vilcieniem</p><p>un pl&#x101;nu iezilganu plankumi&#x146;u var likt gaisam virmot ap nabaga sv&#x113;t&#x101;s galvu, kura dro�i vien slapa nost sabiezin&#x101;taj&#x101; atmosf&#x113;rai Pal&#x16B;kojies, ka tagad pl&#x12B;vo drap&#x113;jums: nu ir saprotams, ka v&#x113;ja p&#x16B;sma to vi&#x13C;&#x146;ol Pirm&#x101; &#x43A; tas izskat&#x12B;j&#x101;s ka iest&#x12B;vin&#x113;ts un ar sprau�amada-t&#x101;m satur&#x113;ts audekls. Vai tu iev&#x113;ro, cik labi �is samtaini vizmojo�ais tonis, ko nupat uzliku uz kr&#x16B;t&#x12B;m, atveido jaunas sievietes &#x113;das sul&#x12B;go vingrumu un k&#x101; sarkanbr&#x16B;na un okera sajaukums sasilda �&#x101;s milzu &#x113;nas v&#x113;so pel&#x113;kumu, kur stinga asinis, kam j&#x101;pl&#x16B;st dz&#x12B;sl&#x101;s? Jaunekli, jaunekli, to, ko es tev �eit r&#x101;du, neviens meistars nevar&#x113;tu tev iem&#x101;c&#x12B;t. Vien&#x12B;gi Mab&#x12B;zs zin&#x101;ja nosl&#x113;pumu, k&#x101; padar&#x12B;t fig&#x16B;ras dz&#x12B;vas. Mab&#x12B;zam bija tikai viens skolnieks � esi Man nav m&#x101;cek|u, un es jau esmu vecs. Tu esi pietiekami sapr&#x101;t&#x12B;gs, lai p&#x113;c t&#x101;, ko jauju tev nojaust, uzmin&#x113;tu p&#x101;r&#x113;jo.</p><p>Nep&#x101;rst&#x101;dams run&#x101;t, d&#x12B;vainais sirmgalvis piesk&#x101;r&#x101;s audeklam, dr&#x12B;z te, dr&#x12B;z tur: �eit divi otas vilcieni, tur � viens, ta�u katrreiz tie bija tik loti viet&#x101;, ka tagad glezna lik&#x101;s esam pavisam cita, gaismas caurausta glezna. Vecais str&#x101;d&#x101;ja ar kaisl&#x12B;gu dedz&#x12B;bu, t&#x101; ka vi&#x146;a augst&#x101;, kail&#x101; piere aprasoja sviedriem, vi&#x146;� r&#x12B;koj&#x101;s tik &#x101;tri, ar tik apraut&#x101;m, nepaciet&#x12B;g&#x101;m, sp&#x113;j&#x101;m kust&#x12B;b&#x101;m, ka jaunajam Pus&#x113;n&#x101;m �&#x137;ita, it k&#x101; &#x113;rmoto veci b&#x16B;tu aps&#x113;dis k&#x101;ds d&#x113;mons, kas liek fantastisk&#x101;</p><image l:href="#4"/><p>Struma darboties vi&#x146;a rokam neatkar&#x12B;gi no pa�a gribas. Acu p&#x101;rdabiskais mirdzums, krampjainas kust&#x12B;bas, kas �&#x137;ita k&#x101;da protesta izrais&#x12B;tas, lik&#x101;s pamatojam �o domu un gribot negribot ietekm&#x113;ja jaunek&#x13C;a izt&#x113;li. Vecais turpin&#x101;ja darbu run&#x101;dams:</p><p>� Plik�i Plak�l Plik�i Skaties, jaunais cilv&#x113;k, t&#x101; to uzzie�! �urpu, �urpu, mani s&#x12B;kie triepieni, iekv&#x113;liniet �o ledaino tonil Lai top! Nu, t&#x101;! � vi&#x146;� sac&#x12B;ja, uzburdams siltumu deta&#x13C;&#x101;m, kuru nedz&#x12B;vumu bija nop&#x113;lis, ar da�iem kr&#x101;sas plankumiem nov&#x113;rsdams temperamenta pretrun&#x12B;bu un pan&#x101;kdams ton&#x101;lu vienot&#x12B;bu, k&#x101;da piederas dedz&#x12B;gai &#x113;&#x123;iptietei. � Redzi, m&#x12B;&#x13C;ais: iz�&#x137;iro�ais ir beidzamais otas vilciens. Porbusam t&#x101;du p&#x113;d&#x113;jo triepienu bija simtiem, man � tikai viens. Par to, kas ir apak�&#x101;, neviens mums nepateiksies, iegaum&#x113;!</p><p>Beidzot vecais d&#x113;mons aprima un, pagriezies pret Porbusu un Pus&#x113;nu, kas bija glu�i m&#x113;mi aiz saj&#x16B;smas, sac&#x12B;ja:</p><p>� To gan v&#x113;l nevar sal&#x12B;dzin&#x101;t ar manu �Skaisto Nuaz&#x113;zi�, tom&#x113;r zem t&#x101;da darba jau var likt savu v&#x101;rdu. J&#x101;, es b&#x16B;tu ar mieru to dar&#x12B;t, � vi&#x146;� piebilda, pieceldamies, lai pa&#x146;emtu spoguli, kur&#x101; apl&#x16B;kot gleznu.</p><p>� Tagad iesim brokastot, � vi&#x146;� sac&#x12B;ja. � N&#x101;ciet abi uz manu mitekli. Man ir k&#x16B;pin&#x101;ts �&#x137;i&#x146;&#x137;is un labs</p><p>v&#x12B;nsi Ehfil Par sp&#x12B;ti smagajam laikam, m&#x113;s pat&#x113;rz&#x113;sim par glezniecTbul M&#x113;s esam sp&#x113;ks... Sis jauneklis ir sp&#x113;j&#x12B;gs puisis, � vi&#x146;� piebilda, uzsizdams Nikol&#x101; Pus&#x113;n&#x101;m uz pleca.</p><p>Tikai nupat ieraudz&#x12B;jis normandie�a l&#x113;t&#x101;s, apbru�&#x101;t&#x101;s dr&#x113;bes, vecais izvilka no jostas &#x101;das maku, parak&#x146;&#x101;j&#x101;s tan&#x12B;, pa&#x146;&#x113;ma divas zelta mon&#x113;tas un, r&#x101;d&#x12B;dams t&#x101;s jauneklim, teica:</p><p>� Es p&#x113;rku tavu z&#x12B;m&#x113;jumu.</p><p>� &#x145;em! � Porbuss sac&#x12B;ja Pus&#x113;n&#x101;m, redz&#x113;dams to nodrebam un piesarkstam aiz kauna, jo jaunajam m&#x101;ksliniekam piemita nabadz&#x12B;ga cilv&#x113;ka lepnums. � &#x145;em ta�u, vi&#x146;am zuten&#x12B; ir tikpat daudz naudas, cik karalim!</p><p>Visi tr&#x12B;s izg&#x101;ja no darbn&#x12B;cas un, spriezdami par m&#x101;kslu, aizsojoja l&#x12B;dz skaistai koka m&#x101;jai net&#x101;lu no Senmi�ela tilta. Pus&#x113;nu saj&#x16B;smin&#x101;ja &#x113;kas izrot&#x101;jumi, durvju veser&#x12B;tis, logu apmales, arabeskas. N&#x101;kamais gleznot&#x101;js p&#x113;k�&#x146;i atrad&#x101;s apak�st&#x101;va z&#x101;l&#x113;, kur kam&#x12B;n&#x101; spr&#x113;g&#x101;ja uguns, pie gardiem &#x113;dieniem apkrauta galda un � glu�i nedzird&#x113;ta laimei � divu lielu, vi&#x146;am v&#x113;l&#x12B;gu m&#x101;kslinieku sabiedr&#x12B;b&#x101;.</p><p>� Jaunais cilv&#x113;k, � Porbuss sac&#x12B;ja, redz&#x113;dams Pus&#x113;nu k&#x101; apstulbu�u st&#x101;vam pie k&#x101;das gleznas, � neiel&#x16B;kojieties p&#x101;r&#x101;k dzi&#x13C;i �ai glezn&#x101;, cit&#x101;di j&#x16B;s krit&#x12B;sit izmisum&#x101;.</p><image l:href="#5"/><p>Tas bija �&#x100;dams�, ko Mab&#x12B;zs bija uzgleznojis, lai izk&#x13C;&#x16B;tu no cietuma, kur vi&#x146;u p&#x101;rlieku ilgi tur&#x113;ja kreditori. &#x100;dama fig&#x16B;r&#x101; patie�&#x101;m izpaud&#x101;s t&#x101;ds realit&#x101;tes sp&#x113;ks, ka ar �o br&#x12B;di Nikol&#x101; Pus&#x113;ns s&#x101;ka saprast sirmgalvja neskaidro v&#x101;rdu &#x12B;sto j&#x113;gu. Vecais skat&#x12B;j&#x101;s uz gleznu ar apmierin&#x101;jumu, ta�u bez saj&#x16B;smas, it k&#x101; sac&#x12B;dams: �Es varu gleznot lab&#x101;ki�</p><p>� J&#x101;, taj&#x101; ir dz&#x12B;v&#x12B;ba, � vi&#x146;� teica, � mans nabaga skolot&#x101;js te p&#x101;rsp&#x113;jis pats sevi, tom&#x113;r gleznas di-benpl&#x101;n&#x101; v&#x113;l mazliet tr&#x16B;kst paties&#x12B;guma. Cilv&#x113;ks taj&#x101; tie�&#x101;m ir dz&#x12B;vs, vi&#x146;� ce&#x13C;as un t&#x16B;l&#x12B;t n&#x101;ks mums kl&#x101;t. Bet gaiss, debesis, v&#x113;j�, � viss, ko m&#x113;s elpojam, redzam un j&#x16B;tam, � t&#x101; tur nav. Turkl&#x101;t, tas ir tikai cilv&#x113;ksl Ta�u vien&#x12B;gaj&#x101; cilv&#x113;k&#x101;, ko nupat rad&#x12B;ju�as dieva rokas, vajadz&#x113;ja b&#x16B;t kaut kam dievi�&#x137;am, k&#x101; �eit tr&#x16B;kst. Mab&#x12B;zs pats to ar sap&#x12B;kumu atzina, kad nebija piedz&#x113;ries.</p><p>Pus&#x113;ns satraukt&#x101; zi&#x146;k&#x101;r&#x113; uzl&#x16B;koja dr&#x12B;z sirmgalvi, dr&#x12B;z Porbusu. Vi&#x146;� pieg&#x101;ja pie Porbusa, it k&#x101; grib&#x113;dams tam pajaut&#x101;t namat&#x113;va v&#x101;rdu, bet gleznot&#x101;js nosl&#x113;pumaini pielika pirkstu pie l&#x16B;p&#x101;m, un jauneklis, lai ar&#x12B; dzi&#x13C;i ieinteres&#x113;ts, cieta klusu, cer&#x113;dams, ka agri vai v&#x113;lu k&#x101;ds teiciens liks vi&#x146;am uzmin&#x113;t, k&#x101; sauc namat&#x113;vu, kura bag&#x101;t&#x12B;bu un talantu pietiekami</p><p>apliecin&#x101;ja Porbusa cie&#x146;a un �ai telpa sav&#x101;ktie br&#x12B;ni�&#x137;&#x12B;gie m&#x101;ksl&#x101;s darbi.</p><p>Ieraudz&#x12B;dams uz tum�a ozolkoka pane&#x13C;a gleznotu lielisku sievietes portretu, Pus&#x113;ns izsaucas:</p><p>� C<sup>!</sup>k skaists D�ord�onel</p><p>� N&#x113;, � sirmgalvis iebilda. � J&#x16B;s redzat vienu no maniem pirmajiem sm&#x113;r&#x113;jumiem ...</p><p>� Pie jodal Tad es atrodos glezniec&#x12B;bas dieva m&#x101;jokl&#x12B;! � Pus&#x113;ns vienties&#x12B;gi noteica.</p><p>Sirmgalvis pasmaid&#x12B;ja k&#x101; cilv&#x113;ks, kas jau sen pieradis pie t&#x101;diem slavin&#x101;jumiem.</p><p>� Meistar Frenhoferl � Porbuss ierun&#x101;j&#x101;s. � Vai j&#x16B;s m&#x16B;s nepacien&#x101;tu ar savu labo Reinas v&#x12B;nu?</p><p>� Lieku gald&#x101; divas kr&#x16B;kas! � vecais atbild&#x113;ja.</p><p>� Vienu k&#x101; atl&#x12B;dz&#x12B;bu par prieku, k&#x101;du man �or&#x12B;t sag&#x101;d&#x101;ja tava dai&#x13C;&#x101; gr&#x113;ciniece, un otru k&#x101; draudz&#x12B;bas pier&#x101;d&#x12B;jumu.</p><p>� Ai, ja mani past&#x101;v&#x12B;gi nemoc&#x12B;tu mana kaite un j&#x16B;s atjautu man apskat&#x12B;t j&#x16B;su �Skaisto Nuaz&#x113;zi�, � Porbuss sac&#x12B;ja, � tad es var&#x113;tu uzgleznot noz&#x12B;m&#x12B;gu gleznu: augstu, platu, ar dzi&#x13C;u fonu, kur visas fig&#x16B;ras b&#x16B;tu dabisk&#x101; lielum&#x101;.</p><p>� Par&#x101;d&#x12B;t savu darbu? � vecais glu�i satraukts iesauc&#x101;s. � N&#x113;, n&#x113;, tas v&#x113;l ir pilnveidojams! Vakar pievakar&#x113; man lik&#x101;s, ka esmu to jau pabeidzis. Vi&#x146;as acis man �&#x137;ita valgas, mies&#x101; puls&#x113;ja asinis. Matu p&#x12B;nes pl&#x12B;voja. Vi&#x146;a dva�ojat Lai gan esmu atradis l&#x12B;dzekli, k&#x101; uz gluda audekla atveidot dabas apa&#x13C;&#x101;s un reljef&#x101;s formas, tom&#x113;r �or&#x12B;t dienas gaism&#x101; man bija j&#x101;atz&#x12B;st, ka esmu k&#x13C;&#x16B;d&#x12B;jies. Ai, ail Lai g&#x16B;tu t&#x101;das p&#x101;rsteidzo�as sekmes, esmu pamat&#x12B;gi stud&#x113;jis lielos kolor&#x12B;ta meistarus, izp&#x113;t&#x12B;jis un analiz&#x113;jis katru otas vilcienu gaismas valdnieka Tici&#x101;na glezn&#x101;s. T&#x101;pat k&#x101; �is di�enais gleznot&#x101;js, es uzskic&#x113;ju seju gai�&#x101; ton&#x12B; ar sul&#x12B;giem, elast&#x12B;giem triepieniem, � jo &#x113;na ir tikai nejau�&#x12B;ba, iegaum&#x113; to, m&#x12B;&#x13C;aisl Tad atkal &#x137;&#x113;ros pie darba un ar pus&#x113;n&#x101;m un palsu laz&#x113;jumu, pak&#x101;peniski pamazin&#x101;dams t&#x101; caursp&#x12B;d&#x12B;gumu, ieguvu visstipr&#x101;k&#x101;s &#x113;nas l&#x12B;dz pat t&#x12B;ri melniem to&#x146;iem. Jo parasto gleznot&#x101;ju darbos &#x113;nas ir pavisam kas cits nek&#x101; apgaismot&#x101;s deta&#x13C;as, t&#x101;s ir koks, bronza, viss, ko v&#x113;laties, tikai ne cilv&#x113;ka miesa &#x113;n&#x101;. Ir j&#x16B;tams, ka, fig&#x16B;rai mainot st&#x101;vokli, &#x113;no-jumi nepazud&#x12B;s un nek&#x13C;&#x16B;s gai�i. Esmu izvair&#x12B;jies no �&#x101;s k&#x13C;&#x16B;das, ko pie&#x13C;auj daudzi &#x13C;oti iev&#x113;rojami gleznot&#x101;ji, un manos darbos baltums saman&#x101;ms pat zem visbiez&#x101;k&#x101; &#x113;nojuma. At�&#x137;ir&#x12B;b&#x101; no daudzajiem nej&#x113;g&#x101;m, kas iedom&#x101;jas pareizi z&#x12B;m&#x113;jam tikai t&#x101;p&#x113;c, ka r&#x16B;p&#x12B;gi un t&#x12B;ri uzvelk katru l&#x12B;niju, es nem&#x113;dzu asi iez&#x12B;m&#x113;t fig&#x16B;ru aprises un izcelt viss&#x12B;k&#x101;ko anatomisko deta&#x13C;u, jo cilv&#x113;ka &#x137;ermenis nebeidzas ar l&#x12B;nij&#x101;m, �ai zi&#x146;&#x101;</p><p>t&#x113;lniekiem ir iesp&#x113;ja vair&#x101;k tuvoties &#x12B;sten&#x12B;bai. Daba ietver sev&#x12B; veselu rindu apa|umu, kas iek|aujas cits cit&#x101;. Stingri sakot, z&#x12B;m&#x113;jums neeksist&#x113;t Nesmejieties, jaunais cilv&#x113;ki Lai cik sav&#x101;di jums liekas �ie v&#x101;rdi, reiz j&#x16B;s saprat&#x12B;sit to j&#x113;gu. L&#x12B;nija cilv&#x113;kam ir l&#x12B;dzeklis, kas pal&#x12B;dz saprast gaismas iedarb&#x12B;bu uz priek�metiem, ta�u dab&#x101;, kur viss ir apjom&#x12B;gs, nav l&#x12B;niju: z&#x12B;m&#x113;jums rodas model&#x113;jot, citiem v&#x101;rdiem, atdalot priek�metus no to vides; vien&#x12B;gi gaismas sadal&#x12B;jums pie�&#x137;ir &#x137;ermenim <emphasis>apveidu! Es</emphasis> nesastindzin&#x101;ju uzmetuma l&#x12B;nijas, bet p&#x101;rkl&#x101;ju kont&#x16B;ras ar gai�u un siltu pusto&#x146;u d&#x16B;maku, un t&#x101;p&#x113;c nevar noteikti par&#x101;d&#x12B;t ar pirkstu vietu, kur kont&#x16B;ras saskaras ar fonu. Tuvum&#x101; darbs liekas irds un tam it k&#x101; tr&#x16B;ktu precizit&#x101;tes, ta�u divu so|u att&#x101;lum&#x101; katra deta&#x13C;a k&#x13C;&#x16B;st tvirta, noteikta un at�&#x137;ir&#x12B;ga, &#x137;ermenis ir sp&#x113;j&#x12B;gs pagriezties, formas top reljefas, visapk&#x101;rt J&#x16B;t pl&#x16B;stam gaisu. Tom&#x113;r v&#x113;l es neesmu apmierin&#x101;ts, mani m&#x101;c �aubas: varb&#x16B;t lab&#x101;k vajadz&#x113;ja iztikt bez neviena z&#x12B;mu&#x13C;a vilciena un s&#x101;kt fig&#x16B;ru no vidus, vispirms atveidojot visvair&#x101;k apgaismotos izci&#x13C;&#x146;us, lai p&#x113;c tam p&#x101;rietu pie tum�&#x101;kaj&#x101;m da&#x13C;&#x101;m. Vai t&#x101; <emphasis>nedara</emphasis> saule, Visuma dievi�&#x137;&#x12B;gais gleznot&#x101;js? Ai daba, daba, vai k&#x101;ds jebkad sp&#x113;jis tevi, m&#x16B;�am b&#x113;go�o, notvert? Iegaum&#x113;jiet: p&#x101;r&#x101;k lielas zin&#x101;�anas, t&#x101;pat k&#x101; zin&#x101;�anu tr&#x16B;kums, noved pie nolieguma. Es �aubos par savu darbu!</p><p>Br&#x12B;di klus&#x113;jis, sirmgalvis ats&#x101;ka:</p><p>� Nu jau b&#x16B;s desmit gadu, jaunais cilv&#x113;k, kop� str&#x101;d&#x101;ju, bet ko noz&#x12B;m&#x113; desmit &#x12B;si gadi, kad ir runa par c&#x12B;&#x146;u ar dabu? M&#x113;s nezin&#x101;m, cik ilgs laiks bija vajadz&#x12B;gs Pigmalionam<sup>8</sup>, lai rad&#x12B;tu vien&#x12B;go statuju, kas atdz&#x12B;voj&#x101;s!</p><p>Sirmgalvis iegrima <emphasis>dzi&#x13C;&#x101;s</emphasis> dom&#x101;s un, neapzin&#x101;ti rota&#x13C;&#x101;damies ar nazi, stingi raudz&#x12B;j&#x101;s vien&#x101; punkt&#x101;.</p><p>� Vi&#x146;� run&#x101; ar savu garu! � Porbuss pa�ukst&#x113;ja.</p><p>Dzirdot �os v&#x101;rdus, Pus&#x113;nu sagr&#x101;ba m&#x101;kslinieka neizskaidrojam&#x101; zin&#x101;tk&#x101;re. Tik v&#x113;r&#x12B;gais un tai pa�&#x101; laik&#x101; apm&#x101;tais sirmgalvis ar spo�ajiem acu baltumiem vi&#x146;am bija k&#x13C;uvis kas vair&#x101;k nek&#x101; tikai cilv&#x113;ks, tas �&#x137;ita k&#x101; nezin&#x101;m&#x101;s sf&#x113;r&#x101;s m&#x12B;to�s fantastisks &#x123;&#x113;nijs. Dv&#x113;sel&#x113; mod&#x101;s t&#x16B;ksto�iem jucekl&#x12B;gu domu. �&#x101;das burvest&#x12B;bas mor&#x101;l&#x101; ietekme nav skaidri nosak&#x101;ma, t&#x101;pat k&#x101; nevar aprakst&#x12B;t savi&#x13C;&#x146;ojumu, ko izraisa dziesma, kura trimdiniekam atg&#x101;dina dzimteni. Nicin&#x101;�ana, ar k&#x101;du vecais v&#x12B;rs raudz&#x12B;j&#x101;s uz visskaist&#x101;kajiem m&#x113;&#x123;in&#x101;jumiem m&#x101;ksl&#x101;, vi&#x146;a bag&#x101;t&#x12B;ba, iztur&#x113;�an&#x101;s, Porbusa godbij&#x12B;ba pret vi&#x146;u, tik ilgi slepen&#x12B;b&#x101; tur&#x113;tais darbs, ar paciet&#x12B;bu rad&#x12B;ts, bez �aub&#x101;m, &#x123;eni&#x101;ls darbs, ja sprie� p&#x113;c �Sv&#x113;t&#x101;s jaunavas� galvas, kas bija modin&#x101;jusi jaunaj&#x101; Pus&#x113;na nelieku&#x13C;otu saj&#x16B;smu un kas pat l&#x12B;dz&#x101;s Mab&#x12B;za �&#x100;damam� bija skaista un apliecin&#x101;ja �&#x101; m&#x101;ksl&#x101;s valdnieka &#x137;&#x113;ni�&#x137;&#x12B;go meistar&#x12B;bu, it viss sve�aj&#x101; sirmgalv&#x12B; sniedzas p&#x101;ri cilv&#x113;ciska robe�&#x101;m. Skatot �o p&#x101;rdabisko b&#x16B;tni, Nikol&#x101; Pus&#x113;na bag&#x101;taj&#x101; izt&#x113;l&#x113; skaidri un apjau�ami izveidoj&#x101;s piln&#x12B;gs priek�stats par m&#x101;kslinieka dabu, par nepr&#x101;t&#x12B;go dabu, kam dotas t&#x101;das sp&#x113;jas un kas p&#x101;rlieku bie�i t&#x101;s neliet&#x12B;gi izmanto, vedot sev l&#x12B;dzi v&#x113;sa prata cilv&#x113;kus, s&#x12B;kpilso&#x146;us un pat da�us m&#x101;kslas m&#x12B;&#x13C;ot&#x101;jus pa t&#x16B;ksto� akme&#x146;ainiem ce&#x13C;iem, kur �ie &#x13C;auti&#x146;i nesaskata neko, kam&#x113;r gleznot&#x101;ja daba, baltsp&#x101;rnot&#x101; b&#x16B;tne, ar savu rota&#x13C;&#x12B;go fant&#x101;ziju atkl&#x101;j tur veselas epopejas, pilis un m&#x101;kslas darbus. Zobgal&#x12B;g&#x101; un labsird&#x12B;g&#x101;, d&#x101;sn&#x101; un nabag&#x101; m&#x101;kslinieka dabai T&#x101; aizgr&#x101;bt&#x101; Pus&#x113;na ac&#x12B;s sirmgalvis bija p&#x113;k�&#x146;i p&#x101;rv&#x113;rties par pa�u m&#x101;kslu, par m&#x101;kslu ar visiem t&#x101;s nosl&#x113;pumiem, aizraut&#x12B;bu un sap-&#x146;ojumiem.</p><p>� J&#x101;, m&#x12B;&#x13C;ais Porbus, � Frenhofers atkal ierun&#x101;j&#x101;s, � man v&#x113;l l&#x12B;dz �im nav izdevies atrast nevainojami veidotu sievietes &#x137;ermeni, kura form&#x101;s izpaustos ide&#x101;ls skaistums un &#x101;das kr&#x101;sa b&#x16B;tu... � vi&#x146;� nepabeidza teikumu un iesauc&#x101;s: � Kur tagad dz&#x12B;v&#x113; sastapt neatrodamo, tik bie�i mekl&#x113;to senatnes Ven&#x113;ru? Labi, ja mums gad&#x101;s uziet t&#x101;s dai&#x13C;uma lauskas... Ail Lai vienu vienTgu reizi uz mirkli ieraudz&#x12B;tu dievi�&#x137;i piln&#x12B;gu, v&#x101;rdu sakot, ide&#x101;lu b&#x16B;tni, es atdotu visu savu mantul Ietu tevi mekl&#x113;t tav&#x101; �&#x137;&#x12B;st&#x12B;tav&#x101;, tu debesu skaistums! K&#x101; Orfejs<sup>9</sup> es nok&#x101;ptu m&#x101;kslas ell&#x113;, lai atvestu no turienes dz&#x12B;v&#x12B;bu.</p><p>� M&#x113;s varam doties proj&#x101;m, � Porbuss sac&#x12B;ja Pus&#x113;n&#x101;m. � Vi&#x146;� m&#x16B;s vairs ne redz, ne dzird!</p><p>� Iesim uz vi&#x146;a darbn&#x12B;cu! � saj&#x16B;smin&#x101;ts jauneklis vedin&#x101;ja.</p><p>� O, vecais gudrinieks prot sarg&#x101;t t&#x101;s ieeju! Vi&#x146;a d&#x101;rgumi ir p&#x101;r&#x101;k labi noglab&#x101;ti, lai m&#x113;s tiktu tiem kl&#x101;t. Jau agr&#x101;k, nenogaidot, kam&#x113;r jums rad&#x12B;sies �&#x12B; doma un v&#x113;l&#x113;�an&#x101;s, esmu m&#x113;&#x123;in&#x101;jis piek&#x13C;&#x16B;t nosl&#x113;pumam.</p><p>� T&#x101;tad ir k&#x101;ds nosl&#x113;pums?</p><p>� J&#x101;, � Porbuss atbild&#x113;ja. � Vecais Frenhofers ir Mab&#x12B;za skolnieks, vien&#x12B;gais, ko vi&#x146;� bija ar mieru m&#x101;c&#x12B;t. K&#x13C;uvis vi&#x146;am draugs, gl&#x101;b&#x113;js un t&#x113;vs, Frenhofers ziedoja liel&#x101;ko da&#x13C;u savas bag&#x101;t&#x12B;bas, lai apmierin&#x101;tu Mab&#x12B;za kaisl&#x12B;bas. Par to Mab&#x12B;zs atst&#x101;ja vi&#x146;am mantojum&#x101; reljefa nosl&#x113;pumu, prasmi pie�&#x137;irt fig&#x16B;r&#x101;m neparastu dz&#x12B;v&#x12B;gumu, dabas &#x12B;sten&#x12B;bu, p&#x113;c k&#x101; m&#x113;s nemit&#x12B;gi un bezcer&#x12B;gi tiecamies, bet Mab&#x12B;zs bija tik labi apguvis �o m &#x101; &#x43A; u, ka reiz, � t&#x101; k&#x101; pu&#x137;otais damasts, kur&#x101; vi&#x146;am bija j&#x101;&#x123;&#x113;rbjas K&#x101;r&#x13C;a V sagaid&#x12B;�anas svin&#x12B;b&#x101;s, bija p&#x101;rdots un nodzerts, � pavad&#x12B;ja savu aizg&#x101;dni p&#x113;c damasta auduma parauga apgleznotas pap&#x12B;ra dr&#x113;b&#x113;s. Mab&#x12B;za ap&#x123;&#x113;rba dr&#x101;nas savdab&#x12B;gais sp&#x12B;dums p&#x101;rsteidza imperatoru, kas, grib&#x113;dams par to izteikt komplimentu vec&#x101; �&#x16B;pas aizg&#x101;dnim, atkl&#x101;ja viltojumu. Frenho-fers <emphasis>ir cilv&#x113;ks,</emphasis> kas ar sirdi un dv&#x113;seli nodevies m&#x16B;su m&#x101;kslai, vi&#x146;� skat&#x101;s augst&#x101;k un t&#x101;l&#x101;k nek&#x101; citi gleznot&#x101;ji. Vi&#x146;� ir daudz dom&#x101;jis par kr&#x101;s&#x101;m, par l&#x12B;nijas absol&#x16B;to paties&#x12B;gumu, ta�u aizg&#x101;jis mekl&#x113;jumos tik t&#x101;lu, ka ap�auba pat �o mekl&#x113;jumu objektu. Izmisuma br&#x12B;�os vi&#x146;� apgalvo, ka z&#x12B;m&#x113;jums visp&#x101;r neeksist&#x113;jot un ka ar l&#x12B;nij&#x101;m varot att&#x113;lot vien&#x12B;gi &#x123;eometriskas fig&#x16B;ras. Tas neatbilst paties&#x12B;bai. Jo z&#x12B;mu&#x13C;a vilciens un &#x113;nojums ar melnu, kas nav kr&#x101;sa, var atveidot jebkuru fig&#x16B;ru. Tas pier&#x101;da, ka m&#x16B;su m&#x101;ksl&#x101;, t&#x101;pat k&#x101; dab&#x101;, ir bezgala daudz elementu: z&#x12B;m&#x113;jums veido skeletu, kr&#x101;sa ir dz&#x12B;v&#x12B;ba, ta�u dz&#x12B;v&#x12B;ba bez skeleta ir kaut kas v&#x113;l nepiln&#x12B;g&#x101;ks nek&#x101; skelets bez dz&#x12B;v&#x12B;bas. Un, beidzot, v&#x113;l liel&#x101;ka paties&#x12B;ba ir tas, ka iema&#x146;a un nov&#x113;ro�anas sp&#x113;jas gleznot&#x101;jam noz&#x12B;m&#x113; visu, bet, ja pr&#x101;ta sl&#x113;dzieni un dzeja san&#x101;k str&#x12B;d&#x101; ar ot&#x101;m, tad cilv&#x113;ku p&#x101;r&#x146;em �aubas k&#x101; �o l&#x101;ga v&#x12B;ru, kas ir tiklab &#x101;rpr&#x101;t&#x12B;gais, k&#x101; gleznot&#x101;js. Sev par nelaimi, di�enais gleznot&#x101;js piedzimis bag&#x101;ts un t&#x101;p&#x113;c var at&#x13C;auties spriedel&#x113;t. Neat-</p><p>dariniet vi&#x146;u! Str&#x101;d&#x101;jiet! Gleznot&#x101;js dr&#x12B;kst <emphasis>nodoties </emphasis>p&#x101;rdom&#x101;m vien&#x12B;gi ar ot&#x101;m rok&#x101;.</p><p>� M&#x113;s iek&#x13C;&#x16B;sim vi&#x146;a darbn&#x12B;c&#x101;! � Pus&#x113;ns iesauc&#x101;s, neklaus&#x12B;damies Porbusa v&#x101;rdos un vairs ne par ko ne�aub&#x12B;damies.</p><p>Porbuss pasmaid&#x12B;ja par jaun&#x101; sve�inieka dedz&#x12B;bu un atvad&#x12B;j&#x101;s, uzaicin&#x101;dams vi&#x146;u k&#x101;dreiz atn&#x101;kt ciemos.</p><p>Nikol&#x101; Pus&#x113;ns l&#x113;n&#x101;m dev&#x101;s atpaka&#x13C; uz Arpas ielu un, pats to nemaz neman&#x12B;dams, pag&#x101;ja gar&#x101;m vienk&#x101;r�ajai viesn&#x12B;ci&#x146;ai, kur&#x101; bija apmeties. Ar satraukuma pilnu straujumu uzskr&#x113;jis pa negl&#x12B;taj&#x101;m k&#x101;pn&#x113;m, vi&#x146;� non&#x101;ca augst&#x101; b&#x113;ni&#x146;u istab&#x101;, kas atrad&#x101;s zem sl&#x12B;pa, smaila jumta � vec&#x101;s Par&#x12B;zes m&#x101;j&#x101;m ir t&#x101;di viegli un nesare�&#x123;&#x12B;ti jumta segumi. Pie istabas vien&#x12B;g&#x101;, patum�&#x101; loga s&#x113;d&#x113;ja meitene, kas, durv&#x12B;m ie�&#x12B;kstoties, pietr&#x16B;k&#x101;s st&#x101;vus sp&#x113;j&#x101; maiguma uzbr&#x101;zmojum&#x101;, paz&#x12B;dama gleznot&#x101;ju p&#x113;c t&#x101;, k&#x101; vi&#x146;� bija nospiedis durvju rokturi.</p><p>� Kas tev noticis? � vi&#x146;a jaut&#x101;ja.</p><p>� Man ... man ... tas, ka es j&#x16B;tos k&#x101; gleznot&#x101;js! � glu�i bez elpas aiz prieka Pus&#x113;ns iesauc&#x101;s. � L&#x12B;dz �im es �aub&#x12B;jos, bet �or&#x12B;t atradu tic&#x12B;bu pats sev. Es varu k&#x13C;&#x16B;t par lielu v&#x12B;ru! Paklau, �illete, m&#x113;s b&#x16B;sim bag&#x101;ti, laim&#x12B;gi! �ais ot&#x101;s ir zelts ...</p><p>P&#x113;k�&#x146;i jauneklis apr&#x101;v&#x101;s. Priec&#x12B;gais starojums nopietnaj&#x101;, sp&#x113;kpilnaj&#x101; sej&#x101; nodzisa, kad vi&#x146;� sal&#x12B;dzin&#x101;ja savu cer&#x12B;bu milz&#x12B;gumu ar l&#x12B;dzek&#x13C;u viduv&#x113;j&#x12B;bu. Istabi&#x146;as sienas kl&#x101;ja z&#x12B;mu&#x13C;a skices uz vienk&#x101;r�a pap&#x12B;ra. Vi&#x146;am nebija pat p&#x101;ris t&#x12B;ru audeklu. Kr&#x101;sas tolaik maks&#x101;ja d&#x101;rgi, un nabaga jaunek&#x13C;a palete bija gandr&#x12B;z kaila. Tom&#x113;r �ai nabadz&#x12B;b&#x101; vi&#x146;am pieder&#x113;ja � un vi&#x146;� to juta � neiedom&#x101;jamas sirds bag&#x101;t&#x12B;bas un visu aptvero�as iedvesmas p&#x101;rpiln&#x12B;ba. Kad viens no draugiem, k&#x101;ds mui�nieks � vai varb&#x16B;t ar&#x12B; pa�a talants � bija atvedis Pus&#x113;nu uz Par&#x12B;zi, vi&#x146;� tur nejau�i bija saticis savu m&#x12B;&#x13C;&#x101;ko, vienu no c&#x113;laj&#x101;m un augstsird&#x12B;gaj&#x101;m dv&#x113;sel&#x113;m, kas di�a cilv&#x113;ka tuvum&#x101; uz&#x146;emas cie�anas, dal&#x101;s t&#x101; r&#x16B;p&#x113;s un p&#x16B;las saprast t&#x101; untumus, kas ir stipras nabadz&#x12B;b&#x101; un m&#x12B;lest&#x12B;b&#x101;, kam&#x113;r citas nekautr&#x113;jas staig&#x101;t grezn&#x101;s rot&#x101;s un di�oties ar savu nej&#x16B;t&#x12B;gumu. Smaids, p&#x101;rsl&#x12B;dot p&#x101;r �illetes l&#x16B;p&#x101;m, zeltoja jumtistabi&#x146;u, gai�um&#x101; sacenzdamies ar debesu spo�umu. Ne vienm&#x113;r vi&#x146;u m&#x101;jokl&#x12B; iesp&#x12B;d&#x113;ja saule, ta�u vienm&#x113;r tur bija �illete; patv&#x113;rusies sav&#x101; kaisl&#x12B;b&#x101;, pie&#x137;&#x113;rusies savai laimei un cie�an&#x101;m, vi&#x146;a mierin&#x101;ja &#x123;&#x113;niju, kas &#x13C;&#x101;v&#x101;s m&#x12B;lest&#x12B;bai, pirms dev&#x101;s iekarot m&#x101;kslu.</p><p>� Klausies, �illete, pan&#x101;c �urpl</p><p>Paklaus&#x12B;ga un priec&#x12B;ga meitene pieskr&#x113;ja un aps&#x113;d&#x113;s gleznot&#x101;jam uz cejiem. Vi&#x146;a bija pati piem&#x12B;l&#x12B;ba un dai&#x13C;ums, skaista k&#x101; pavasaris, izrot&#x101;ta ar visiem sievi�&#x137;&#x12B;gajiem d&#x101;rgumiem, ko apmirdz&#x113;ja krietnas dv&#x113;seles gaisma.</p><p>� Mans dievs! � Pus&#x113;ns iesauc&#x101;s. � Nekad neuzdr&#x12B;kst&#x113;�os vi&#x146;ai pateikt...</p><p>� Vai k&#x101;ds nosl&#x113;pums? � vi&#x146;a jaut&#x101;ja. � Gribu to uzzin&#x101;t.</p><p>Pus&#x113;ns dom&#x12B;gs klus&#x113;ja.</p><p>� Run&#x101; jel!</p><p>� �illete ... mana m&#x12B;&#x13C;&#x101;, lab&#x101; ...</p><p>� &#x410; ... tu kaut ko v&#x113;lies no manis?</p><p>� J&#x101;.</p><p>� Ja v&#x113;lies, lai atkal poz&#x113;ju tev t&#x101;pat k&#x101; todien, � vi&#x146;a sac&#x12B;ja, uzmetusi l&#x16B;pu, � es nekad vairs to nedar&#x12B;�u, jo t&#x101;dos br&#x12B;�os tavas acis man nesaka neko. Tad tavas domas vairs nav pie manis, lai gan tu skaties uz mani...</p><p>� Vai tev lab&#x101;k patiktu, ja es gleznotu citu sievieti?</p><p>� Iesp&#x113;jams, � �illete atbild&#x113;ja, � ja vi&#x146;a b&#x16B;tu &#x13C;oti negl&#x12B;ta.</p><p>� Labi, � Pus&#x113;ns nopietni turpin&#x101;ja, � ja manas</p><p>n&#x101;kam&#x101;s slavas d&#x113;&#x13C;, lai es var&#x113;tu k&#x13C;&#x16B;t par lielu gleznot&#x101;ju, tev b&#x16B;tu j&#x101;iet poz&#x113;t citam, ko tu teiktu?</p><p>� Vari mani p&#x101;rbaud&#x12B;t, � vi&#x146;a atbild&#x113;ja. � Tu labi zini, ka es neietu.</p><p>K&#x101; cilv&#x113;ks, kas gatavs sa&#x13C;imt vai nu aiz prieka, vai neizturam&#x101;m dv&#x113;seles s&#x101;p&#x113;m, Pus&#x113;ns nolieca galvu uz kr&#x16B;t&#x12B;m.</p><p>� Paklausies, � meitene paraust&#x12B;ja Pus&#x113;na apdilu�&#x101; kamzo&#x13C;a piedurkni, � esmu tev jau teikusi, Nik, ka tevis d&#x113;&#x13C; varu atdot dz&#x12B;v&#x12B;bu, bet nekad neesmu tev sol&#x12B;jusi atteikties no savas m&#x12B;lest&#x12B;bas, kam&#x113;r vien dz&#x12B;vo�u...</p><p>� Atteikties no m&#x12B;lest&#x12B;bas? � jaunais m&#x101;kslinieks iesauc&#x101;s.</p><p>� Ja es t&#x101;da par&#x101;d&#x12B;tos citam, tu mani vairs nem&#x12B;l&#x113;tu, un ar&#x12B; es pati justos tevis necien&#x12B;ga. Pak&#x13C;auties tav&#x101;m kapr&#x12B;z&#x113;m � vai tas nav glu�i dabiski un vienk&#x101;r�i? Aizmirsusi pati sevi, esmu laim&#x12B;ga un lepna, ka varu izpild&#x12B;t tavas v&#x113;l&#x113;�an&#x101;s, kas man ir d&#x101;rgas. Bet poz&#x113;t k&#x101;dam citam � nu, n&#x113;!</p><p>� Piedod, m&#x12B;&#x13C;&#x101; �illefel � gleznot&#x101;js iesauc&#x101;s, mezdamies vi&#x146;ai pie k&#x101;j&#x101;m. � Lab&#x101;k ir tiekties p&#x113;c m&#x12B;lest&#x12B;bas nek&#x101; p&#x113;c slavasl Tu mani valdzini vair&#x101;k nek&#x101; bag&#x101;t&#x12B;ba un gods. Aizmet manas otas, sadedzini skic&#x113;si Esmu mald&#x12B;jies. Mans aicin&#x101;jums ir</p><image l:href="#6"/><p>m&#x12B;l&#x113;t tevi. Neesmu gleznot&#x101;js, esmu m&#x12B;l&#x113;t&#x101;js. Lai iet boj&#x101; m&#x101;ksla un visi t&#x101;s nosl&#x113;pumil</p><p>Laim&#x12B;ga un aizgr&#x101;bta �illete apbr&#x12B;noja jaunekli. Vara bija vi&#x146;as rok&#x101;s, meitene instinkt&#x12B;vi juta, ka vi&#x146;as d&#x113;&#x13C; m&#x101;ksla aizmirsta un k&#x101; v&#x12B;raka graudi&#x146;� izk&#x16B;p vi&#x146;ai pie k&#x101;j&#x101;m.</p><p>� Ta�u tas ir tikai k&#x101;ds sirmgalvis, � Pus&#x113;ns ats&#x101;ka. � Vi&#x146;� redz&#x113;s tev&#x12B; vien&#x12B;gi sievietes ide&#x101;lu. Tavs skaistums ir tik piln&#x12B;gs!</p><p>� Ko gan cilv&#x113;ks nedara aiz m&#x12B;lest&#x12B;bas! � �illete izsauc&#x101;s, jau gatava ziedot savas m&#x12B;las ba�as, lai atl&#x12B;dzin&#x101;tu m&#x12B;jotajam par visiem vi&#x146;as d&#x113;&#x13C; nestajiem upuriem. � Bet tas noz&#x12B;m&#x113;tu sevi pazudin&#x101;t, � vi&#x146;a piebilda. � Ai, pazudin&#x101;t sevi tevis d&#x113;&#x13C;... j&#x101;, tas jau ir &#x13C;oti jauki! Bet tu mani aizmirs&#x12B;si... K&#x101; gan tev var&#x113;ja ien&#x101;kt pr&#x101;t&#x101; tik nelaba doma?</p><p>� T&#x101; man ien&#x101;ca pr&#x101;t&#x101;, un tom&#x113;r es tevi m&#x12B;lu, � gleznot&#x101;js sac&#x12B;ja ar t&#x101;du k&#x101; no�&#x113;lu. � Vai tie�&#x101;m es t&#x101;p&#x113;c b&#x16B;tu bezgodis?</p><p>� Papras&#x12B;sim padomu Ardu&#x113;na t&#x113;vam! � vi&#x146;a ieteic&#x101;s.</p><p>� N&#x113;, n&#x113;! Lai tas paliek m&#x16B;su abu nosl&#x113;pums!</p><p>� Labi, es ie�u poz&#x113;t, tikai tu nedr&#x12B;ksti b&#x16B;t tur kl&#x101;t, � �illete sac&#x12B;ja. � Paliec aiz durv&#x12B;m, apbru&#x146;o-</p><p><emphasis>jies</emphasis> ar dunci. Ja es klieg�u, n&#x101;c iek�a un nodur gleznot&#x101;ju.</p><p>Neredz&#x113;dams vairs neko citu pasaul&#x113; k&#x101; vien&#x12B;gi m&#x101;kslu, Pus&#x113;ns apsk&#x101;va Zilleti.</p><p>�Vi&#x146;� mani vairs nem&#x12B;l,� �illefe nodom&#x101;ja, palikusi viena.</p><p>Meitene jau no�&#x113;loja savu l&#x113;mumu. Bet dr&#x12B;z vi&#x146;u sagr&#x101;ba v&#x113;l ne�&#x113;l&#x12B;g&#x101;kas baismas nek&#x101; no�&#x113;la: vi&#x146;a cent&#x101;s atvair&#x12B;t briesm&#x12B;go domu, kas dzima sird&#x12B;. Vi&#x146;ai �&#x137;ita, ka pati vairs nem&#x12B;l gleznot&#x101;ju tik stipri k&#x101; l&#x12B;dz �im, jo uzskata, ka tas vairs nepeln&#x12B; t&#x101;du cie&#x146;u k&#x101; agr&#x101;k.</p><empty-line/></section><section><title><p>II. KATR&#x12A;NA LESKO</p></title><image l:href="#7"/><empty-line/><p>Tr&#x12B;s m&#x113;ne�us p&#x113;c sastap�an&#x101;s ar Pus&#x113;nu Porbuss apciemoja maestro Frenhoferu. Sirmgalvi bija p&#x101;r&#x146;&#x113;musi dzija un sp&#x113;ja gr&#x16B;tsird&#x12B;ba, kam par c&#x113;loni, ja ticam medic&#x12B;nas matem&#x101;ti&#x137;iem, ir gremo�anas trauc&#x113;jumi, v&#x113;j�, karstums vai cita t&#x12B;ri fizik&#x101;la par&#x101;d&#x12B;ba, bet, p&#x113;c spiritu&#x101;listu dom&#x101;m, m&#x16B;su mor&#x101;l&#x101;s dabas nepiln&#x12B;gums. L&#x101;ga v&#x12B;rs bija glu�i vienk&#x101;r�i noguris, cenzdamies pabeigt nosl&#x113;pumaino gleznu. Vi&#x146;� bija gurdi atlaidies plat&#x101;, ar melnu &#x101;du apvilkt&#x101; un grebumiem rot&#x101;t&#x101; ozolkoka kr&#x113;sl&#x101; un, nemain&#x12B;dams melanholisko pozu, paskat&#x12B;j&#x101;s uz Porbusu k&#x101; cilv&#x113;ks, kas jau pieradis pie b&#x113;d&#x101;m.</p><p>� Kas ir maestro, � Porbuss vi&#x146;u uzrun&#x101;ja, � vai tad ultramar&#x12B;ns, p&#x113;c kura j&#x16B;s brauc&#x101;t uz Brigi, neder&#x113;ja? Vai jums neizdev&#x101;s saberzt m&#x16B;su jauno balto kr&#x101;su? Jeb varb&#x16B;t e&#x13C;&#x13C;a ir nel&#x101;ga un otas neklausa?</p><p>� Vai man! � sirmgalvis iesauc&#x101;s. � Vienu br&#x12B;di man jau �&#x137;ita, ka darbs ir pabeigts, bet, k&#x101; redzams, esmu k&#x13C;&#x16B;d&#x12B;jies da�&#x101;s d&#x113;taj&#x101;s, un es neb&#x16B;�u mier&#x12B;gs, pirms netik�u skaidr&#x12B;b&#x101; ar sav&#x101;m �aub&#x101;m. Esmu nol&#x113;mis doties ce&#x13C;ojum&#x101;, brauk�u uz Turciju, Grie&#x137;iju, &#x100;ziju, lai atrastu modeli un sal&#x12B;dzin&#x101;tu savu gleznu ar visda�&#x101;d&#x101;kajiem skaistuma tipiem ... Varb&#x16B;t man tur aug�&#x101; ir pati daba, � vi&#x146;� turpin&#x101;ja ar gaisto�u apmierin&#x101;t&#x12B;bas smaidu. � Reiz&#x113;m man metas gan-</p><p>dr&#x12B;z vai bail, ka viegla dvesma pamodin&#x101;s sievieti un vi&#x146;a pazud&#x12B;s.</p><p>P&#x113;k�&#x146;i Frenhofers piec&#x113;l&#x101;s, it k&#x101; gras&#x12B;damies doties proj&#x101;m.</p><p>� Nudien, esmu ieradies &#x12B;staj&#x101; laik&#x101;, lai aiztaup&#x12B;tu jums ce&#x13C;a izdevumus un nogurumul � Porbuss iesauc&#x101;s.</p><p>� K&#x101; t&#x101;? � Frenhofers izbr&#x12B;n&#x12B;jies jaut&#x101;ja.</p><p>� Jauno Pus&#x113;nu m&#x12B;l k&#x101;da neredz&#x113;ti skaista sieviete, kuras dai&#x13C;ums ir bez tr&#x16B;kumiem. Bet, d&#x101;rgais skolot&#x101;j, ja vi&#x146;� b&#x16B;s ar mieru, ka t&#x101; jums poz&#x113;, tad jums vajadz&#x113;s vismaz at&#x13C;aut mums apl&#x16B;kot j&#x16B;su gleznu.</p><p>Sirmgalvis gal&#x12B;g&#x101; neizpratn&#x113; sastinga.</p><p>� Ko? � vi&#x146;� beidzot s&#x101;pju piln&#x101; bals&#x12B; iesauc&#x101;s. � Es lai par&#x101;du jums savu dz&#x12B;vesbiedri, manis pa�a rad&#x12B;tu b&#x16B;tni? Lai sarauju pl&#x12B;vuru, ar kuru esmu tikli apsedzis savu laimi? T&#x101; ta�u b&#x16B;tu briesm&#x12B;ga prostit&#x16B;cijai Jau desmit gadus es dz&#x12B;voju �&#x101;s sievietes tuvum&#x101;, vi&#x146;a ir mana, vien&#x12B;gi mana, vi&#x146;a m&#x12B;l mani. Vai vi&#x146;a neuzsmaid&#x12B;ja man par katru otas vilcienu, ar ko es vi&#x146;u rad&#x12B;ju? Vi&#x146;ai ir dv&#x113;sele, manis d&#x101;v&#x101;ta dv&#x113;sele. Vi&#x146;a nosarktu, ja v&#x113;l k&#x101;da cita acis vi&#x146;u uzl&#x16B;kotu. Es lai par&#x101;du vi&#x146;ul Kur� v&#x12B;rs vai m&#x12B;&#x13C;&#x101;kais b&#x16B;tu tik zemisks, ka gr&#x16B;stu kaun&#x101; savu sievu? Kad tu glezno kaut ko galmam, tu neieliec glezn&#x101; visu dv&#x113;seli, tu p&#x101;rdod augstma&#x146;iem tikai izkr&#x101;sotus manekenus. Mana glezna nav nek&#x101;da glezna, t&#x101; ir iej&#x16B;ta, kaisl&#x12B;ba! Vi&#x146;ai, kas piedzimusi man&#x101; darbn&#x12B;c&#x101;, j&#x101;paliek tur �&#x137;&#x12B;stai un jaunav&#x12B;gai, un no turienes iziet vi&#x146;a dr&#x12B;kst tikai ap&#x123;&#x113;rbta. Dzeja un sievietes atsedzas kailas vien&#x12B;gi saviem m&#x12B;&#x13C;otajiem! Vai m&#x113;s paz&#x12B;stam Rafaela modeli vai Ariosto And�eliku, vai Dantes Beatri�i? N&#x113;! M&#x113;s redzam tikai formas. Turpret&#x12B; mans darbs, ko es glab&#x101;ju aiz bult&#x101;m un atsl&#x113;g&#x101;m tur aug�&#x101;, ir iz&#x146;&#x113;mums m&#x16B;su m&#x101;ksl&#x101;. Tas nav audekls, t&#x101; ir sieviete! Sieviete, ar kuru es raudu un smejos, sarun&#x101;jos un dom&#x101;ju. Vai gribi, lai es p&#x113;k�&#x146;i atst&#x101;ju savu desmit gadus ilgo laimi, k&#x101; m&#x113;dz nomest m&#x113;teli, lai es p&#x113;k�&#x146;i vairs neesmu t&#x113;vs, m&#x12B;&#x13C;&#x101;kais un dievs? S&#x12B; sieviete nav rad&#x12B;ta b&#x16B;tne, t&#x101; ir pati rad&#x12B;�anas b&#x16B;t&#x12B;ba! Lai tavs jauneklis atn&#x101;k, es vi&#x146;am atdo�u savus d&#x101;rgumus, atdo�u Kored�o, Mikeland�elo, Tici&#x101;na gleznas, sk&#x16B;pst&#x12B;�u vi&#x146;a so&#x13C;u p&#x113;das putek&#x13C;os, bet padar&#x12B;t vi&#x146;u par savu s&#x101;ncensi? Tas b&#x16B;tu kauns un negods man! M&#x12B;l&#x113;t&#x101;js man&#x12B; stipr&#x101;ks par gleznot&#x101;ju. J&#x101;, man pietiks sp&#x113;ka l&#x12B;dz ar savu p&#x113;d&#x113;jo elpas vilcienu sadedzin&#x101;t �Skaisto Nuaz&#x113;zi�. Bet likt vi&#x146;ai paciest v&#x12B;rie�a, jauna cilv&#x113;ka, gleznot&#x101;ja skatienus? N&#x113;, n&#x113;! N&#x101;kamaj&#x101; dien&#x101; es nogalin&#x101;tu to, kas b&#x16B;tu vi&#x146;u aptraip&#x12B;jis ar skatienu!</p><p>Pat tevi, mans draugs, es acumirkl&#x12B; nogalin&#x101;tu, ja tu, ce|os mezdamies, vi&#x146;u nesveicin&#x101;tu! Vai tu v&#x113;l arvien prasi, lai es pak|auju savu dievekli nej&#x113;gu vienaldz&#x12B;gajiem skatieniem un mu&#x13C;&#x137;&#x12B;gajiem spriedumiem? M&#x12B;la ir nosl&#x113;pums, t&#x101; sp&#x113;j dz&#x12B;vot tikai pa�os sirds dzijumos, un viss ir zaud&#x113;ts, tikl&#x12B;dz v&#x12B;rietis kaut vai savam draugam pasaka: �Te ir t&#x101;, ko es m&#x12B;lu!�</p><p>Sirmgalvis lik&#x101;s atkal kjuvis jauns, vi&#x146;a ac&#x12B;s dzirkst&#x12B;ja dz&#x12B;v&#x12B;ba, b&#x101;lie vaigi s&#x101;rtoj&#x101;s, rokas dreb&#x113;ja. P&#x101;rsteigts par kaisl&#x12B;bas pilno sp&#x113;ku, ar k&#x101;du vi&#x146;� izrun&#x101;ja �os v&#x101;rdus, Porbuss nezin&#x101;ja, ko atbild&#x113;t uz tik neparast&#x101;m un dzi&#x13C;&#x101;m j&#x16B;t&#x101;m. Vai Frenhofers bija pie pilna pr&#x101;ta vai sajucis? Vai vi&#x146;� bija m&#x101;kslinieka izt&#x113;les var&#x101; vai ar&#x12B; vi&#x146;a izteikt&#x101;s domas c&#x113;l&#x101;s no savdab&#x12B;ga fan&#x101;tisma, ko cilv&#x113;k&#x101; modina k&#x101;da di�a darba ilg&#x101; rad&#x12B;�ana? Vai maz bija cer&#x12B;ba jebkad apsl&#x101;p&#x113;t �o d&#x12B;vaino kaisli?</p><p>Visu �o domu tird&#x12B;ts, Porbuss sac&#x12B;ja vecajam meistaram:</p><p>� Bet vai tas �oreiz nenoz&#x12B;m&#x113;tu sievieti pret sievieti? Vai Pus&#x113;ns neatsedz savu m&#x12B;&#x13C;oto j&#x16B;su skatieniem?</p><p>� Kas t&#x101; par m&#x12B;&#x13C;oto? � Frenhofers atcirta. � Agri vai v&#x113;lu vi&#x146;a to pievils. Bet man&#x113;j&#x101; paliks man uztic&#x12B;ga vienm&#x113;rl</p><p>� Labi, nerun&#x101;sim vairs par to,� � Porbuss sac&#x12B;ja.</p><p>� Bet, iek&#x101;ms jums izdosies atrast, � lai tas b&#x16B;tu kaut vai &#x100;zij&#x101;, � tikpat skaistu sievieti, tik ide&#x101;lu k&#x101; t&#x101;, par kuru st&#x101;st&#x12B;ju, j&#x16B;s varb&#x16B;t nomirsit, nepabeidzis savu gleznu.</p><p>� O, t&#x101; ir jau pabeigtai � Frenhofers atbild&#x113;ja.</p><p>� Ja k&#x101;ds uz to paskat&#x12B;tos, tam liktos, ka redz samta gult&#x101; zem baldah&#x12B;na gu&#x13C;o�u sievieti. Turpat blakus zelta trijk&#x101;jis kv&#x113;pina smar�as. Tev uzn&#x101;ktu v&#x113;l&#x113;�an&#x101;s satvert auklas pu�&#x137;i, kas satur aizkarus, tu �&#x137;istu redzam, k&#x101; elpojot cil&#x101;jas kr&#x16B;tis Katr&#x12B;nai Lesko, dai&#x13C;ajai kurtiz&#x101;nei, kas iesaukta par �Skaisto Nuaz&#x113;zi�. Un tom&#x113;r man grib&#x113;tos p&#x101;rliecin&#x101;ties ...</p><p>� Tad brauciet uz &#x100;ziju, � Porbuss atteica, paman&#x12B;jis Frenhofera skatien&#x101; it k&#x101; �aubas.</p><p>Un Porbuss pasp&#x113;ra da�us sojus uz durvju pusi.</p><p>Tobr&#x12B;d Zillete un Nikol&#x101; Pus&#x113;ns jau bija non&#x101;ku�i l&#x12B;dz Frenhofera m&#x101;jai. Gras&#x12B;dam&#x101;s iet iek�&#x101;, jaun&#x101; mei�a palaida va|&#x101; gleznot&#x101;ja roku un atk&#x101;p&#x101;s, it k&#x101; p&#x113;k�&#x146;as priek�nojautas p&#x101;r&#x146;emta.</p><p>� Bet ko es te dar&#x12B;�u? � Zillete dobj&#x101; bals&#x12B; jaut&#x101;ja savam m&#x12B;|&#x101;kajam, vi&#x146;u cie�i uzl&#x16B;kodama.</p><p>� Zillete, tu esi mana pav&#x113;lniece, es gribu tev visur paklaus&#x12B;t. Tu esi mana sirdsapzi&#x146;a un mana</p><p>slava. Atgriezies m&#x101;j&#x101;sl Varb&#x16B;t t&#x101; es b&#x16B;�u laim&#x12B;g&#x101;ks, nek&#x101; ja tu ...</p><p>� Vai gan es esmu par sevi noteic&#x113;ja, kad tu ar mani t&#x101; run&#x101;? Ai n&#x113;l Esmu vairs tikai b&#x113;rns... Redzi, � vi&#x146;a piebilda, it k&#x101; visiem sp&#x113;kiem p&#x16B;l&#x113;dam&#x101;s sevi p&#x101;rvar&#x113;t, � ja m&#x16B;su m&#x12B;lest&#x12B;ba ies boj&#x101; un manu sirdi plos&#x12B;s ilgas �&#x113;labas, vai tava slava neb&#x16B;s maksa par manu pakjau�anos tavai gribai? Ejam iek�&#x101;! T&#x101; es tom&#x113;r v&#x113;l dz&#x12B;vo�u, paliekot uz laiku laikiem k&#x101; atmi&#x146;a tav&#x101; palet&#x113;.</p><p>Atverot m&#x101;jas durvis, abi m&#x12B;l&#x113;t&#x101;ji sastap&#x101;s ar Porbusu, kas, p&#x101;rsteigts par 2illetes skaistumu � meitenes acis tobr&#x12B;d bija pilnas asaru, � satv&#x113;ra vi&#x146;u glu�i tr&#x12B;so�u un pieveda pie sirmgalvja, sac&#x12B;dams.</p><p>� Skatieties! Vai vi&#x146;a neatsver visas pasaules m&#x101;kslas darbus?</p><p>Frenhofers nodreb&#x113;ja. �illete st&#x101;v&#x113;ja vi&#x146;a priek�&#x101; vienties&#x12B;ga un vienk&#x101;r�a k&#x101; bikla un nevain&#x12B;ga jauna gruz&#x12B;niefe, ko laup&#x12B;t&#x101;ji sagr&#x101;bu�i un pied&#x101;v&#x101; vergu tirgot&#x101;jam. Kaun&#x12B;gs pietv&#x12B;kums s&#x101;rtoja vi&#x146;as seju, acis bija nodurtas, rokas nolaistas gar s&#x101;niem, sp&#x113;ki lik&#x101;s vi&#x146;u atst&#x101;jam un asaras ac&#x12B;s protest&#x113;ja pret uzbrukumu vi&#x146;as tikl&#x12B;bai. Sai br&#x12B;d&#x12B; Pus&#x113;ns nol&#x101;d&#x113;ja pats sevi aiz izmisuma, ka izvilcis no b&#x113;ni&#x146;iem br&#x12B;ni�&#x137;&#x12B;go d&#x101;rgumu. M&#x12B;l&#x113;t&#x101;js guva vi&#x146;&#x101; virsroku p&#x101;r m&#x101;kslinieku,</p><image l:href="#8"/><p>un t&#x16B;ksto� pa�p&#x101;rmetumu plos&#x12B;ja sirdi, kad vi&#x146;� ieraudz&#x12B;ja, k&#x101; atjaunoj&#x101;s sirmgalvja skatiens, kas pa gleznot&#x101;ju paradumam, t&#x101; sakot, iz&#x123;&#x113;rba jaunavu, uzminot t&#x101;s auguma visapsl&#x113;pt&#x101;k&#x101;s formas. Tad Pus&#x113;nu p&#x101;r&#x146;&#x113;ma &#x12B;stas m&#x12B;las negant&#x101; grezsird&#x12B;ba.</p><p>� �illete, iesim proj&#x101;ml � vi&#x146;� iesauc&#x101;s.</p><p>Dzirdot �o saucienu, �o kliedzienu, meitene priec&#x12B;ga pac&#x113;la acis, uzl&#x16B;koja m&#x12B;&#x13C;oto un met&#x101;s vi&#x146;a rok&#x101;s.</p><p>� Tu tom&#x113;r m&#x12B;li mani? � vi&#x146;a atsauc&#x101;s, izpl&#x16B;zdama asar&#x101;s.</p><p>Vi&#x146;ai bija pieticis sp&#x113;ka noklus&#x113;t savas cie�anas, ta�u vi&#x146;a nesp&#x113;ja nosl&#x113;pt savu laimi.</p><p>� O, atst&#x101;jiet vi&#x146;u vienu br&#x12B;di mani � vecais gleznot&#x101;js sac&#x12B;ja. � Un p&#x113;c tam j&#x16B;s var&#x113;sit vi&#x146;u sal&#x12B;dzin&#x101;t ar manu Katr&#x12B;nu... J&#x101;, es esmu ar mierul</p><p>Frenhofera izsaucien&#x101; v&#x113;l joproj&#x101;m skan&#x113;ja m&#x12B;lest&#x12B;ba. Lik&#x101;s, it k&#x101; vi&#x146;� grib&#x113;tu pa&#x137;ircin&#x101;t savu �&#x137;ietamo sievu un priek�laikus izbaud&#x12B;t uzvaras prieku par to, ka vi&#x146;a rad&#x12B;t&#x101; b&#x16B;tne skaistum&#x101; p&#x101;rsp&#x113;j &#x12B;stu jaunavu.</p><p>� Lai tikai vi&#x146;� tur v&#x101;rdul � Porbuss iesauc&#x101;s, uzsizdams Pus&#x113;n&#x101;m uz pleca. � M&#x12B;las guvums ir &#x12B;slaic&#x12B;gs, m&#x101;kslas � nemirst&#x12B;gs.</p><p>� Vai es vi&#x146;am neesmu nekas vair&#x101;k k&#x101; sievietes ide&#x101;ls? � Zillete jaut&#x101;ja, uzman&#x12B;gi paskat&#x12B;dam&#x101;s Porbus&#x101; un Pus&#x113;n&#x101;.</p><p>Vi&#x146;a lepni pac&#x113;la galvu, bet, uzmetusi zibo�u skatienu Frenhoferam, paman&#x12B;ja, ka m&#x12B;&#x13C;&#x101;kais atkal iegrimis t&#x101; portreta v&#x113;ro�an&#x101;, kuru vi&#x146;� pirmoreiz bija notur&#x113;jis par D�ord�ones darbu.</p><p>� AI � mei�a ievaid&#x113;j&#x101;s. Uz mani vi&#x146;� t&#x101; nekad nav skat&#x12B;jies.</p><p>� Vecaisl � iesauc&#x101;s Pus&#x113;ns, ko Zilletes balss bija iztrauc&#x113;jusi no p&#x101;rdom&#x101;m. � Vai redzi �o zobenu? To es iegr&#x16B;d&#x12B;�u tev sird&#x12B;, tikl&#x12B;dz meitene par tevi �&#x113;losies kaut ar vienu vien&#x12B;gu v&#x101;rdu. Es pielaid&#x12B;�u uguni tavai m&#x101;jai, un neviens no t&#x101;s neizies. Vai saproti?</p><p>Nikol&#x101; Pus&#x113;ns bija sadr&#x16B;mis un vi&#x146;a v&#x101;rdi skan&#x113;ja briesm&#x12B;gi. Tom&#x113;r t&#x101;da nost&#x101;ja un it &#x12B;pa�i jaun&#x101; gleznot&#x101;ja �ests nomierin&#x101;ja �illeti, kas bija jau gandr&#x12B;z gatava piedot, ka m&#x12B;&#x13C;otais vi&#x146;u upur&#x113; glezniec&#x12B;bai un n&#x101;kamajai slavai. Porbuss un Pus&#x113;ns palika pie darbn&#x12B;cas durv&#x12B;m un klus&#x113;dami raudz&#x12B;j&#x101;s viens otr&#x101;. Ja s&#x101;kum&#x101; �&#x112;&#x123;iptes Marijas� autors at&#x13C;&#x101;v&#x101;s da�us izsaucienus: aAl Vi&#x146;a iz&#x123;&#x113;rbjas, vecais liek vi&#x146;ai nost&#x101;ties gaism&#x101;l Vi&#x146;� to sal&#x12B;dzina!�, tad dr&#x12B;z vien, redz&#x113;dams dzi&#x13C;&#x101;s skumjas Pus&#x113;na sej&#x101;, apklusa. Un, lai gan veci gleznot&#x101;ji vairs nepaz&#x12B;st t&#x101;da veida sird&#x113;stus, kas sal&#x12B;dzin&#x101;jum&#x101; ar m&#x101;kslu ir p&#x101;rlieku s&#x12B;ki, Porbusu tie saj&#x16B;smin&#x101;ja ar savu jaukumu un naivumu. Jauneklis tur&#x113;ja roku uz dun�a spala un klaus&#x12B;j&#x101;s, gandr&#x12B;z piespiedis ausi pie durv&#x12B;m. Abi, t&#x101; st&#x101;v&#x113;dami puskr&#x113;sl&#x101;, atg&#x101;din&#x101;ja divus sazv&#x113;rniekus, kas gaida, kad pien&#x101;ks laiks nogalin&#x101;t tir&#x101;nu.</p><p>� N&#x101;ciet iek�&#x101;, n&#x101;ciet! � sirmgalvis, laim&#x113; starodams, sac&#x12B;ja. � Mans darbs ir piln&#x12B;gs, tagad varu to r&#x101;d&#x12B;t ar lepnumu. Nekad nem&#x16B;�am gleznot&#x101;js, otas, kr&#x101;sas, audekls un gaisma nesp&#x113;s rad&#x12B;t s&#x101;ncensi manai Katr&#x12B;nai Lesko, dai&#x13C;ajai kurtiz&#x101;nei!</p><p>Liel&#x101; zi&#x146;k&#x101;r&#x113; Porbuss un Pus&#x113;ns ieskr&#x113;ja pla�aj&#x101;, putek&#x13C;ainaj&#x101; darbn&#x12B;c&#x101;, kur vald&#x12B;ja nek&#x101;rt&#x12B;ba un �ur tur pie sien&#x101;m kar&#x101;j&#x101;s gleznas. Vispirms vi&#x146;i apst&#x101;j&#x101;s pie dabiska lieluma puskailas sievietes fig&#x16B;ras, kas vi&#x146;us saj&#x16B;smin&#x101;ja.</p><p>� Uz to nav ko skat&#x12B;ties, � Frenhofers sac&#x12B;ja. � T&#x101; ir studija, ko uzgleznoju, tverdams k&#x101;du pozu, t&#x101; nav neko v&#x113;rts. � Tie ir mani maldi, � vi&#x146;� turpin&#x101;ja, nor&#x101;d&#x12B;dams uz br&#x12B;ni�&#x137;&#x12B;gaj&#x101;m kompoz&#x12B;cij&#x101;m, kas bija sak&#x101;rtas visgar&#x101;m sien&#x101;m.</p><p>Izbr&#x12B;n&#x12B;ju�ies par nic&#x12B;gu nev&#x113;r&#x12B;bu pret t&#x101;diem m&#x101;kslas darbiem, Pus&#x113;ns un Porbuss ar ac&#x12B;m mekl&#x113;ja sol&#x12B;to portretu, ta�u nevar&#x113;ja to ieraudz&#x12B;t.</p><p>� Te tas iri � sirmgalvis iesauc&#x101;s. Mati vi&#x146;am bija izsp&#x16B;ru�i, seja kv&#x113;loja p&#x101;rdabiska aizgr&#x101;bt&#x12B;b&#x101;, acis zv&#x113;roja un pats vi&#x146;� elsoja k&#x101; m&#x12B;las apskurbin&#x101;ts jauneklis.</p><p>� J&#x16B;s negaid&#x12B;j&#x101;t, ka b&#x16B;�u sasniedzis t&#x101;du piln&#x12B;bu! � vi&#x146;� iesauc&#x101;s. � J&#x16B;s mekl&#x113;jat gleznu, bet j&#x16B;su priek�&#x101; ir sieviete. Uz �&#x101; audekla ir rad&#x12B;ts t&#x101;ds dzijums, gaiss tik paties&#x12B;gi att&#x113;lots, ka j&#x16B;s to vairs neat�&#x137;irat no gaisa, kas m&#x16B;s ap&#x146;em. Kur ir m&#x101;ksla? T&#x101; pazudusi, izgaisusi. Tas ir pats jaunas sievietes augums. Vai neesmu labi uztv&#x113;ris kolor&#x12B;tu, b&#x16B;tisko l&#x12B;nij&#x101;, kas it k&#x101; norobe�o &#x137;ermeni? Vai mums neatkl&#x101;jas viens un tas pats, raugoties tiklab uz priek�metiem atmosf&#x113;r&#x101;, k&#x101; uz ziv&#x12B;m &#x16B;den&#x12B;? Paskatieties, k&#x101; aprises atdal&#x101;s no fonal Vai jums negribas uzlikt roku uz �&#x101;s muguras? Veselus septi&#x146;us gadus es p&#x113;t&#x12B;ju, k&#x101;du iespaidu rada gaismas un priek�metu saskare. Un mati, vai p&#x101;r tiem nepludo gaisma? Man liekas, vi&#x146;a ievilka elpu... Redziet �&#x12B;s kr&#x16B;tisl Kur� gan piel&#x16B;gsm&#x113; nemestos ce|os vi&#x146;as priek�ai �ais mies&#x101;s puls&#x113; dz&#x12B;v&#x12B;ba. T&#x16B;l&#x12B;t vi&#x146;a piecelsies, pagaidiet vieni -</p><p>� Vai j&#x16B;s kaut ko redzat? � Pus&#x113;ns jaut&#x101;ja Por-busam.</p><p>� N&#x113; ... Un j&#x16B;s?</p><p>� Neko.</p><p>Nepiev&#x113;rsdami uzman&#x12B;bu sirmgalvja j&#x16B;smai, abi gleznot&#x101;ji p&#x101;rbaud&#x12B;ja, vai gaisma, vertik&#x101;li kr&#x12B;tot uz Frenhofera nor&#x101;d&#x12B;t&#x101; audekla, neizn&#x12B;cina visu efektu. Vi&#x146;i s&#x101;ka p&#x113;t&#x12B;t gleznu gan no lab&#x101;s puses, gan priek�puses, gan kreis&#x101;s puses, dr&#x12B;z pieliekdamies, dr&#x12B;z atkal izsliedamies.</p><p>� J&#x101;, j&#x101;, t&#x101; ir glezna, � Frenhofers sac&#x12B;ja, p&#x101;rpratis r&#x16B;p&#x12B;g&#x101;s p&#x101;rbaudes nol&#x16B;ku. � Redziet, te ir r&#x101;mis, molberts un �eit � manas kr&#x101;sas, otas.</p><p>Un, pa&#x137;&#x113;ris otu, vi&#x146;� vienties&#x12B;gi r&#x101;d&#x12B;ja to abiem gleznot&#x101;jiem.</p><p>� Vecais landsknehts zobojas par mums, � Pus&#x113;ns ieteic&#x101;s, atkal nost&#x101;damies �&#x137;ietam&#x101;s gleznas priek�&#x101;. � Es te redzu tikai jucekl&#x12B;gi sabl&#x12B;v&#x113;tus kr&#x101;su plankumus, ko apvij milzum daudz d&#x12B;vainu l&#x12B;niju; tas jau ir &#x137;ell&#x113;jums, ne glezna.</p><p>� M&#x113;s k|&#x16B;d&#x101;mies, paskatieties ... � Porbuss sac&#x12B;ja.</p><p>Tuv&#x101;k pieg&#x101;ju�i, vi&#x146;i ieraudz&#x12B;ja gleznas st&#x16B;r&#x12B; kailas k&#x101;jas p&#x113;du, kas r&#x113;goj&#x101;s lauk&#x101; no kr&#x101;su, pusto&#x146;u, nenoteiktu nian�u un bezveid&#x12B;gas d&#x16B;makas haosa, � burv&#x12B;gu, dz&#x12B;vu p&#x113;dul</p><p>Vi&#x146;i st&#x101;v&#x113;ja k&#x101; p&#x101;rakme&#x146;oju�ies aiz saj&#x16B;smas par �o atl&#x16B;zni, kas bija palicis neticamas, l&#x113;nas un pak&#x101;peniskas sa&#x101;rd&#x12B;�anas neskarts. P&#x113;da r&#x113;goj&#x101;s tur glu�i</p><p>k&#x101; Paras marmor&#x101; kalts Ven&#x113;ras torss, kas negaidot izniris no nodedzin&#x101;tas pils&#x113;tas gruve�iem.</p><p>� Tur apak�&#x101; ir sievietei � Porbuss iesauc&#x101;s, piev&#x113;rsdams Pus&#x113;na uzman&#x12B;bu biezajam kr&#x101;su sl&#x101;nim, kuras vecais gleznot&#x101;js bija kl&#x101;jis citu uz citas, dom&#x101;dams pilnveidojam savu gleznu.</p><p>Abi m&#x101;kslinieki sp&#x113;ji pagriez&#x101;s pret Frenhoferu, s&#x101;kdami, lai gan V&#x113;l neskaidri, apjaust aizgr&#x101;bt&#x12B;bu, k&#x101;d&#x101; vi&#x146;� dz&#x12B;voja.</p><p>� Vi&#x146;� tic savam darbam, � Porbuss sac&#x12B;ja.</p><p><emphasis>� J&#x101;,</emphasis> draugs, � sirmgalvis k&#x101; atmozdamies atbild&#x113;ja, � vajag tic&#x113;t, tic&#x113;t m&#x101;kslai, un ir ilgi j&#x101;dz&#x12B;vo vien&#x12B;gi savam darbam, lai ko taml&#x12B;dz&#x12B;gu rad&#x12B;tu. Da�as no �&#x12B;m &#x113;n&#x101;m man maks&#x101;ja patie�&#x101;m daudz pQ|u. Paraugieties: te uz vaiga, zem acs, ir viegla pus&#x113;na. Ja nov&#x113;rosit to dab&#x101;, jums t&#x101; liksies gandr&#x12B;z neatveidojama. Vai dom&#x101;jat, ka es nenop&#x16B;l&#x113;jos, lai pan&#x101;ktu �o efektu? J&#x101;, m&#x12B;|ais Porbus, apl&#x16B;ko uzman&#x12B;gi manu darbu, un tu lab&#x101;k saprat&#x12B;si to, ko tev sac&#x12B;ju par reljefu un kont&#x16B;r&#x101;m. Apskati gaismas plankumus uz kr&#x16B;t&#x12B;m, un tu redz&#x113;si, k&#x101; ar vair&#x101;kiem triepieniem, kl&#x101;jot aizvien biez&#x101;ku kr&#x101;sas k&#x101;rtu, man izdevies ieg&#x16B;t te &#x12B;stu gaismu un saska&#x146;ot to ar gai�o to&#x146;u mirdzo�o baltumu, un k&#x101; turpretim, nogludinot izci&#x13C;&#x146;us un</p><image l:href="#9"/><p>kr&#x101;sas graudainumu, esmu izl&#x12B;dzin&#x101;jis pus&#x113;n&#x101; grimsto�&#x101;s fig&#x16B;ras aprises, t&#x101; ka nepaliek ne mi&#x146;as no z&#x12B;m&#x113;juma un m&#x101;kslof&#x12B;bas, un formas ieg&#x16B;st dabisku reljefumu. Pan&#x101;ciet tuv&#x101;k, t&#x101; j&#x16B;s lab&#x101;k redz&#x113;sit, k&#x101; esmu str&#x101;d&#x101;jis. No t&#x101;lienes tas nav paman&#x101;ms. Skatieties seifi Te, manupr&#x101;t, tas ir skaidri redzams.</p><p>Un vi&#x146;� ar otas galu nor&#x101;d&#x12B;ja abiem gleznot&#x101;jiem uz biezu gai�as kr&#x101;sas plankumu.</p><p>Porbuss uzsita sirmgalvim uz pleca un, pagriezdamies pret Pus&#x113;nu, sac&#x12B;ja:</p><p>� Vai j&#x16B;s zin&#x101;t, ka m&#x16B;su priek�&#x101; ir liels gleznot&#x101;js?</p><p>� Vi&#x146;� ir vair&#x101;k dzejnieks nek&#x101; gleznot&#x101;js, � Pus&#x113;ns nopietni atbild&#x113;ja.</p><p>� �eit, � Porbuss turpina, pieskardamies audeklam, � �eit beidzas m&#x16B;su m&#x101;ksla virs zemes.</p><p>� Un no �ejienes t&#x101; pazud&#x12B;s debes&#x12B;s, � Pus&#x113;ns sac&#x12B;ja.</p><p>� Cik daudz izbaud&#x12B;ta prieka glab&#x101; �is audekla gabalsl � Porbuss izsauc&#x101;s.</p><p>Sirmgalvis vi&#x146;os neklaus&#x12B;j&#x101;s, bet, dom&#x101;s nogrimis, uzsmaid&#x12B;ja iedom&#x101;tajai sievietei.</p><p>� Ta�u agri vai v&#x113;lu vi&#x146;� atsk&#x101;rt&#x12B;s, ka glezn&#x101; nav nek&#x101;l � Pus&#x113;ns iesauc&#x101;s.</p><p>� Man&#x101; glezn&#x101; nek&#x101; nav? � Frenhofers atk&#x101;rtoja,</p><p>skat&#x12B;damies te uz abiem m&#x101;ksliniekiem, te uz savu gleznojumu.</p><p>� Ko j&#x16B;s izdar&#x12B;j&#x101;t! � Porbuss klusu p&#x101;rmeta Pus&#x113;n&#x101;m.</p><p>Sirmgalvis sp&#x113;c&#x12B;gi sagr&#x101;ba jaunekja roku un sac&#x12B;ja:</p><p>� Un tu neko neredzi, nej&#x113;ga t&#x101;ds? Aitasgalva, nelgai K&#x101;p&#x113;c tad tu n&#x101;ci �urp? Mans labais Porbus, vi&#x146;� turpin&#x101;ja, piev&#x113;rsies gleznot&#x101;jam, � un j&#x16B;s, vai ar&#x12B; j&#x16B;s par mani smejaties? Atbildietl Esmu j&#x16B;su draugs. Sakiet, vai tie�&#x101;m es b&#x16B;tu saboj&#x101;jis savu gleznu?</p><p>Porbuss vilcin&#x101;j&#x101;s, neuzdro�in&#x101;damies atbild&#x113;t, ta�u sirmgalvja b&#x101;laj&#x101; sej&#x101; atspogu&#x13C;oj&#x101;s tik mokpilnas ba�as, ka Porbuss nor&#x101;d&#x12B;ja uz audeklu, sac&#x12B;dams:</p><p>� Paskatieties pats!</p><p>Br&#x12B;di v&#x113;rojis gleznu, Frenhofers sagr&#x12B;|oj&#x101;s:</p><p>� Nek&#x101;! It nek&#x101;l Un nostr&#x101;d&#x101;t desmit gadus...</p><p>Vi&#x146;� aps&#x113;d&#x101;s un s&#x101;ka raud&#x101;t.</p><p>� T&#x101;tad es esmu mu|&#x137;is, bezpr&#x101;tis! T&#x101;tad man nav ne talanta, ne sp&#x113;ju! Esmu tikai bag&#x101;ts v&#x12B;rs, kas bezj&#x113;dz&#x12B;gi vada savas dienas! T&#x101;tad neb&#x16B;�u rad&#x12B;jis neko!</p><p>Caur asar&#x101;m vi&#x146;� raudz&#x12B;j&#x101;s glezn&#x101;, tad negaidot lepni izsl&#x113;j&#x101;s un uzmeta abiem gleznot&#x101;jiem zalgojo�u skatienu:</p><p>� Zv&#x113;ru pie Kristus miesas un asin&#x12B;m! J&#x16B;s esat skau&#x123;i, j&#x16B;s gribat man iest&#x101;st&#x12B;t, ka glezna saboj&#x101;ta, un p&#x113;c tam man to nozagti Bet es redzu, es to redzu! � vi&#x146;i kliedza. � T3 ir pasakaini skaista...</p><p>Sai mirkl&#x12B; Pus&#x113;ns izdzirda kakt&#x101; raudam pavisam aizmirsto 2ilieti.</p><p>� Kas tev kait, mans e&#x146;&#x123;ei? � jaut&#x101;ja gleznot&#x101;js, p&#x113;k�&#x146;i atkal juzdamies k&#x101; iem&#x12B;l&#x113;jies jauneklis.</p><p>� Non&#x101;v&#x113; mani! � meitene sac&#x12B;ja. � Es b&#x16B;tu bezgode, ja tevi v&#x113;l m&#x12B;l&#x113;tu k&#x101; l&#x12B;dz �im, jo es tevi nicinu... Es apbr&#x12B;noju tevi, un tu man iedvesi �ausmas! Es tevi m&#x12B;lu, un man �&#x137;iet, ka jau ien&#x12B;stu tevi!</p><p>Kam&#x113;r Pus&#x113;ns klaus&#x12B;j&#x101;s Zilletes v&#x101;rdos, Frenhofers atkal aizkl&#x101;ja savu Katr&#x12B;nu ar za|u sar�u tikpat mier&#x12B;gi un nopietni, k&#x101; juvelieris aizsl&#x113;dz savas atvilktnes, kad dom&#x101; tuvum&#x101; esam man&#x12B;gus zagjus. Vi&#x146;� p&#x101;rlaida abiem gleznot&#x101;jiem nicin&#x101;�anas un aizdomu pilnu, neuztic&#x12B;gu skatienu, sasprindzin&#x101;t&#x101; steig&#x101; klus&#x113;dams izvad&#x12B;ja vi&#x146;us no darbn&#x12B;cas un uz m&#x101;jas sliek�&#x146;a pateica:</p><p>� Ardievu, m&#x12B;&#x13C;ie draugi!</p><p>T&#x101;da atvad&#x12B;�an&#x101;s stindzin&#x101;ja un bied&#x113;ja abus gleznot&#x101;jus. Otr&#x101; dien&#x101; Porbuss noba�&#x12B;jies dev&#x101;s apraudz&#x12B;t Frenhoferu un uzzin&#x101;ja, ka vi&#x146;� nakt&#x12B; miris, iepriek� sadedzin&#x101;jis savas gleznas.</p><p>&#x420;&#x430;&#x433;&#x422;&#x445;&#x431;, 1832. gada febru&#x101;r&#x12B;</p></section><section><title><p>PASKAIDROJUMI</p></title><p><sup>1</sup> Marija Med&#x12B;ti (1573.�1642.) � Francijas karaliene,</p><p>Indri&#x137;a IV sieva, kuru Rubenss att&#x113;lojis vesel&#x101; gleznu s&#x113;rij&#x101; (21 darbs) ar nosaukumu aMarljas Medl�l dz&#x12B;ve� (glab&#x101;jas Luvrl).</p><p>�Neol&#x12B;ts (g r. �Jaundzimu�ais�) � Ies&#x101;c&#x113;js, m&#x101;ceklis k&#x101;d&#x101; zin&#x101;tnes vai m&#x101;kslas nozar&#x113;.</p><p>�E&#x123;lptos Marija- kato|u sv&#x113;t&#x101;, kas sv&#x113;tce&#x13C;ojum&#x101; uz Kristus kapu samaksai par p&#x101;rcel�anu esot sniegusi laiviniekam pati sevi.</p><p><sup>4</sup> P &#x433; &#x43E; t c ] s (grie&#x137;u mlt.) � Nept&#x16B;na d&#x113;ls, tikpat main&#x12B;gs k&#x101; j&#x16B;ras vi&#x13C;&#x146;i, sp&#x113;j par&#x101;d&#x12B;ties jebkur&#x101; Izskat&#x101;.</p><p>* Triumfa rati (I a t.J.</p><p>* Skaists cilv&#x113;ks (I a t.J.</p><p><sup>7</sup> Ak d&#x113;li (I a t.j.</p><p><sup>8</sup> P I g m a I ions (grie&#x137;u mlt.) � Klpras valdnieks, kas iem&#x12B;l&#x113;j&#x101;s pa�a veidot&#x101; statuj&#x101;, kuru Alrod&#x12B;te, paklaus&#x12B;dama vi&#x146;a l&#x16B;gumam, atdz&#x12B;vin&#x101;ja.</p><p>* &#x41E; r f &#x43E; j s (grie&#x137;u mlt.) � dziesminieks, Apolona un m&#x16B;zas Kalllopcs d&#x113;ls, kas ar savu m&#x101;kslu apb&#x16B;ra visu dz&#x12B;vo un nedz&#x12B;vo dabu, nok&#x101;pa miru�o valst&#x12B; un Izveda no turienes savu sievu Eurid&#x12B;kl.</p></section><section><title><p>P&#x112;CV&#x100;RDS</p></title><p>V&#x113;stule Engelsam (1167. g. 25. febru&#x101;r&#x12B;) K&#x101;rlis Markss Balzaka st&#x101;stu �Nezin&#x101;mais �edevrs* nosaucis par mazu �edevru, pilnu jaukas Ironijas. Ne velti rakstnieks v&#x113;l p&#x113;c pirmpublic&#x113;juma 1831. g. to vair&#x101;kk&#x101;rt p&#x101;rstr&#x101;d&#x101;jis, pilnveidojis, l&#x12B;dz 1845. g. iek&#x13C;&#x101;vls �Cilv&#x113;cisk&#x101;s kom&#x113;dijas* piecpadsmitaj&#x101; s&#x113;jum&#x101;, dodams visai elast&#x12B;gu �anra apz&#x12B;m&#x113;jumu � filozofiska et&#x12B;de.</p><p>Ja tas b&#x16B;tu t&#x113;lot&#x101;jas m&#x101;kslas darbs, var&#x113;tu sac&#x12B;t, ka �Nezin&#x101;maj&#x101; �edevr&#x101;� pan&#x101;kta gleznai nepiecie�am&#x101; z&#x12B;m&#x113;juma un kolor&#x12B;ta vienot&#x12B;ba, par ko run&#x101; Balzaks. Domas z&#x12B;m&#x113;jums te p&#x101;r&#x113;dis organiski vien&#x12B;b&#x101; ar psiholo&#x123;iski emoclonilo t&#x113;lojumu, bet visa pamat&#x101; Ir dz&#x12B;ves v&#x113;rojumi, probl&#x113;mas, kas nodarbin&#x101;ju�as visu laikmetu un It &#x12B;pa�i Balzaka laika m&#x101;ksliniekus. St&#x101;sta darb&#x12B;ba gan norisin&#x101;s daudz agr&#x101;k, 1112. gada Par&#x12B;z&#x113;, un taj&#x101; biogr&#x101;fiski prec&#x12B;zi t&#x113;lotas v&#x113;sturiskas personas, kam rakstnieks atst&#x101;jis ar&#x12B; vi&#x146;u &#x12B;stos v&#x101;rdus. Fant&#x101;zijas rad&#x12B;ts Ir vien&#x12B;gi Frenhofera t&#x113;ls, turpret&#x12B; Porbuss, Pus&#x113;ns un Mab&#x12B;zs Ir paz&#x12B;stami m&#x101;kslinieki ar liel&#x101;ku vai maz&#x101;ku noz&#x12B;mi glezniec&#x12B;bas att&#x12B;st&#x12B;b&#x101;.</p><p>Nikol&#x101; Pus&#x113;ns (1594.�1665,], Iev&#x113;rojamais frantu klasicisma meistars, patie�&#x101;m asto&#x146;padsmit gadu vecum&#x101; aizb&#x113;dzis no m&#x101;j&#x101;m, kas atrad&#x101;s maz&#x101; Normandljas ciemat&#x101;, un devies uz Par&#x12B;zi laimi mekl&#x113;t. Tur vi&#x146;a skolot&#x101;ji s&#x101;kum&#x101; biju�i nenoz&#x12B;m&#x12B;gie t&#x101; laika gleznot&#x101;ji Lalcmanj un Ells, nevis Porbuss: t&#x101;tad Pus&#x113;na sastaplan&#x101;s ar Porbusu Ir Izdom&#x101;ta, rakstnieka Ieceros nosac&#x12B;ta. Fransu&#x101; Porbuss Jeb Purbuss (1569.�1622.) dzimis &#x100;ntver-pen&#x113; m&#x101;kslinieku &#x123;imen&#x113; un sav&#x101; laik&#x101; bijis viens no Iev&#x113;rojam&#x101;kajiem galma gleznot&#x101;jiem. Saska&#x146;&#x101; ar laikmeta trad&#x12B;cij&#x101;m Porbuss aizbrauca uz It&#x101;liju, kur str&#x101;d&#x101;ja Mantuj&#x101;. 1609. gad&#x101; Marija Medl&#x113;l aicin&#x101;ja Porbusu uz Par&#x12B;zi un Iec&#x113;la par galma gleznot&#x101;ju. Luvr&#x101; glab&#x101;jas vair&#x101;ki vi&#x146;a darbi, to vid&#x16B; Marijas Medl�l un Indri&#x137;a IV portrets, ta&#x113;u Balzaka aprakst&#x12B;t&#x101; glezna &#x25A0;&#x112;&#x123;iptes Marija� nav autentiska, t&#x101;pat neatbilst paties&#x12B;bai tas, ka Marija Medl�l jau 1612. gad&#x101;, proti, st&#x101;sta darb&#x12B;bas laik&#x101;, atst&#x16B;musi Porbusu un d&#x101;v&#x101;jusi savu labv&#x113;l&#x12B;bu Rubensam. Gleznu s&#x113;riju �Marijas Medl�l dz&#x12B;ve� Rubenss s&#x101;ka tikai 1621. gad&#x101; un pabeidza tr&#x12B;s gadus p&#x113;c Porbusa n&#x101;ves.</p><p>Mab&#x12B;zs, par kura vien&#x12B;go skolnieku sevi d&#x113;v&#x113; Frcnhofers, Ir holandlelu gleznot&#x101;js Jans Gos&#x101;rfs (apm&#x113;ram 1470.�1533.J, kas pirmais N&#x12B;derlandes glezniec&#x12B;b&#x101; Ienesis It&#x101;lleJu skolas v&#x113;rt&#x12B;bas. Mab&#x12B;za glezn&#x101;m rakstur&#x12B;ga virtuoza tehnisk&#x101; apdare, sp&#x113;c&#x12B;gi model&#x113;ta re&#x101;la &#x137;ermen&#x12B;ba, ta�u tr&#x16B;kst dzlj&#x101;ka satura un Izj&#x16B;tas. Sav&#x101; laik&#x101; Mab&#x12B;zs nov&#x113;rt&#x113;ts nepeln&#x12B;ti augstu. Balzaks, ac&#x12B;m redzot, &#x13C;oti labi p&#x101;rzin&#x101;jis m&#x101;kslas v&#x113;sturi un gleznot&#x101;ju biogr&#x101;fijas, |o viss, kas �Nezin&#x101;maj&#x101; &#x12B;edevr&#x101;� teikts par Mab&#x12B;za dz&#x12B;ves veidu un raksturu, saskan ar faktiem, ko sav&#x101; 1604. gad&#x101; public&#x113;taj&#x101; gr&#x101;mat&#x101; atst&#x101;sta pirmais N&#x12B;derlandes m&#x101;kslinieku biogr&#x101;fs, Fransa Halsa skolot&#x101;js Karels van</p><p>Manders. St&#x101;sta darb&#x12B;bas laikam atbilst ar&#x12B; nrel&#x13C;ofa probl&#x113;ma�, kas toreiz risin&#x101;ta It&#x101;lie�u m&#x101;kslas teorij&#x101;, kura atzina, ka fig&#x16B;ras glezn&#x101; var model&#x113;t ar gaismu un pus&#x113;nu. Porbuss run&#x101; par reljefa nosl&#x113;pumu, kas esot m&#x101;kslinieku m&#x16B;�&#x12B;gais Izmisums. 5o domu var&#x113;tu b&#x16B;t IcrosInSJIs Leonardo da VlnEI �Trakt&#x113;ts par glezniec&#x12B;bu�, kas Jau 1651. gadS bija tulkots un Izdots franEu valod&#x101;. Leonardo da VlnEI raksta: �Atveidodami dabu, gleznot&#x101;ji bie�i kr&#x12B;t Izmisum&#x101;, Jo redz, ka glezn&#x101; nav t&#x101;da reljefuma un dz&#x12B;v&#x12B;guma k&#x101; spogul&#x12B; skat&#x12B;tiem priek�metiem . . . Bet vi&#x146;u r&#x12B;c&#x12B;b&#x101; taEu Ir kr&#x101;sas, kas ar sav&#x101;m gai�uma un tum�uma nians&#x113;m daudzk&#x101;rt p&#x101;rsp&#x113;j spogul&#x12B; skat&#x12B;to priek�metu gaism&#x113;nas to&#x146;us.�</p><p>T&#x101;tad, v&#x113;rt&#x113;jot �Nezin&#x101;mo �edevru� no v&#x113;stures vledokja, &#x13C;&#x101;atz&#x12B;st, ka reljefa probl&#x113;ma Iederas att&#x113;lotaj&#x101; laika posm&#x101;, turpret&#x12B; Frenhofcra Izteikt&#x101;s domas par div&#x101;m metod&#x113;m glezniec&#x12B;b&#x101;, par z&#x12B;m&#x113;juma un kolor&#x12B;ta savstarp&#x113;jo c&#x12B;&#x146;u, nav rakstur&#x12B;gas st&#x101;sta darb&#x12B;bas laikam. Diskusija par to, kas glezniec&#x12B;b&#x101; Ir galvenais � l&#x12B;nija vai kr&#x101;sa, s&#x101;k&#x101;s 17. gs. se�desmitajos gados, kad Pus&#x113;ns Jau bija nobriedis m&#x101;kslinieks. Lu&#x12B; XIV akad&#x113;mij&#x101; kr&#x101;sa bija pak&#x13C;auta z&#x12B;m&#x113;jumam, ta�u da&#x13C;a m&#x101;kslinieku ar gleznot&#x101;ju un m&#x101;kslas teor&#x113;ti&#x137;i Roz&#x113; de Pilu priek�gal&#x101; pret to sac&#x113;l&#x101;s, balst&#x12B;damies uz bur�u&#x101;ziju, kuras Ietekme arvien vair&#x101;k pieauga. Jau septi&#x146;desmito gadu beig&#x101;s franEu m&#x101;kslinieki bija sa�&#x137;&#x113;lu�ies div&#x101;s grup&#x101;s: �rubcnslstos�, kas aizst&#x101;v&#x113;ja Tlci&#x101;na un Rubensa spo�o, bag&#x101;t&#x12B;go paleti, un</p><p>&#x25A0;pus&#x113;nlstos�, akad&#x113;miski klasicisma plekrltijos, kuru vadonis bija k&#x13C;uvis Hlkol&#x101; Pus&#x113;ns. 18. gadsimta pirmsrevol&#x16B;cijas gleznie c&#x12B;bi uzvaru g&#x16B;st kolorlstlskals virziens.</p><p>Ta�u �Nezin&#x101;mo �edevru� Balzaks nav Iecer&#x113;jis kl v&#x113;sturisku silstu, bet vair&#x101;k k&#x101; filozofisku st&#x101;stu ar v&#x113;sturisku fonu; t&#x101;p&#x113;c priek�pl&#x101;n&#x101; Izvirz&#x12B;t&#x101; problem&#x101;tika nav vis arubenslstu� un �pus&#x113;nlstu� c&#x12B;&#x146;a, bet gan Jau pla�&#x101;ka diskusija, kas norisa tie�i st&#x101;sta tap�anas laik&#x101; un sav&#x101; zi&#x146;&#x101; bija Iepriek�&#x113;j&#x101; gadsimta m&#x101;kslas str&#x12B;du turpin&#x101;jums, proti, romantisma un klasicisma c&#x12B;&#x146;a glezniec&#x12B;b&#x101;. Balzakam bija tuvas sava laikmeta m&#x101;kslas probl&#x113;mas, vi&#x146;� regul&#x101;ri apmekl&#x113;ja Salonu � fren�u gleznot&#x101;ju un t&#x113;lnieku Izst&#x101;des Luvr&#x101;, un piedal&#x12B;j&#x101;s str&#x12B;dos par Izst&#x101;d&#x12B;tajiem darbiem. Rakstnieks bie�i ciemoj&#x101;s slaven&#x101;, toreiz Jau se�desmit gadus vec&#x101; gleznot&#x101;ja Fransu&#x101; �cr&#x101;ra m&#x101;j&#x101;, kur m&#x113;dza satikties m&#x101;kslinieki.</p><p>C&#x12B;&#x146;a starp klasisko un romantisko virzienu bija Iedegusies, kop� �erlko savu �Med&#x16B;zas plostu� (1819. g.) un Delakru&#x101; &#x25A0;Dantes laivu� bija Izst&#x101;d&#x12B;ju�i Salon&#x101;. &#x12B;pa�i asa �&#x12B; c&#x12B;&#x146;a k|uva p&#x113;c 1824. gada Izst&#x101;des Salon&#x101;, kur abu nesamierin&#x101;mo virzienu da�&#x101;d&#x101;s koncepcij&#x101;s &#x13C;oti skaidri atkl&#x101;jis Delakru&#x101; �Hlosas grauti&#x146;&#x101;� ua Engra �Lu&#x12B; XIII sv&#x113;tsol&#x12B;jum&#x101;�. Kv&#x113;lais kolorlsts Delakru&#x101; un akad&#x113;miskais t&#x12B;r&#x101;s l&#x12B;nijas meistars Engrs bija di�ie pretinieki, ap kuriem pulc&#x113;j&#x101;s Par&#x12B;zes m&#x101;kslinieki, sadal&#x12B;ju�ies div&#x101;s naid&#x12B;g&#x101;s nometn&#x113;s. Frenhofera, Pus&#x113;na un Perbusa sarun&#x101;s par m&#x101;kslu atspogu&#x13C;ojas romantisma un kla-slclsma skolas principi. Engrs m&#x101;c&#x12B;ja, ka septi&#x146;as astotdajas glezniec&#x12B;b&#x101; Ir z&#x12B;m&#x113;jums, un pras&#x12B;ja �skulptur&#x101;lu gleznojumu. Bet Delakru&#x101;, kl min Saris Bodl&#x113;rs k&#x101;d&#x101; savi raksti, esot reiz Izteicies: �M&#x12B;ksta Ir kaut kas tik Idells, tik netverams un b&#x113;go�s, ka gleznot&#x101;ja darba r&#x12B;ki nekad nav pietiekami t&#x12B;ri, nedz pa&#x146;&#x113;mieni pietiekami veikli .. .� � un ka Ir tldl �m&#x101;kslinieki, kas, plrlleku c&#x12B;t&#x12B;gi v&#x113;rodami un atdarlnldaml dabu, aizmirst Just un dom&#x101;t�.</p><p>�Nezin&#x101;maj&#x101; �edevr&#x101;� atspogujojas ne tikai Balzaka laika m&#x101;kslos str&#x12B;di un c&#x12B;&#x146;as, bet ar&#x12B; tendences, no kur&#x101;m likumsakar&#x12B;gi Izauga v&#x113;l&#x101;kie str&#x101;vojumi Rietumeiropas m&#x101;ksl&#x101;.</p><p>Ar Frenhofera v&#x101;rdiem Balzaks kritiz&#x113; Impresionismu: �Iespaidi! Iespaidi! Tie ta�u Ir tikai dz&#x12B;ves nelaul&#x101;s par&#x101;d&#x12B;bas, nevis pati dz&#x12B;ve ... Ne gleznot&#x101;js, ne dzejnieks, ne t&#x113;lnieks nedr&#x12B;kst �&#x137;irt Iespaidu no c&#x113;lo&#x146;a, kas Ir nesaraujami saist&#x12B;ti viens ar otru.* Tagod �&#x137;iet, ka rakstnieks It k&#x101; paredz&#x113;jis t&#x113;la sair�anu subjekt&#x12B;vaj&#x101; glezniec&#x12B;b&#x101;, kad paz&#x16B;d z&#x12B;m&#x113;jums � skelets un paliek tikai kr&#x101;sa � dz&#x12B;v&#x12B;ba, ta�u �dz&#x12B;v&#x12B;ba bez skeleta Ir kaut kas v&#x113;l nepiln&#x12B;g&#x101;ks nek&#x101; skelets bez dz&#x12B;v&#x12B;bas�.</p><p>Tikpat asi Balzaks v&#x113;r�as pret natur&#x101;lismu: �M&#x101;kslas uzdevums nav dobu kop&#x113;t, m&#x101;kslas uzdevums Ir dabu Izteikti� T&#x101;di Ir patiesas, re&#x101;listiskas m&#x101;kslas principi Jebkur&#x101; m&#x101;kslas nozar&#x113;. Mod&#x113;ja rado�a p&#x101;rveido�ana arvien bijusi un Ir &#x12B;stas m&#x101;kslas likums.</p><p>&#x25A0; Nezin&#x101;maj&#x101; Jedcvr&#x101;�, Jal dzi&#x13C;u domu pies&#x101;tin&#x101;taj&#x101; st&#x101;st&#x101;, skaidri atkl&#x101;jas Balzaka viedoklis: glezniec&#x12B;b&#x101; nedr&#x12B;kst pret* stat&#x12B;t z&#x12B;m&#x113;jumu un kr&#x101;su, t&#x101;pat k&#x101; literat&#x16B;r&#x101; nedr&#x12B;kst pret* stat&#x12B;t Ideju un t&#x113;lu. �Et&#x12B;d&#x113; par Bellu� (1840. g.J, klasific&#x113;dams liter&#x101;rus darbus analo&#x123;iski t&#x113;lot&#x101;jas m&#x101;kslas darbiem, Balzaks run&#x101; par aldejas skolu� un �t&#x113;la skolu� un Izsaka v&#x113;l&#x113;&#x12B;anos pieder&#x113;t pie tiem autoriem, kas cen�as sniegt �Ideju t&#x113;l&#x101; un t&#x113;lu Idej&#x101;�. Vi&#x146;a �Nezin&#x101;mais �edevrs� apliecina, ka autora nodomi &#x12B;stenojusies, �is est&#x113;tikas atzi&#x146;&#x101;m p&#x101;rbag&#x101;tais st&#x101;sts nav tikai filozofisks trakt&#x101;ts, t&#x101; varo&#x146;i nav sh&#x113;mas, nav tikai Idejas paud&#x113;ji, aizkr&#x101;sotas kont&#x16B;ras�, bet gan no re&#x101;las vides n&#x101;kuSI cilv&#x113;ki ar sav&#x101;m kaisl&#x12B;b&#x101;m un Iek�&#x113;jiem konfliktiem, plln-asln&#x12B;gl t&#x113;li, kuros �pl&#x16B;st dz&#x12B;v&#x12B;bas silt&#x101; elpa�.</p><p>Frenhofera t&#x113;ls, kura raksturojum&#x101; saau�as dzija sirsn&#x12B;ba un gudra Ironija, 21s aizraut&#x12B;gais gleznot&#x101;js, kura m&#x16B;�s bijis �pilns rad&#x12B;�anas moku un sv&#x113;tlaimes�, t&#x101;pat k&#x101; visi spilgt&#x101;kie t&#x113;li pasaules literat&#x16B;r&#x101;. Ir tik Jotl pies&#x101;tin&#x101;ts ar domu, ka, nozaud&#x113;dams savu vienreiz&#x113;jo Individualit&#x101;ti, Jau p&#x101;raug simbol&#x101;.</p><p>Frenhofers dom&#x101;, ka gleznot&#x101;jam J&#x101;uztver �visas rad&#x12B;bas un visu lietu J&#x113;ga, raksturs, dv&#x113;sele�, lai glezn&#x101; �katrs t&#x113;ls b&#x16B;tu vesela pasaule�, un, cenzdamies savu darbu pilnveidot, kl&#x101;j triepienu uz triepiena, l&#x12B;dz p&#x101;rk&#x101;pj k&#x101;du neman&#x101;mu robe�u un saboj&#x101; gleznu, �&#x137;iet, ka Balzakt&#x137;-n biju�i zin&#x101;mi Dclakru&#x101; v&#x101;rdi: �Labai gleznai, kura Ir uztic&#x12B;ga un l&#x12B;dz&#x12B;ga sapnim, kas to dzemdin&#x101;jis, &#x13C;&#x101;top rad&#x12B;tai k&#x101; pasaulei. T&#x101;pat k&#x101; mums</p><p>redzami dz&#x12B;^&#x101; rad&#x12B;ba Ir vair&#x101;ku rad&#x12B;�anas li�u rezult&#x101;ts un katrs n&#x101;kamais rad&#x12B;�anas process pilnveido Iepriek�&#x113;jo, t&#x101; harmoniski b&#x16B;v&#x113;ta glezna b&#x16B;t&#x12B;b&#x101; Ir vair&#x101;kas cita uz citas uzliktas gleznas, kur katrs &#x13C;aunais sl&#x101;nis pie�&#x137;ir sapnim vair&#x101;k realit&#x101;tes un pace&#x13C; to augst&#x101;k&#x101; piln&#x12B;bas pak&#x101;p&#x113;.�</p><p>Bet Frenhofers, 31s m&#x16B;�&#x12B;gi mekl&#x113;jo�ais m&#x101;kslinieks, nerimt&#x12B;gi tiekdamies p&#x113;c piln&#x12B;bas. Izn&#x12B;cin&#x101;ja savu darbu.</p><p>M&#x101;kslinieka Iek�&#x113;jais konflikts starp Ieceri un t&#x101;s realiz&#x101;ciju �eit saasin&#x101;ts l&#x12B;dz gal&#x113;j&#x101;m robe�&#x101;m. Ar notikumu lo&#x123;iku Balzaks meistar&#x12B;gi atsedz Frenhofera tra&#x123;&#x113;dijas c&#x113;lo&#x146;us: &#x123;eni&#x101;lais gleznot&#x101;js nesp&#x113;j savas ieceres realiz&#x113;t t&#x101;p&#x113;c, ka zaud&#x113;jis paties&#x12B;bas krit&#x113;riju, atr&#x101;vies no re&#x101;l&#x101;s dz&#x12B;ves, mekl&#x113;dams savu Ide&#x101;lu at&#x12B;r&#x101;s m&#x101;kslas� sf&#x113;r&#x101;s, uzskat&#x12B;dams formu par pa�v&#x113;rt&#x12B;bu, lai gan aforma Ir tulks, kam J&#x101;pau� Idejas, Izj&#x16B;tas, po&#x113;zijas daudzveid&#x12B;ba�.</p><p>Balzaka t&#x113;lu valoda �ai filozofiskaj&#x101; st&#x101;st&#x101; Ir tik sp&#x113;c&#x12B;ga un nep&#x101;rprotama, ka �Nezin&#x101;mo �edevru� ar piln&#x101;m ties&#x12B;b&#x101;m var nosaukt par Balzaka est&#x113;tisko manifestu, kur&#x101; Izskan doma, kas ar&#x12B; m&#x16B;su dien&#x101;s Ir visas progres&#x12B;v&#x101;s, re&#x101;listisk&#x101;s m&#x101;kslas pamat&#x101;: dal|rades svar&#x12B;g&#x101;kais priek�noteikums � cie�as saiknes ar dz&#x12B;vi; t&#x101;m tr&#x16B;kstot, m&#x101;ksla un m&#x101;kslinieks Iet boj&#x101;.</p><p>Pla�s skan&#x113;jums Ir Balzaka &#x12B;sajam st&#x101;stam. Pla�s skan&#x113;jums st&#x101;stam, pla�s skat&#x12B;jums autoram.</p><p>Maija Silmale</p><p>H. de Balzac Confei Choisis</p><p>London S. M. Dent 1906</p><p>&#x41E;. &#x434;&#x435; &#x411;&#x430;&#x43B;&#x44C;&#x437;&#x430;&#x43A; &#x41D;&#x415;&#x418;&#x417;&#x412;&#x415;&#x421;&#x422;&#x41D;&#x42B;&#x419; &#x428;&#x415;&#x414;&#x415;&#x412;&#x420;</p><p>&#x41D;&#x430; &#x43B;&#x430;&#x442;&#x44B;&#x448;&#x441;&#x43A;&#x43E;&#x43C; &#x44F;&#x437;&#x44B;&#x43A;&#x435; &#x418;&#x437;&#x434;&#x430;&#x442;&#x435;&#x43B;&#x44C;&#x441;&#x442;&#x432;&#x43E; �&#x41B;&#x438;&#x435;&#x441;&#x43C;&#x430;�</p><p>ONOR&#x112; DE BALZAKS NEZIN&#x100;MAIS �EDEVRS</p><p>Red. H. Ginfere. Maksi, red A. J&#x113;gers. Tehn. red. J. Kloti&#x146;a. Korektore R. Filipsone.</p><p>Nod. sel. 1964. g. 7. IX. Par. iesp. 1965. g. 6. IV. Pap&#x12B;ra formats 60X90/32. 2,69 fiz. iespdl.; 2,69 uzsk. iespiedi.;</p><p>2,17 izdevn. I. Metiens 30000 eks. Maksa 27 &#x43A;&#x430;&#x440;. Izdevniec&#x12B;ba �Liesma� R&#x12B;gB, Padomju bulv. 24. Izdevn. Nr. 18171/D-2337.</p><p>Iespiesta Latvijas PSR Ministru Padomes Valsts preses komitejas Poligr&#x101;fisk&#x101;s r&#x16B;pniec&#x12B;bas p&#x101;rvaldes Paraugtip. R&#x12B;gS, Pu�kina iela 12. Pas&#x16B;t. Nr. 1460.</p><p>A(Fr)</p></section></body><binary id="cover" 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DdUMVLkz6YSpX737klvNPDOZycpniOfcfkkSeJznfek9Sh8KMESeqBwj9EnCElAEpXLGClRODRzRBu93JJUCCBCNzcIgUGAz816w9j/tW43/gDUFT7w/6OlJ9f1a8nKRQ1FRR1kVXSTOhnieHse04LSE4J9QpY/gSS3kua9gHaM3tB0a2Wd39MW8CGrZn6z+sXSd62YyjEPSoi9LkySgCWjogiD5UgBOBE7GEpk4JJ5YQ9EnHNKI5JGbAXQtJ/6v037/8AGVgAFv8ASf8AoCm/f/jKTRT7eXJABwCfDOXREeQ6KHCYLntdzTm/cOqVKxhKNrYwE5ZqPXepbdozSlRf7lLtbTNy09Nz/RfNPW2o63Vepq+9XFzXT1M7nnH3lejvbh1uam50ujKaoPApffVEf415WOOZWX29ThprTJDiE27OUf8AehlUAQyh1QwmUh1QwjRZQAwhhDKBKAdpp3wSskjxvb9pFUzPnmfLJje7rtTKNABGkoxzQIhJoafjSAZOeuFqrHbO+OiZI0vhh6lj8FpVbaKePhgPY8Sk4z6LU1LaizaLmnkgp4JHz4jLD4nD71he2ZdlKaVY3UdYyou8joXHhM5R5S7e6GSComcd02zCqcbngOPMqeW92o3SNwC/lhadMjdrbiYv4nDc0KPX5dMeh+9TLGKY1kffCeFnxKPee7i4z92BEW7w5VQi6GnqQbqlrfmQmgrTSkHetQUcLQMulHVVefSaRmcOy2zvkrBbxLGOBHH+HauV9oM0suq67i+ePwPXZaHhVDC6pHu2ja8xv+SzGmdN2q92qa5VcG588r3Oe/r51xUtiXfyU/FxxFhd2p9H2KSukilt0WPT8KfGk9OxT4qbRTmKRnUfAt/L/HL4f64lYqnulzpp3b9jJmudtXpCaKGqbCaQ947xT73sezyLLXDRFjtlD3wUneOfu9n1ivJZpZG00reQjjj8b2LO/I0pTVwzXlGyh1VWwRs2sD+SoMra9rUUY1dIR+nhY9Yr1XVSGF/U4LhccEfNP1QAiYz1SKQtMjspucuMnP0R2g2eWAiRk80XTkgg+LknuQg+9NY5ZTp+qakINZ+5Hz9E5E1rjj1TrqZ3X0TOKZMxRPldtAO/5qxFtlhl4dVFw3/N6KBzY8N2+D7S6B2c6LqNYPvDqyadlHQUU88f3yBvh/8AVRM5X48OXzu3SJAwh6kH0KIqsoBGEQRhBQ6J2B67m0F2gUdye7NukPDrmZ80Z6r35Tyw1UEVXSyCSmnbvikHxMXzB9F7L9j/AF9/KXSP8jK+o/pKzx8Smz+ng/8AsTomzuod8uaBPzTbX+rOaPibjh/JbsZG7k1N8yE4855IuQUSIEG+BGBkIZ9EAeaMrghw5rfaTx/J+m/f/jKwmOa3+lMfQFN+/wDxlKV5VwcNqJx5dEhuQOaNzwAoednJTA1UWvtTUWk9LVt4uEvCZFGXM/FJjwK5YCvL3txa4ojb6TQrCeOJI6uowfDw0X6b8FdrYeY+0O/1uodTVl3rpOLLVPL3H5c1lshSHPDycdFF5kqKPQt6iIFtwjzhKLTjok8lUswQyhhDCBIFFhHhFlMhAoyUnKAKCEUYRgI8IAw0l35q6sts7yWyS4EWccz6qLQWuqrC0wNy0+V3zK1+nNN1lbKY6iXu7ANrWj1cs73dXDRYadoqT6TiZV1MErZHnZGwdPzVL2mXDdWst8G5kcROQPUraVFFQ2d1RUP3bYGb2SBvmK5Dd6qStrpap7nFz3kjJ6BZcX5S357/AIEUrTI8hoy7rzUu4ueKaMPaA4H0UageGzgPHhPqEu6ye8awAloHVbYcsT6NUoPGG7dzPJC4BxqTuGOXIKXa5wY+HI9jNnNmR6qJXPfLUOc/zBUkwtj2VUwm1G+qfSmZtPFxMD0WNyuodi3uaeuqzDxPGxm9TefR8fyhvavutpstWSOJG2OR7Ni49aNY3C2MMVOxnDz5V0rtLuMY0jKYpCOJ4GLhOTlY8dHXzX1w3r+0u4zRsjnt9IWxu3NDG7cI6jtPvhEkcUNNT7/sLAlJW0ccOXz3bO6doepLjFwpKiONg9GNwugaRuvfdJUs7uNLLJ7iTY9cOC7D2T1sH8mpaKYRe7n95v8AEovVdLqftgp+D9HVwGYpI3R+fxLmq7T2tUlJ/IqOa38UxsmY7xs8i4urp0z5/mDMgjCflGRkJhvJwUxjDw3AhWnjRMHGUWOZUqnjDopM9QooPXKBb0S0p1vkymgMBOwnJOUkwk2uJs1yhid5XnBV9T2eolrTRSHETZMu/JZykkMdVG8HGHg5/vXpztB7PdLspaC+UzpojXQMqJJBJ6vb9Wpu6ONy/wDk3AbbFwMRGTcySOfzcP4JFCt2rP5OCO00RIkp5MS1Efxj41Jlh4FvdJRmrilikjEk8snkaufXR++4znicTxnx/NKG17ntSd2ddZZaOTfBL42/dlVKenTeFbiJRoIFBFZWs7KNVS6L1zbtRRGQinlAlaz4oj5v/RZFGE+jfT211lLcrZT3G3zxy09Qxk8L2nPhSi3muEexnq43bSNZpOoqP55bJOPT8T44HrvGeaukMbiykOKWR4sI9mSrwUCjHLKPllADBwjA5pYMTs5W+0of6Apv3/4ysCN27mt/pT/QFN+//GUrBWbvuQKHqhM7ACzcCLdaiK12uoucvu46anfI9718y+07VM2sdaV1+qyTx3YH9mPL/wCq9q+2NrEaa7Kn0FLUcK43WYQQD5t+P/gV4COc5PVRL0uCn44IwN+G9EQLg8hvRCXkcjok5wMjqnDSU2CfZTvjDckqNsbwyAfFlCJxa4cuqOoAZMCfXmlBybc18Zw4Ii4u5AJXEdjn4kpjWvPMhqaTYJHVAYPon305HkcHpt8Th15Jlg3lBEnGNJI5FGQT1Uqmg3KUKDkCft+RbXSGnrf/AJ5PG2SKPb46g7VF7N6cX9QrDaHd2hrRWn8cfD8i2lNbquPhxPik9wzfl6Xca3Tdrtwi+m4Y/wBXT0z/ABfvqlr+0G00s2KSklqo8fb4a4tbX6h3eqIHapUGipaW155y+8k2Fc19Vaahuc95uclbMdu7kxmcho+Sj2+Nj5fHIxuOm71Xdxf66RVxcn52ybhgncQ9g5hN1DncTBOT6q2ly1ji75cgOSpXn3hOfVNneNZ9LG3Na4gPHIHkmLq8yVzyBjaMZUm0uY5njbzB5OykXvaa1pb4uXP0QLzmEBdb7MB3HTRPu5pK6o3sg/YXI/Vdq0dTzHRUJpJeFLEzfw8eN6nk+l8Mdme1q4yS6RposARyTeBcbPVdJ7YJ48UNJFHLGzG/Y/4VzY9U+OBzT6EgjwjwrYELpPY1UGOO4U/u2F2x3jXN8Lcdk1QIbzUgiOQGHOHfcov004/k3+sZoa3RVxg75Fwomb8M+0uE4Xd62AXOlnghAilqKMvxw/41wt7S17mnqDhRSWnN9DhaAd25Tm1Ic3a52FB4cueUZwnHQyuHhiKtFC4nFrXt4pOfuUQhwJ8J/wAFKgjq85Yx/wDglSMrGk72ED8kymEQtxjPJFnacjmlyu3deoSOuE0DYF6Op6iuuvYJYq+ITT1UMjqVk8fkh2fbXnWNq7l7PWqMaM1Jodx5VUb6uLP9nseps3p6c11LdTVzTVgqJuLJykgfH4FlYA8yggZz1VtqCcCQ0VH/AJrEf+ZNWoMbDUOeOo5Ij0L/AJ2yiThzTghRndVYVkLe7CZsucqA/HLHNVjDO5pBBBNiWjBSAUaUqdE7BdZHRHabbLvNKWUDzwKz74ndV9AHNbLG2SDm14Ekb/uK+Xi9/ezNq+DU3ZBaB3jjXO1x9xqY/j8H1f8AyLSiLw6SAR15ogDuylSNc3mEePBk8lvNMMiCGbsnmkvcc+FLG3GURAKgyOpW90sP6Bpv3v4isIBhbvSx/oGm/e/iKi519IcWEifqiTVwrYrZQS10n+b00L5n/uBZuKHib25dTR3rtEp9PQuHDtMIyfxv6rzvU/Vtb6rQ9ouoZNV6srtQzk76yZzuf58lm3HMjAeij7evH48ZlEjPVEqRkYT0jS0B3o9mEyFPjYJqLd+rfhKQgt2jqURAJ6oEjOMIzjHIYTIGOcw8iQnC9rm+I5KazlAYJz0QBZweikQ1dRCPdyYH5Jk/cQUWM+qRwkuuFW/rIU2+eZ4w9z3f3oomPcceimMbHCMueCUpWhjJO71RSOBOClVEgMmWdE1y6nqqiESA6qVSuliO+Mc1HiAc78lLh3B+5vQeim0tKH6iOSOn4s/vA4eEqsJy3keanVlQ58DGZzhV/rnoinsXS6JhLxg7cJy7OL6hnrgc1FglMZJb6+qVUSmQAjn81Ul9GxzK67bbnLbo7fEKmWGEQb5GFo3Lk9D/AJxHu+r3rU1NdQyyU8UNS7a2LY5z2nKyu34JxIu027Ud1vcJtvG4MUGxnE8yx6sL28Pr37ZOIxvha754UFa06Ycvucg3dtOAnWMJpyShBnhnKW5rzTHahCMtDoKWaHUEL4nhuA7qs8OqkUEroaoSNcW4B5hEirounNR/Rmqq2WtruKCHiPf4veLnVzObjM4eriUmecuqeKmpSXP3/NKK4Xe+x5lXOBjKcZWTt55CiZyEuEc+aMJrfCV3+rAAEuPySJquocMPlPNHG6NrhkAo68xuDSxjB+STT6Qh6knKBJzyRkJA6FW5+pLyVd2Gt+i7nSVfeODu5ScP7KognG9EmlbLLUkcEF6qIqWTiQh+Wu+aIcqbb+s8e9V7umVJz/NgplrB+5SsjgbTNix96qzywVKq3ukmy45UeRpa/DleUXNlEgghiMdUoJCPKAWF332KNSfRnaXV2CU+6vMGxv8Aax5e3/oVwFXGjbvU6f1Tbb1Rv21FHUNlYfvBSiVvpkyTecFKdyTVNUU9ZQU1dTlkkFTCyaN7PXent8fRb5c0mXfJEDtCfLQXFM7Cc5QoFudLD+gab97+IrCycludKn+gab97+IqbiERzeq5z7TN7bYew7UdRG/ZJU0/dG/7TkujPd515e9vjU7ItM2PSbQ7izT97k+W1vRZYY8Nfyw8byuBCYcUHuJKIdFOHdeSc80RRnqiVwzBWlqia+nexx6uVYOqsbaXOr2MBwC9TZdUEtwSAeZKErXtIY75ck/coxFVybQQ30TZzKWuHp1SiQaZtIweWECzLuRGEHYa5wRfIKiHtIdyTojOMuPJIic0HLkJpMnAPJSZx0obyj6pD3F494U1kY+9GOfVXgZLftDdrfMkAHOMc0cY8XMKRFCXOzgpZERlKtVDU3C7U9Hb48zTPDGtWsvnZtrCiqBxqGIZ8G9j0x2TwGbXFj4M0Ukv0g33cn8a9UXCGmkhMksUdQYH7mLK98N9HlxvZTrB8bXtpI35+T0VR2Ua4hkawWOR+71D2L0jT0k03uauLhRye+j2SfjVnWxmlo45Aw+D7R4m1Z+UaZeVD2X688A/k7VeP728v+KL/ACX64/8A8HIP9qz/ALr1Ux877rGXNMcIZ9Z9tM1YLpGQ8PdE9/X5LTceN5rj7H9euljjFsiH51TFJj7GNfOe5oo6MfnVsXpOghkjMjyZPPhjFNhthouI7vEkjD9pLcaf15Xk7Gu0KD6zTzz+LjswhF2M9oM593Z4z9xnZleozNMzMb2SM8HxFVM9Y6KeCKSMx1G3cxPcaPOLOyDXrTwTZcH/APUMSZuybXlL4DZuv/zEa9SWupnqIeNP7xw9VWXCqp6mtkzKY9/iYz7KW40eX5ezPXEZw+wyD/as/wC6nU3Y/r2YZ+h9n7cgC9KcYCniiMwkqHs3s/WKxoqqWQcMl72fo1psNHlh/ZDrvibPoPn+GdpUaTsx15TzcL6Aqv3dpXqqeQvqPK1/h9ETpjII4974uXolF8l43k7/ACc61JxHpytf+4lt7M9dk+LTlbGPvYvVApJoqjiy1Z4e3wMY9W9O3DiXvMkflyjc9Hj2Xs/1lHK+P+Tte/Y/bvZHlp/vTjuzjXDwOHpm4Sfsx5XrmdzmtcHN3RdEzC6WKVjIpT+yo2J5Hb2eazdJw/oGpD/kQqi7advVpYx9ztlRSsecNdI3AJXtCtkkkpJPq+J9YuM+0b/qlbD7z/Ov/Yr3yc8bz+UbSiciAVsFsygM1KJqf3jvVvoptv0zdq0B8UHCiHmfJyaFUW6vmonh8fMfI9FYXDUt1roe7zVZZCByYzkFOG0XHXw0drcYopRW1HxFnlaqSRxe8l3PKIkgk5I/JJxyyDlVDG9skoIIJoBBBGOqAX6IDOeSHoiCIU+g/s239uoexexSiXMtvZ3Of9tq6MvLvsKX8951FpQnlLG2uiyfl4Hr1Et+O7K4A8yUfIxlEB6JuR4jOCQM9OfVEpJf0W60v/oKm/e/iKwp5gLd6YH9B03P0d/EVF5OiAB814N9ta4957a56HdmKgo20/X99e9oywvIf5cZXzG7cq76V7T9SXSLJ4lyeOJnwrG3Zf43xYSTHokouaW3ojDpkj15oZCDjzSFTM4w805uIORyTTAnCFMqhLq5nTwB20KJG4sH5qbRsZJSOBd0CrzycR96Rl8NzyS0JLgchP08wY12R6Jt0edrt2A/oqGCMEDmEj1TjmyE4AR8J+OQ5oBrBPUIwT6KQyGUM3OHJKpKd80mGBG+D0NRMJGdwyp1NJtZjeNyfjpIBII9niUmSkp4WZ2+JZTyNuPjWfZrVCl7SLJUMcc96Z6L1dU97NpluRMIpoD5PievKHZzOWdoVkL42FveY/Rei6iuM1DLZ5YpaiTbIWPWF/pouo52yRl+3xJJqY5aWZkb9kqYtNvjqoKaWMyRbIe7vZ9pCeCsoqiSLiU0tLGzx+78SzC2mMveu7RRd42R/bWehucj4OCyJ8Tw948QVjBVHjSSR/zePZ4N/wASLu0Zi2R8M7/H4FqcJFluhbW8GfhyyP8AGzwe8YrJ12iqaKTMvu/NvVTDAJDHU0w95sw1/wBlOV9vjjayOL3jCObP1aokqOrpagMlp5qfePm9LxBPW04lINR9a1qz1FZadtIY5aZg3/j38RS7fSRQXISRnEb4PdvkKRtTSUsENMYYOQMmMqFUW2HubJaoCSSHxeZMNrK+LvHOnjjY/wDtFKnq6WUSZlk8n2E2SiuFtiDoXQwmT3Mm9iRTh1JLUVMshkp5gzl9hXM8kUQp5RJJ5PAoVTKOARLKOJIzyMQsIOEZ2Y4nk3M8CnGhij2R/pHsVTR1cVKGU3EO/g73pUVwjko6OWOKo8Z8O9njR2axNN71nwMZ5nIqcCsqYpe+SUtL+2z6xV7pKoysfz4CYt/G7gYuDTScOffse/8AGrNdV5kiuMglNSYtnx7OGkF1NxPduEjD9hIqDGeRj2cfw4Z8Cq4ammFVJBSkybPsJksTLTyA8OLfs8O9cm9pqEt0RZpHvDnPrXdP2F0xsv1glEsR3yb/ANWuZ+0zFjRdne1xLW1rv4EqCXnU9UtgykeqcjWzkPsii24dzcUqqp4IImloLnn0KOAiOXLmAN9C7qjrJWSMwfRTlpqjOblgw3GfRMvYWOw71+Sms2cIEPwPk5M1RwByVbZK1PWURBKISSmxBGOqIIDqgFoBAI2oVDrPsoXf6J7b7KXHEdXvpXfvtK95mN+TGOi+Z+h6z6N1Ta7nnHdK2GX/AAcF9NGTxySB8f1bvGz/AAV8abgDjwqvu9spLlPRzTMIdR1HHhweisdvxpiuEvcpO6yR942eDetGYpX/AHLbaZ/0HTfk7+IrB0Xee5x9+2SVHxbPIt9prH0JT9Pi/iKi5wzup7s2z6Zud1k8tLTPf/wXy71LU95udRNxd4nmdP8Alu//AKX0H9qO8fQ/YXqKUD3krI6b/wCo9fOaY5wVjftX+JP4GnDATWCnJDnokjonEtJJb1QI5oY5oyhIRDxI3fWJylYHORTMw4pZJOt8kO50LmjaOig1kZZM4EYyeSEDtkrX4OMqXeY3te18jCA5vhQuekEFwbtKmW3Ms0dPJjh+qhH4cp2m+vGSQPmnJ07WNyppAI52h3Ac33fphJpw58ckYBbkZyVprLPSXK3QWmsBduOWOedpBTV2tlRbK1zKcSyU7fNjmAubf9urTPTPMjwA1zgSRyBCkQUE5bx3Ati9X45K1tlJUuqWuPCiYebXgc/y5rUxUFZVGKjgdmnDcncBtcVE8i+PjYuWOKMxx0zJJJnO6lPXVvdGPbNCySZzehW67twJ6yeenHdYo4+Bw4/Iue3eRlZXcUPkZAM9EUtsu9NFj2ZijGv7SZ5fdCTe/Z816RtYEteyvki4YfT7OEvNfZYIj2k2kscHxioHnXp2i4kbjHFLT79vl+sV3oxiVjRN4dSXl7uCxmdg9Cpr6kGlkfncHN5Krgnm4Ti1zd7PC7LORCU2rp4jskL9mOjQoPCeYRV08dT7ryKloaOshvNCY6yKKLgSM4BZ5/GrOF1LxuFSmN8fx7X+VIrqWSSup5ZJfg8G5WD0NT3WsfHJw3x/YTk9THL9VJHB+9vVbPHJJOyTiR7GeFRLjWPpIZZoqGonjhPj4MeQ1Eknz1UkcsYEse/yeP7ao7+XG80FXVynhQQ8H3fxqa3iumiIli5v3vY/4Eu7ySx92MkmfH4msYkZyX+aQVtXEY6nLw/h/V7FIlrC6kaA1jpDvA3DoqLUFVLHSzVIljwyIb93xKXTVA+jXRDMZeHkvlHNMsLOV5iko5ZJHtZGAXhp8J5KovpiMcde2bibDtwxPVFTTOho8vBphgSMJ5uKqbi6DdJ3Q8IZj35KMDRpoJoeLE7EXFZHHvY2NRoOJPD773ckc++NjH+7b41Cq5Rxnxi4RcTZ9UgMmaOXi7KeF/kY/wAyF6LaoljhgmPEeDtwwZ9UzScXuFRFFDFJLJ+kf4UzNNTvrYX8aJsIdiTeeii2atlkhr4YpZKkRz74H7EYTloADE8Sx1VP3j7GzxpFNVW+GrfJV00e8sLZNnn5qvnIq6h5mMkUsfwM8KYm40NQONFTR8Te9h+0r7Cy73RibGD3iSfexj38TYuW+062Q6ItsnE8AuDsN/Ni6NLVDvoEUL6gv/TMXPvaUa92gKF5j8UFwGR+bFbGXm53NAZJQCcibzWksjsk+/PED3u+ZTj5mlvDDMZapkEcDaRj5I3lxPNOzCOGUSUzWvBbgtd6KJhvoqmyBrNhYD96RK7c3mVIrxuaXljWO+QUeOPczOc/cjCZkyQkuCcckK2MkIwjRZQgodEEAggxkkEEenNfS/srro7t2Y6YubHZbPaIeefM9jdh/wCi+aLBu5L3z7JFwfX9hFqheS40NVNTD8HiToV3Vom7DlKLxlFzyk4Oei23QZp6imqs9znjn2u2v2HyvTwllHLMn+8oFDaqCgn4tJTR0fHfvm2N80imKLCrlnt01stF2Lw0cXWsu0bX/wBnsevBkp9F7H/+IDcP/CWmqDP1tZPP/wAi8aPJWEr4/jgkHmgUHcigU1giOcIIyOSqCOUm4zANQl3Bzw5SbS0CsaCPRIuA9/IAMc1GVaI7ATgE+EFWc9QK5m2XIETfCqrxDkCrC3Oa5rmO64RYleRyRsG4dcJ2Uhkj2YTJcQ0DoqgdJtJUzRPAa47m8weq6/py90N6srYKlsFMYsB7y3DnlcXp3e9HiOM+bCvLdcWwTZ4z5HF3iO3I2/Nc3NT9Ovg5HS7tSwtmZRUjOMJP0u0bWhWNptj6KydziqGV8Tn5k4Z2SM/IlQ9NzUrLc2SN0la2Y5B27di1BFKy3RyyxxM3g7yfQLixLs/qt1PPT2u1/RdGOFxRsMkkm9cZr8RVxia/dDufnC1N7v0UVQ6klilqY2P8BWJq3biTnC6uGGHNfpddlMgi19anF0bWcYedenaKbhzyxxxRxn8DPgXlzsydt1/ZMc/521elnGplngx7uTfJvVc30xotqatfC2Ysgm4e3JLyDzTc9Xh1KJY3tEgzlrOiFuinniMUrxCxzvECOqfu7hBskdiNhHDYXPwFjHkUppzNVVEXB7tSxe8a/wC09Ws8pkFFkycvB5VWHulWY5u+Y4fgfsU231UXvQJTJFHw3vnn+rV1EHJpOHVsfw94b8Kd7tHIJGRGo9/52J1x4tHHNFw6jx+PYz4FHM/AzNzkPDk2M/RrQj7uLxTwoYo5IxHs8HnVZc5pp6KhmxUxmOTZIz6uNRbjPV/RNDWQ8Xi1E8bHq0MlXM2SExcPZ4vGgIV3oxVxPii93I+H6hFSURkrXiW2mSMP2P4z37XeBWdjjOYHSxU8+zw73qRUVlxJlhGJIozv9wz3iBF0Se30xhjjkijp42P8jPhVHqGwxVsexro48fYO9aeCmklE7OLw94+NVFmzDBLBwaaWV88m+dn6tK1cmq6WkpuO+STJOzZ5Fb0IYyKeJof4JD5kqljpmxv3Pc1wkcA9g6pErqh8Mnd5Sx29oZJJ6IUcnpYqyJnL3AbuUOghjqDJKJZBT+XYxTDFKZZYS4HMcjHs4m2Rv7ih6fo5YrQ76RmqRGw7INn1nDQEypZSPbBNURb3F/DDuJzjam552994QmEj42cuaprlHTU9PE2luJqpHO96eJyjCRYGUkdTTym3xxybNkj+Ju/fVBMr7jPR1FCIQY5Kt/n2blmvaMm3dnLGDmfpFnP9xbmpENUafu0g4EDNvNYvtzpAeyGSb3ccsFxY79taQzu8znk5PMIABTB+aNritHLlZ01QWSl0m7Z6BKZKJG7n4jaXYyodNIGvBOSPknXuifD9+/k1Q64n0erHANxEWvH2iq5rnNaQORUuow2HBIH3KC7JOcYCbC4yUlGUSpkIogEMo00jHRBBBKVDXsn2Frw2XQV/tmffU1fHNj7nsx/7F41Xp32DLjC3U+pLb6zW+ObH3sfj/wB6Den9S0Vxq6VhpL/U2kDxSTMYyTl++speLXBbqOKsvXaPf2wSuDWObOxgdn5bWKz7VYXV1kobO+WWOnudwipp9j9vh5//AMFM1BZZTaqKmtcEDhS1NO+OM89jGLRJOjKKz08MtVaL1V3SOf6x0tVxj/8AYr9Y+409PZu0W2C3iUQ3WOdlSB5N7I9/EWwHRQTyr7f9wM2stO2n0paHj/7715id6uXoT2464O7YzTjGyK3QB3+C88F3weiiGk/GSQ3wIY5JRd4EnPJWzE3qjPmQHVEfMkEq1uIqRk8k5XP40jy042/JItX+ceEB2R6p25wmCTLRw9wyVM9to+KGzAYeaftrxHO0k9SooJAKcg8zT65TlFIT7xFh4kHMEKscA7oVczky0h3gOIHLCpjkckqC4DkVYUUUsk2+KXoq7mrSikljg3RQqrnxyvrFdpqDwzkkSSb/AKzyLRRaqoImkRGWRkg8j1jI3APY4jL/AJpUb2vldknryXHauXoRYdU6d0UktQC7jOz16KvlikLpTJsb4cNypzHRPZUCMPcwO8GSq+6yh8jWcwQ1bccYYckrTs5c+HXVk28nd6Z0XpA1ZivkdNJFw2P+t3rzp2bFtNr2xzuG1veo/MvRd8kjNw7zJCZN5825Rze8IovqebhCQyUscgY/rvVPqC/UhhpZPrT3vZwFY0PDNrjNN7tjJXtLHqov8FJE6luEPD4scnhj2LCG6dXy0cddJLjEh4e+CCBWUsMNPbHniP7u3ywqJXkS3d7OLw454Iz4PNxFYCqiqKIN4XAld+uYtIlKZRiLu7pI4RjycN6ZrablHmmxHu8Keow98T3PZz35ylzMp+6wMqOI9jPxqyUt4tsPcYQZ5BHTz8bwfEr5oijlHvI5I5I/AoN1poqmGOUU2BvUqeWWKWm4UPu8bfIhmhU80RzScGLh08/2/Ojt55yxUkXC95vf4NyI8QxSyR0sdPP8DPtPUocamoveiPJZ8CGiFI8C41bG7zHHsVeyaOjEzmB+I5HPU73tJcZYjFFzpd+zf5VT183CqBDBDUyH3m/9JuSPJ23TCKWYVMrZeJIXBrPh+5TK+fbPJFTU/Ee1jHmN/qq+CGWkrJCKPh1Ej4+8sf8AWKSauWhpWfzTJkKYLjoIaqd9VlkTgOb3O8YKz9irKzuToYxHUg8RjJpP1kb1oM3Dje6pBJl/g955Vn/6QgnjhliEnEqpPBGhRmtjizTxyxPjqGeM7ELa5veqqGVhYx53mRkW16FbIyO5cTn9RtSnumhrooY4gS+HiPkfJ6IWuKcU1dwxFxRH5WPesd2+Zi7MI4f/APYx/v8A1i0k94ho5o6OIVMssjOMx8flZGs/22Td87KvdQ8OOOeN/jV1swu82DqgUSBW+HIlUcDZnFg5O6AqU2FzJNsg3ADBKjU+1rQN+HE8irGJ8TYeHxN7ycuKiW/GiVzN3iccpNLCXxE45J2smZsIATdK48J2DyR2JQZQN5ACRn5pcvmKQeiqGNiUYRIx0TQUggECkqAXffYdlEXa9NETjjWyYD7+S4Eu0ex3OYu3KzsBxxoJoj/uIN7V1dZvp+xS28VMlLL54Z4+scjPK/7ys5Sao1NbW93vuirnOQOHHU27hubP/WfgW1kMsEExAklljYcRs+NZM6l1ZIWCDQNe3czcDPXxx/8AdaJkzYKC7XbVH8rb9B9GiKjdT2y2+fg7/PI/8a2CxNXBry/3OziutFts1HQVrauSSO4yOfJ/uLbKCeI/bak4nb/dgOghh/hXEZAuqe1Ic9v2qsnP85P8C5ZIoWb9EMckCeSGVaBnkgOqJyHqgJtue0TnEZdhvVSKjc8Fxa45byDlGtzyyZ2BvJb6KRXvme1pyGgN5hTPbesfirHjHonKYcR4AzlNk9cnKcpJOE/IPVP6Zx2so2nhlrsgfcq6tZtkG0YVhbZHOLw44B+aK8Qta1ro+RPqs4nErv0rQ1/JTmx8PHFP+z+JRMSKUJRIRxv9/wCJVMnRaQBgkke47WQeF/5Jb4ZJKhrYXsYHDOfwfNNd+MFLN3bh5keNrx5o2fJCkdxqiaabdhrfCR1KybRYmom4UhZGxrAP+KrquZ5ducRv/JWtYyOohjqpWNYH8xgqjleNz2gHOcBPjRdpOzFveNf2dkvw1C9F0u6ov2ziPYB9ZuK82dnk3dNZW+eT4Z13bjm4SRU0VXJTRznO/Zw5FHN9NOH7dEZTyMgke1sbxM5ji/Hlwqe507mTSSsG/iEuezPmKsaW4RvgkhcJHbtgAx8golzayKV8TwHbmMkjdnpzWC04GWXusH0YIiION3rYpQjfJNHJ3LiP+3+rUMVdMBTCplMc9SxSociWQR52Pd5ldEJ1TT0ToHMlaZBKfGeijV0bmUjQwxsbHybnnhCdr5qRsLZHueBkkjHJIoI5HPbvm9yOUnLOCtQYibUPhdBO5jx5sgYSKiaphmbLK4tjeNsAxlWckIcdpeDu5NUapjFOI+8F54R92AMphWf0hLPHwpaeP7e96thMD7oS7sed4QFphZxJeLJz8fiVTaI4rdUf0fFIeJPIyd5k3bFIVGpboxt8p/rf5yzw+BLpayaCOoqYoo6hkkkex7FZmCWru+auDiyDwj+zUYUco4dSMRSRmo2B/wDWKJKgp4qz6XkcauORkj/Bs+rUiq4oEYjrKWKR/wCjf9Y9Chhq5JZ4Zx733bd7PKkXCztkmp66fO+HiM3v8qvpQiY8xjhGST3aq6G31v8AKevdHwniNmYWOduLVYNkjEMU0LT9fs989WtbGyC5mriFI+Gpj9+1p2vYgt1c6iirLQauaGLdv2P4HwLPu01xJ45ZLlKO8eAPm/gWnoO6Cmqu5zGpkkfsf+BVZFylNC3gx1HOT3z/AIEQJlFpLbwp5aYv3mKnZscxUfbhFwuyqsxNvzWwb2u9Fp+lZUSyzPbJD4Xvesr2t1mexqugxxeJXRnvT2bd3jV0EvNgCDkaIrZyHqRpc/Dm8scirCngYX7mDOG+JVsUj2DAPI8lJhdLGMtfyPIoXxo0mS/BKnUzSICNuVFjaHzZeMK4pIt0ZwRjCldVDKCHnKQ0dclSKsNFQ4A88pjmTghWx5OzaUkjqlhCAAQQQQAXTfZpdwe3HSM2etbsP+4uZLc9g0z4O2fR8jPS70+f98JQp9F545CxzYnbXfC/5LKus2tal54+t46UbcBsFujWwmwZHY6eiys+o9Q7pBR6Hr3gSbGPkkaxr/71uyVtybqfSULb1Nqb6et1OQK2KSnjY/b+sY9i2THh7GvHRwyFib1FrXVm2yV1oorBZ3u3VUgn4088f2PwLbRwxMY1g6NAAWK3gD2l38Tty1e4H/8AEHLmxXQPaEcX9tGriev0jJ/wXP1DY2hgo8YKUCMKss5JKINRk5KBBTSnWpjN7378AN5hTO6camPi8bx4QVFtkRdv24aSOWVY1DaiPhjAO5vIj0WF3VSFI+JrHlpcOSa25kxu6dFIuDg97X8Hh/Mj1TT2bWte7mHDlhbMJhYWmpMLJWCqdGXDm3HIqzho466kDppA0+jvVUEGyOcF2C09QtNb2U0bt8ZyS3wh3RY3b8aorrcIp3iOYmJmduQquTk7Ds/3Fa926SJ0csTeJjHh5qoulpdD75r9/LyhqKX/AGL8aPR7XRjEmCOmVaxUUX0bu44kqHOJwH4KzTXkua1w5D5K3yZYcMjYyOPnuHmKeuJyKX+j9QNlPCwMBIHIfZVENzi88sgq1kfJwWyFp3AeP71WRRmWR5aDhXCL2mVzoRok1ha43dDUsXd21VI17aV0m2Rxyzlvf/iuFdn0bpNb2SIHBNVH/GvQV1kFLdqiPgxSbD4Jti5+eOm/B8VpSTVeGRmsAjcMO5+8/wAFIqJ6TvEUJpJaqP4JGP4bmSKqmrJYeFV0tu7zUSeVmzyK8bDSVmKyOXBjfHkMWNF2P04k5Ey8SSPiPZxGdFbQVhhZHLCO/wDEGzf5dibrpaCq91FnOzyMZ4E/RxR08PDj4bGNZ5VvPtBOnfpWrJjqRTx7PgU+CExUUYlh4che9yYzKOHRD3fgyx7FNFVU1UIkqo+HPGzy71ce2CFT0pjL4pYmR+d/n4iGyOCpec5/aT9XVcOTMn63ht/rExHHHIXyHyOTWjRVRlnkkp/H4PhVDbpz9L3ijlij88b97GeZXddgV0dSDOPB4IWfEqGeeKa4VppKSUVLHxsf4OHuQ0W83eIiGHfGGeqgXaqtvF71HmTgfYTuoZDHa21Mskj2NeqwQ1TqvhCThwEeTYlgJ1BeIrjX8OkllA4Ee/f4VZ1FXyp5PdyDf8b1CoNPVEdJsqap8exvj2fEpNdQ08dOymjj9zhZ5PCHQVck3F8Ilk4/g2P8LI1JhLRBw46wRfWb8ql0/DVmiq4W0lTw4J42P2eZLm3cOpFwpGVEdIfJHD41pglm3icDFHCJeO/m8PZH++ma3iyTYij4nD8vj2IW2KOlpqiKkEcYkjkfvkZ7xOUdNLKGeDYXs3NQzZ+7ZqnPpKSE1FVnfJv+r4aqe2iWL/JhWAwxx/V7GD4fGtZT0VVDUxTSS1MnuZON4PxrMdtWP8lNzi+U8b/J+NFGkvMCBCCGVu5BgOAHLoVPZTukjbKCxp+9QWFzpAMq+tVTJ5H0MMwaMBGWlFZI88cHl96nwvpRhplDYj5sFVdfFwKh0bn7ufoo2euCUDfRJuGO/SkHiM3+ZR8okWUmUkoyUSCaQQQQQC1pOy974u0PT8rHlm24QncPTxBZtXOiZOFqq1Se85VsPk/aCFy+nlTvZWS+viXOIaen1HUXWpr9V1dsqKOsfDTQsqo4Ws4f6ThrpFQc1Ehz/wD9hZOotOhq/UlXQS2q01d7DONUYg3SD9tWmQ0rq+zzabpKq63mjjrXl4fxJI2mRy0wIIBHQrntRV6NhuklBb+zw3LuJbHWVNPb2PZAV0FpG0YGBjkPkoJ4B9pCAjt71XB0lkuL/wAlzWqjkjOJF1T2o+MO3XVXHgxH30/wLldRI6TzKGxpwOEWE8CCEh4VsZnJDcBKJ5JBBCNiAsLbzdkAvcBgAKymldTxHeCG7eh6hVtlLxVGSJwbI0dCrG7tLmxnfueR4h8lhd1caoc9mHeBxB+aTMxrgzaSMjkFLfU92LomBpftw4uHJV75H/C4HC0hjyDMfvAC4BaWjaZ4YYGta8hvKTosxFgnJ5k9VawyuAa528x4w3Z6KLr4ZaJrmCqjYG7g5uCR805HHxZHkgjZ0+9QYpGQStdGHF7uQYVbRyS93bKWN3Hq0Ln5J+4dvpU1FkgqZjNNI5uG8mRt5lUFQJqSocyATxtaeYkGCVs6qWoYY9tI2CQP8T3O9FFq9lfBI2qiZPL6OjPNacfJmMMOTjx7ZCWeVzfE449FZ2ynbHTvlfne4dFDqKUiba08genyVvLxI6cbXNLQ3r81thngrs9Ai7QLOZeTRWM5/PmvRFIIqq7SgyR8Nj/seZeb9LzE6ptxdycK2Pn9nxr0vSyTQ32QcCm4VRHv436RY809NKH7q6GKkdLGJCzhbGMjG3KsqSjBY3hcWKQv95sZ5o1GrH+FgfA5zc7Hkc9qYq7rFSkSSS1EezyMYudqt2U5jqDIKuDgM+p5+8k/bVtNbparEvF+D6ljFQisEdZJMYwYajrHw/GrGnqpZazvMkslOMP2eNa0ZXSpqWaGnLNwe482pLH1Daemhla2OR2+MbXc+aVI6WSmD5JnDAADAOvNN1jv5uMta2Rknu5fVb9MfZmnkaJ5mbjua7YS78kdW9/dn7JsPxGwOaM+qM0JmY+TIIDt5IPU4VXStjgYJpWy53eVrvNzSUsJ6GKCpMskwEbWvzxH+NqpYKUQXNlXJWEMe5nDw/m5TZqKUmQ8PLPtPeq+vljhFPHLF53/AAO8qhrC8niiq6OOKWX3bGvRwUsUksfvPJ8Sr7XVd4thk4knEHxPYnqKpkkm4kkfj2+Vqs1hXcOM4zIyPzbmfEmLjVUMTqeJ0T+JJ4NkgyU13uOOtkil95Js3DwJiuqXujZNGWboR6jLsoIq1VcsJIhigFW9vjmYjnAmnlmilljk8hf9uRVlrdPTzzmolHj8am/SFT7yWPh+PyM2JhJoBLJNJwxPsHxzfErK1YE0shijkkezZ4FVfSB4EYi+snZ596KA8E/WnvD2KmcreLh7mSR9Wt27FzntxjND2b3qEv4onkY8/ceItlTSyyXR+eJ+F6zPbXGJuzPUR4eHRFjwfu4icFMvJqJKQV9sQb1GB0V5QU8rS2dkrGgjmCVSw+YFXlNwqlgLm7WtHzUWbcaJUsZV3R7tuI888KHXxx09S9kR3jHr6KQ4vhr3tgPJzsHKZusZiq3M82QCVVZwjkxKITySClnokFNiCCCCAASklHlALHVWmnncPUFteH7cVLP7/eKqV5od+3V9m5Rn+kIPN+2ElPprI33pO70WFdSal03c9QVlitEN3N6n4omkrO7vidw1vJizvL+awzdQ1tBrDUkBtN4vIirWcOOij3cD3a0JZ6NsX8k9IUtIR9IXJ54kvvfrp5POtACcfJZum1gJ6iKk/knqOlMkmziSUPhYtIFBPDftjU/B7f7+zPKQQSZ/2a46WN+a7v7b1IYu3SWpwR3ygp5AfT6sLg5jco+20f8AMjKJyLKBVIkfokt6oz0RAFNErGyPLKk5i3F4/wAFZ7BLuJZ4vmoWlwzvruIeW3kptwL4YdkJ6u5n1WF+3VT/AJqiSNgmcHD15pDWYdIY28mjkjnAPMOJcDl6RxDk4yAVpHpjeBRxNaY3v8hPNW9PMJWd3aBsHNUb3bnjmdqsLa9oc5ozzCV+lca0gkqI3tnbIRtGMn1U21yzta6RrW+bxZPVV8ZpJoWFtU4HGCwqYwbY+CwF4cOTwsZ6dcLV0Mz9s8e2Tcc7XHphCsnjijfI/YxzxnZ81VV8zaana2WSQBgGdp6lUlfcX1gLAzw/CSeainH7yV+SFjA6Ouq5ZC73eMNj+Si3C4xhrqZkG1zeW7KetuILS/bGXSPfzd8gq6rZifeInFg6ldDG90/ShEuprZFyHEqGe8k/bXrGOjEtXM/vT+JheSNLy08GpLbVVRIp4aqN78fIOC9H0naToiCplk+lTz+rkkj8n9WpvGRwzjK4gtlZSXWSY1ksoPE8DP8A3oV1AZqThiOOM7f0ygU/aXpE1H0f9OxyRnySbNsbEio7ROz8jhTXeUyxvkbvYxc2jfK7gAAiEsscj4x43s+2p0uxlI8+VYn/ACk6MAliFwjk4jPsKZbu0fSNVSsglvlPBjzl/wASukYQ1VNUvaMVUzWQ7cNIPPKmVlRG51LJA9xbG/xsxkO+9YeXtB0Z3uljgv0HBZIdwlb1Ux3aXod7mOjv0IDSXPaB1wtPYxDbUk7QQ+kacSTYeHf9E5LLG2m2yRwACQgktwWrD0faLpF8knBvtK3L+IOfQKXP2maMFPOx9ygqnRnfu9FRaNNOY4pY+Hw/xKFcBQVIgllkj4kb92zCyFf2m6LlpI6sV4iI+J3ieU3R9pmiaqkkkdWudj4X+ElM9f61UA70aqWWXfTPZHw3sRRxui9/lgWTm7TNCGLbT3KRjdnJx39U3H2j6HMX86q2Sv2eF5WeBq28MQjNOYon8Q/G96XNTUAo6gyxx8R/n2Lnn+UvTFXBJFNcY6aLyxvZ9Y1D/KlpWnbMOPKZZB7uTZ/+4tBqvK+MyXLvNBGeXim/rGJy0XSGGAjhf5x4N72btixtR2kaXPDkguMrJJOU+9iYp9a6IhqIj3+Yjr5PI5Q2dNtE9t4EfOTO/ZvezaoVRfqQOklgl4klOZGO3s/+osENeaC7vLxK+slMnTfHI1SB2k6Nkp+BLVyjfH5+7/F9tWw0/ro9BNJUwSTRS43s3sWT7Y+LL2V3MRVnPZG+f8fjVFF2r6XipXte+olefRjFR657TNO3rQ9xtNPRTd7qI2iOR/wYerK9XEn5yhjkg/qgOirDmBri3onmVUzRgJlAF2UDKRQtcahhG47Dk4Tt351pcM+IeqXapXQvlAc0E9Mpm5SvlnG9wdgeiCRUkhGgmkSCCMIULCPCCCQBazsjoJLn2m6boIYuLJLc4MM+fiCya3vYJxP8r+k+DG98n0tDt2/mUQH0SqR/OH4HQ4Ua3WmjpK2uuEXFElc5jpvH9lTizbKS7qXLnerLfrUX6Soddays01J56e27IqqEfd9tb5Zt1W3O30jo2VVdBC+V4ZG17+bnlLXPezq06OrtY3iss0T5hSxQYFWZHTQ1H6TzroRWKnlP/wCIBBjXmnK8cuLbeHw/2JF5pl38Xh7gvWf/AMQm2Yj0ldP7amP8a8kSAb92VH20p7pk25mEnCW5+QkgpiRZ54QJCLHNG5vJNK0042XvBLWhzQrWopJnF5ieHPPRp6Kv0q/+cujPQt5lWlS4ysIpiWsBw6Rc/J26+P8A5qCpi4co2nJI8SiPcdytpm074o2xgmZvnVZUANdgDDsrantneDcYG8fep1C7gyF2ATlQXYZJyT7HujHibklOU0WLQJAKfDAd3J49U8KptC57OIWuB5N9FXU0gaXOcdwI5Y9FFmkL5Mudu/NT4/tc8h+ur5qmRpe7HM/3qPBl87cg5zzRBxEocAFaafppay6CRkW8M8ePRNj7zlMqKp9M51NBGAyRuQFAq5pWSti4gcxzMkD0UmobxKwuL8OxhoStJ0VmuF8ipr7cu40hfiWX5JRC7ypy/ZNxI/dpJk3y8ST3istS0dDQXuppbZXd+omPPBm+030VR6q2Z6LyoRZL/vQe7ewemFKsz8VvHx5QgDhh7xNw42vc8txkDolvpBDLwpBHFJEzO2T9IrOxxvfW+HicT49iqLhsFfPtkMp4hy8+qlaNtcCcFOvLDAGE+JIi4rnhrXDmhNA+ObxlNHYNMbOoCSHnntA5puVoygXNwA0FVkHqh2RhMH7kbzkoAILIx5cJv1Th6JA6pYPIIwfvRIIGQZzKdbBNI3DIjkOzySIfMPzWhfBUxXANqWiIvZyaxB0plnXNe121x6H1SFY3qjmo6rbI3aHtyC5VyCk407kl+QiacIO8SMDIkEEEYLIIIIJhOoeG6TLwDz9Ui5BraohowCEzG7YQcZ5pVQ8Sy527cBAMlJJSnJBQkB1Sh0SEeUApGEkJQSUC6t7NFLDUdt+kuIeHtq+KfyEa5Uu0+x1SR1PbnbjMOIKalllH3YjRAe6AeWT80sjoWpseXn0KcHTaOq3ZK276doaqviuTIZIK+nfvM8T9m/8AA/7akp8k8NMKbLcb9ve3mfsqttdjPdbr9Z+3GvEEr4/0a+h3teQCt9n/AFDkZkidDN/zr54yRx4HDWEz7H+P6pCKR4vmjOMYxhLe3bzyiGSeabSRHLeYOUW4+qHLOEtzOQ5IJdaWfGJJSGjcGqzqSKilLg5sIafG1o5lUdi4xqhFASJXcwcZWqoYDVTP7wHPcRgscNoWHI6eNQCqbUV8j5JSA4Y3NHMKmn2tkkAJcAeTitjcrVTzbJYwI8/XOb6BUr7GHsmqIKhpp2dHu9VVLleii5O6p/DgzJ6InsYxvDPm+aJz38LhFbOclkmzwt6FLZw2+JwTIHNOgMxlyAVEzjSAM+fRTKaQ0sU0bzz3+QJ+40VNTW6jfG9756iPiPjLcMj/AO6r4IhKY4uNw5FIPVHeCRFgxBXundP3h0BmgpRU0sj9kjsIWTizg0UIzEBvkknXc+zy3Cm01p+nt18t8MQpKq91Ql8b97fdxhZ74bxTLz7ebdUU9Q58URaY5NjW46KlIdnmCumS01ZWvqNQXKtEclaS94H2lnqyCr7vFNBCJYqbz+78/wC2rpfIvRlmEPk2Bu1aTRdF3rv3LywlZyWoMlRxCwM/JdZ7MbGP5JVd0mhHDqZPd+85v2J3Z0M09BDbKQ1oHClZT8bx/DsXL6yV89Q+R/N7zu5LrnaIJKPRZkkikj7xlg3+q5LRQSTSsZFzefClSGtzlvgmbVMxE5/iGcDojuckouEjeHnBAHL7lNtxkbMJGyyxva/D2EJi8uDK55DnMd1zjqmzxKDVQyMlHEDw9+MeFMyAsJyEcr3OkBc9zifUnonmNa5njc5wd64VM8I/pzSogAChOMPwAk4IHVNAnZ3JJTjsYTTufRAGggEEAbTgg/JdmpKajudso7nLTxe/p2x7/wAS4wu69lMFZddAYjnghjiqODvPn2qLunhYztdgbHLbHmHg+52vI6rnq7d21WuCPS0UrHh00Mu15PNy4iroi4II3ogqZDRI0RQARgZSUppUmU6NzfVIynZHAjkU1z+SIAIsI0EJIKCCCAUEaIdUpJQL0v7ENqpJ9aXS6Z/nlJb8sj+F4fy/9F5oHVevfYVsQbpq+ahO4zT1oo2P9GsYzef4k+g9JzzTRUEhpIe8y7PBA9/D3LKnVOpaf/SXZ/VYHx0lcydV51fcRdblQUYM0MtSykt1TJTbGRu4fvI/xq5v2oZ7OKO0UND9JXqqHOP4I/6yT8CvctDNt13Z62vjt0trv9DU1D9jGV1C+NnE/bWjVLbLvdXXUWLUFvghre794ilp/qpmq6QJV3blRi5dkmqLdEPeT22aRn7njXzRkia1rXNkDgfUL6uVVP3illp5RFLxY3x/8F8tNSUctt1HcrXNFw5KaqkYf94rG/ZcHwhSSt5/NI9eqk1DS0kEYUZwwiJWHT0ynzJuYAABhMIDHXKYPNc9kjXxvLXNOQQtbarrxuF3z3pjjd7h8m3esfE1xa5+eichlkhfHKD0U2ps0pyat26WpDSDTuLNueBu5tTUtBx2xCto3QxzOyGh/N39yh22+R1h4lZIIpwMcQDzqwlqHNrIaqGF8z2Dk7q1q58aOz1dQXOhhgiqpgRgP2sY09B05qmfFuduYQGhuTzW1e6GGOOKqp2F9Q4uc8M6lUd7miLeE6GNnUN2Nwf71rx3yx5qREKKnjfM7bC05XTuzns379U94vnuoo3tLI/trAWavnpJwIHBoz6roTdSXyCYcGtxHGPdvk8r4073LhptGXRv5M2Sanq6f6Diki+rjMj/ABfuPWA112UVlCRPa/eAx/Vj43JFPrPVXAil77FLF4v0e5IdqfVNbDKHOq68xx+72HY2H/6a5aWw00YVj7habh9G1H81d5JMeZaPTdS7aZdxiijHDjeyTxPVDeYq6e8iWtxxvO/PmVjbjNPNSwcHunDfv8DF1WhFEz6TjpaSOmlfJlzt5flUdU+Zs0z6aeR0WeITn1UyrBjiDTHHM9knMZ9FFqYxJGBAGM3u8TM+iXTTkUcgk5yPD13Tsyoov5I0lPwTxZGccP2LiL2yVEjYWcTrhegbDb5aJlpaKmpZHTR7Xt2/pE7MKsl29T1ENJbaCRuMncuW2xoLy5ji13Qlbzt5qJ36npKOaTcIIljIY+7W08WPaHy+FyoX9LiEGWVzW0YLXnLnOfghV2qYYo3QkQOYCPNxM5UY3atO5oe3aeROxQ5nyzsDnEvx0TG0SuxaqF1qgrS15eW8w31U9lotNVTUj4YnxPAyWzSYBW9s1ipKzTFp2xsfJJEd4dyAT02nnR0TKYUzZXDO0wRbyFE3XFHJtT0MFDwiAPefq3qhcDtW17RaKKgpqWGLOeI76xniWJIfha1YXG1p2q7bbYpIBJEDH4Nx9c/cqaNryxdVsVgrvoSknhp+LSx0/HkZjzqbyfFTbLn30Tw6f354cx8ez8Kl3exsorTDVife9/mG3GV0b+Rs89ulus8OOJtgp42M+2q3tDsfcNIiSeHEsc7WcdRs2tTDlK6f2KzsArqSWMyU0j2b2ZXN4oJZZeDE0uk+S2vZjNPab3Ka0TQ0kjNk7+GrtKKOrX61d+0Dd6QjhyyQOkjjZ4/IvNxGDhel4dVUcbHNlHDhkjwx/m3Lg1+tU898rHUNDLwDI4sSpOBzU6UTARzLAkydcbU/JSVLI2kxP6/JNSNc14DmEK8sMEOAb6nKAAI5ZJQIJ/L0VnSwM7uCwjI86fZ1orBG8kYaTn5BG6NzRlzTlX9JSbmExyN3HyqLeKUxRh3F8Y8wR0qeNUN5oOyPVAE/JGeaGIkEEEAhAJSJAKCPCJqcaElQbXvT2QbZPbewihJ63Gsmqv3PJ/7F4Oa0ueGjqThfSnsls4sPZnpq0+9HAtkZf/aP8a1om6Vqyv0/FG21325i3x1Dt8bnFrJGO+3vSdKWaxW+aouNvuwvktS3ZJWvnbUOa37C0ksMFbGYamKCpZnmwsD/AO5Zm69nGk6lzqmjoHWatZzZU2x5hkafz5plkiloLvUapmu934UMNLG6ntscf2P1kivcFZ/s6udXeNLmS45lqaaeSldOf02x/nWhWeTaMP5r56e1nZfoPt2vsLYuHHVFtU379+V9DMZ8fzXkT297DBDc9O6nA95NG+ilwPseRLk6Z8F82w8oPymiFIeEy4KHUbR4QRhNCZS0ecSTEgK2ntNsdxODW+7jj8+xQ7ZXNY3bL7wu5qX3+CR26T3YdyUWmW9KccoVwstfRkyPjzEGghzTyCuKC8NFA2mkcaYNI3Pa7JcoFbdnyse1snXlg+VU9RxC4PftG7phGNxEzRoLxeYppg6OWTMPJn3qgqaqad5dI4n8026R4aAW889UsMLpmgncXDoqrxxVnPJNx00W+YeIhbukgmNKBxwR52cTzLS9q+mrVpvS+kKgUBhqzE01nu9vG+NZI3ikfSyyUojZ488FsfPaseSct+H1GE/kLhF9bEPJ7uPyJFRwxUcaTI+DiR/q1BhvcNVw+EdlX8TJPJlHLcoYeKZqvDP0ccfl3rPRvuob69kV3xCTGz5hWNsPGHKGaWWQb+Iqe6OZVVZmYOGzHqpdrbdonFtvgmcaiD6sR797Vuxysn07Y2xzTxVMLpOhafCf8FGqJqeOOTg1Bhkb1GN2VMt+mNb3GsgoKGy3Zz3+SN8bmgf4rVWjsF7Q7jVTd8oobZt+skqpG7f+KIoXJyOd6ZJl1HRxn1navQVklG6lkqpZJQ+Tyf1iyB7O4tJ9rdJYji400dM2qlket4KQW2taaSkqZYo43yPez4ErijifadcIa7tHuE9cfdQz8HYxvws5KwGn63WWm86UpqurFDJ/OGPHk8Cw92mNdd62cZ95K9/jXqf2P6YQdmtyru7571cce7f9iNWzvZyC09h3aFcu7uio4oI5mRu3Tu2YV272adehpcy5WVwAyf5y9erpI2EPk94xNsjO5znbvLhNll49g7R6O0W82E2oTOpWcCSSOTbv2Jdu7WOA2OEWP6sfBUeRc8vMAbqG50/J3BqZGb/teIqvio+NUOhe90bWdOXVLxw28t/26KKG69rjz9EUUUNXQs95vk8+9XNv9nXV1VH7+52mnH3l5P8A0Wj9jiga+DVNSxhbJEIOcg5fGu9mOXis7vGzh7tz084YXeYZ/Z01BTu/09an/k2T/soNX2g1umjFpw0MNV9GR91kk3+fYvW0VLHUlgZyyvD3bHRvoO1DUdK/h1Gyvk8bEstKSu5O2K6Pi4f0XRgB+5nLooV8v0+qxF9JmKKKPx8PieJc/HVWLGy00jZHsP3J65XS7WWy4UNI9zo6aB1YG4EjR5lMtNwdU0z27YoqwOJMUzstKxE1a2beH+Co3eHhja1OyTQxQSOjAfLt8YLuaWi/JVqXX4RUE1HHBubLKHOd9gpua+SU+KKhZvbxN7nH5rNw1bIqLqXPPMpZqGiloZjJtBe7iAdSoimFzyL6O71hJknYMDOGAdfvVZNLSvkjiq490j3ZBA6D5KLJcNruI1wLQMJp9zZK/Jh2vAwCrhn5AvEEBhbNSxCKMdQmaK5xxwtinZvaPQIq0vloy90vQ+VVhHPBC0Y3uuxeYG+WhA+XNFV18t0migkIj4j1S7j81NtTo23Okc8lwEjM/wCKWRutP5O7oZJY7jTO2Pa3bu8XP7k46wRARk1h8b/gj8/7CurjBTxGSig+Co48kn2FNqLnL9RxBLFFtfHPw9rlLqnh/rnFUNtQ4Y6JnCudUQyRXCSX9HP42P8AtKmVuK4dEQ6ojko2oRBR6IMyDhBLZjqkqGn7MLJNfO0iwWNzZSamvhbIz97/ALL6XFkcbjGPq2gR/wCC8LextaX3btvoq+ZshbboJat7/vDfB/xXtPWd3+hNL3S7c+LFDIIz/WFaURZldZ0+iKK4TVlZrepsFY94Eggrw0h/p4FIda9aXCgbFa+0amqqGRg2zOoWOl/32c1P0nozTtFaad76GnuFXVx7qmsljjndM+T8ara21UekO0WzV1jiNJbbxI6jqKFh2sD+H4JFfQauxWaksVhZbqUve1nxu87nej/+qcUqbPDe9RVN5ybSPfzXKvajszbz2PXt3cIqyS1kV0TH/L411SRuFAuFDHcrVXW2Ty1kL4XZ/Gs56Ycd/wDY+WtwlgnJmpqc08Xwxbt23+9VrhjotBqe21On9RXCwVke2ot9S+F/yOHkqk27c5WMenodo6CWQklaRKOjkPMgDqVpLdo651YHFHd/2wsxG7ByOoViL/dweVdUM/fStEnTkj7bmn03RUIwQJeHt4khWP1fyuXBAAEfk2KNU3261P1tdUSY+blpqegE9Pb62tglllqY/P8AbUe6dtpil/iw/or3s/tsl41raLbEMvnqmNC0Bsdq4HuoPexye8j3qPfDDpu40c9k4tJWD3neGSeRPfLOeCadvX2rdPUWqWR2+60EVXExwGX/AALHXTsM0BV1TzUGuojt/Qv5Y/JeeZu1vtAJwL/Ux/sFN/5Q9fV1Rk6kq5ZP/wBQp8do7GW67Wux6x6Tsn0tar7LKDUcCOOoHnXMfoOCH6+oB4n6v4F1XsltFd2n09X/ACyvlxqrdQ1DWRwRybfEunU3ZNoDvEvconY4fAxLHud/aJiHl+KalpWuFNw3PZyDX/Euzeydb99Vfb69mRFHHSxgx8lv63sk0VNQx0sVsZG9r9wd1yuL6x1HddJauuWm9N3Sa226P6zh/G5Rlp8nrCmrREWB72xOHQYT0zw4PZIzcJOe5eNKftD1zBb4v6Wili8nHkO5L/yi65HOC/HhCP6uSRV5Jg/BSXT+1LVtqtXatcuNRSSyi3wR8SBZ/UGu6E0hloYpRVTU3Ak5+Bi3XZ12V2HV2iqXVmr6irq7ze27pXRv2bfH4PnlbhvYz2cN4Xe7S6SOP7cj/GjRnvq8aQ05pad0QliJOS+SN69a+y/AKLsZtox7yoqJJlprf2YaLhnj7naaSMb/AAAxxrzndta6kodRXmw6fuH0RbqWuqIYYAPC1v5J/EY2ev8Au4x7wjxqPd2MobZUVLy7lA9//IvHA7Q9dYlEOpZ5fHskk2fwI6PV2rLxqaz2Ovv1ZNBVVsEZjYfO3ifG9E2Hh/rmtTNFPUy8YGI8d8mzh/eijm4zwWEOLeq9yfyD0dSVvEdp+1zbHc3vYold2daHqWQMGnKJjIn7sBvn/tFUI3cz9jmU8HVLZWtZHL3f3MnU+dd8FFRNe8ieJjj43DevO/tK09HpKgsMOmuFYo6p8s8vcvDv2eRcilverZKV838oa575Jdztku0YRlfji3b3MKyhY9gMsTHHm129eFe2SWOXtR1IIZWTRvrpHte05BymqjUWo4IXUbrtVFjzuJEuT/ivTnY5pnSlR2WaduF2sVurJ6qAvqJZadj3v94iC0inTxlgtcCQQMrSGsp3MBdIY246Y3rsnte2mw26zWE2ego6Pi1E/E7vT7PsLz4ybhjLJA1ycnS+F39EVNUwup5Keqc7mWvG0sUB9ojDDI6aMuacPaXJh1WY2sImeSfOGlFcZIZRG6KPYR1G7OUeyzRNFnyIttcyojf8Efmb+aSbRjiZnkETPjb5R+aboLpW0P8Amcog/YCkgibhRGoll4tRzZxPI5ANU1op3tEskxZj0x1Ug0cNNHHgbpfjc3kWJ2onhgnix1E/1k/l4f7CjVtbDUyxVXV4Pjc7k16WZaeOkdoNZG/B3e7Z8KrjHIXYAL3HoAtBcHUFXBu75skjGGM253/9k3oQA6vtoIBHHC0wwvCtp7ZX1PKKjne/9jCl1FiutJViCpopoHHm0vbjK7xfmQi11HBfTPOdmyMJusp6uttU0VRIOGItkeX/ABcPzqN2scP9cxprtZacbZ/enw5nj8yX9LWnvP10hEjPH+BYScOjmex4ILXEHKbRqrzY+mk1hUWycQ9xOcLNZSkhW5b32GAEn1SsYRJZSMnkjZkpBSo8lwaOpOAg3sH2FNMzxabvmpenfnto4j+x513K+6ksdL9JW6+xmO2x1DaTiPike17uGqzsA00NKdj1htcvKV1P3io/tJPGrK+a6sFhuUluu8NZQtP/AJiSle+F/wC+tKJUtDo3Sc5/8D6srLZUH3gFDXbms/2L1Otml9TfT1srtS3+kvMFrjc+Lh0fCfuf+kkT38nezvV+ayilttZPHzZV26XbMz+5imaAFGLdVdzvN0vMTKqSHfV+Zmz4FeuQv6p/u9qi4UioGWblHylaGdWjYCXHcg1jc5RvPgLlHD3FpWTmj08Q+27p/wCg+1sXuBv81vtKyTOP0rPC/wD9FwCRzXdHL3z7XGiJNW9k8lVA3dX2afvcfL9H8a8FVDoXcoosH1U8j1P8e29cobzvTZOEvG1DZuSiSmCBzQJS9hHohwzjOCjKcLCyUbJbhAyR5DHyBpx8lvY3UP0hFGa2pMMD9nDAWM03SRd47zVTPhgh8QcfUrW01ytTHcYVbGNd0cR6rDnjLq4PRXvJ6uKYQyiQybJPefYWb15UxzXl0UfPgjYX/NaSA2zv5nF1i4WN/wBYsDdJXVFY+ckuc8806Uwvl+kPJ6H0QA3c/kl7XHnsP+CNkThIxjgQHEZWziij1r7M1hNN2XwVfQ1k75tvyzhi6MIZQfeRRx73oaTgtdp0VZqOiulvkjjpoGtEkzWYPDTsNxpKmowy4U8kb/sOCzWKop43NLo5egz+yvG+tLp9KawvFZ9b/PT7zf4dq9g6jvVstFirrk+spOHFDIBidniK8VymifG98APei552R/GpmW1B8GWSGR8ErJomu+Mbeaj3KjrYt/uGhgYHF0bslORVFOw8OR72g8ycckUAglrIwZXOaXgvdu2jblLLTt7Q0TUG36GsFvxw44LbC39jwLUiqfJCMlc1q9bWG1QUtPBdqOLDY4z7zfvarQa60pUtnZHdqJ9Qzw7N6ul4YTwWdHo5qUOJB5xjeGLwRTTA3K4Vs0+ZJauTif7y9O3jtL0dHZ66qbfYtzIXgcP7f6teW6CguD6Vz6elcYpnE+OLz81pN10potKgd0pxLCPJJ9v9GrfS1QKPtA03HR/WMusD9kkahT27UbNvH09co2vHuwI1K0PQXVmprRU3ahmgt1DWNqqiWWPyKGj15WVUZlexmE2Krie74nD8KxP8s9IR5NRe6M737fOlntA0fDDHLLeKbhhmNm/duS2Y6ude1h/PJ9Ow9RGKjxseuJiVsYbsafDyK6l2yXca0uluotHf0jLTRuf7uPyLCy6S1JFQxyS2eqbUSOka+DZ4j96Nls/UPjfv3v2kDIXqfsLmlPY1YopeJ4GSMj/35F5ydpHUfeKAfRFXJHLSY95Trpuje0S2aN0jSadugmmq6IuZPHH+hVxJabHva52R2bT2fE9r5Mrzc7mcrrnbJ2hQ66ttJDBBLD3Wf3fE+NckPUq2NxDnzKPOeqSeZ5IicoZBg/NGC4HkUXL5ok4PJe9/zyj4svzSEEDJe5WGlpu76it8+/ZtqWf9VWEkJ+mEzHCdoPI5BwkHp4QyRMilGKjLpH73s/SKqkmlq2NFfFG+RgIcwM8341yOTtE1C7bmaPAbtd4FDk1xe5KmCZ0sfuTlvgUuryVUt4h7vdKmDHlkKgrSBsN2FXda6bE0s/kjTwsMBqOk2PPv+FXsxijKolqLpQ0dPTEwQTSnyeP4FmDyOEFamokEEEIBarsw0+7VWvLLp5jSTV1sbZOXSPPj/wCCyy9Pewnpc1+rbprCoaQ230/donEcnPk6/wDKgnsEQxhjWsbhrWBjT+EDCx+hKyrq3XmwXqRs9Xa6l+HuGePE/wAbFo71Q11fbJae3XJ9uqXDDZ2s3Fq5Zf7d2o2e6G/zcKrf3Pu8tTRU8e/Z+s4C3vLGkNbqjSehA36QulJbrVM6Thx1ULu7Pkd+TFe6Vs1FYrLDbKDicGPyGR257/zWJ0TbtBXy4itdX1F9vEbBJILlHIJIT+w/kulDAeMcgEqC5isbhgUVSqx3gCipW7KrQb95wg2Ik4QwGOLgnIX+uFnMMkWut/f6Kot8/vKWqa+CT+zevmv2q6b/AJG69umlscGKilJjfPH4nt+BfTWX3m/nheUPbk0CZqm067oGmPI7jWv4fr8EiV2/Dft5Ikic1ge7YAT0Vzpemk3SzinZIwnZuf6AqnLHEvY84l6bE99IT90ighdsIdk7FhPT0Y9NgKeljifEyJj89fuS6WCiqoZKFsbNwbuBIxgqHYpA6F01UQXNPVWlc6NsZc1rXxMblzxy6rl+2uGEv78VRhiPL7lXh7wzaU7UP3PMnUpBikMBmPRdzjv6XGkYPpO+0dC7h8N87d3E8vLPVd/uVNaJZwKG00UpEeGMp4929cg7J6eF2oxWH6ynZ9Xw12cUtLS4jtxjjl373vYuXm+m3HRGFus9bBVAWcCZ9G1k/DHhDlzztUp6aitWWwMbJxGsYQzGF1CGLuoqKiab387/AIG8Ncj7a6iGGqpLZRk8L6+TiP8AiU8PuWl40rlzyWrqdoa6Z5/eKDKupY4OjqJm4+TiileydzPdsZ+STDTyPZKWtc7HyXc4pu0nZ3bpdR60tlmdJI4VM4BBcTy6r1ONE6bh4UMdmiZTjkTw/wCNcF9migEnaB9Juxm3wmYZ+fRem4qvjQSyxSbJJ/G9ZXw1p5GSq9GWGkDDS2Gg4TH73skYud9qNDY6bSUTqGhtwq6mo4Mnu9mxv4F2cSxyQ92r4qlm/wCF7FxL2icCqtEAhxScSR/DjWbWnpzUUwjoXPcwnBaWRh/iwnY7fTQVLBUxVLWytO+Vx8jSiuplnpYW0wawBwO7GHY+RSKN01ZxoHPa4hhLxJJj+4JNErT9DbK6WC1nhukFUzgP4m3e18i9Yxx01sc5tJQNp4w0M95GvJ+gaaSt1vZoqIe772yb/c//ALXriSGO4B2ZalmHpue4QSNmon5A7x8XgXPPaTmbB2dQxU+Gskro+OR8a6PL3aSrxF8HhXLPaVgiOiKOCWaOlzWed8avsVcKkjoqOLhvjMpa7eFBjmpHycN8ZjbI/cFdUlFLBSPaa2mdG1m7aXdf2FXVNI2SSSWnjLe7/WB/oiW7e9hEPB1fV4h+ro3fV/truvAE/C/nckuzx/q5Fw32f4s6muJhMvFjo2skXe292jiFTw/hTRdCgEvHki4v1b+TC/zLzPrl2NbX6NzIoi6ox4PmvSstUTfBwod8bPwLzj2uVVPSdpt2bsa4OHwj4/mryVPwZSeXEMoedpaeZ+ar6XhvqCWR8iOeUzU1Bc/JOS48wpdtpHV0sgbPwWMHN3yWjG991WRzPJErWsoO7CQ968jtu34lFhg4nDJGA52M+qlmEFDLO0FuGN9XFNuhwS5kgcByVhK5tSJOFJw4WctvzUOMsa4cstzhM9EXqDgdEeMcwDz6KZUwxR1YaQRHjP5pY4gjaxsQbGT4HEc0bDQi5Omc2CSTbtDcN5LT2O6wT2s2ytpxw44ncOSOn3OVRfLfVQ0ollc7hB2GDamLHPMMwREe8QpUvyH4+9OMlDZAfkinb/OHD70kt5ZCUwjDTaaqxwqyKaJnDLOIG7AVbQyHFOI7hM4SM3DYAAxUejxE2oqOOHRxOh2l5bnCvmwwS1McMDqeOmih5yPGC5R9u3j98Zmqmm+jTR1k0Uckn6T4li6tgbMRlber4sPGhNdRyxVHD4ez4lkrpTFs5IIWlGPNGcIHqhjxIDzpYHjRLnANyF9HfZ4003TXY7p23d3EFXPT95lLxh/EevGHs56HqtZdqlsoWRbqKmPeqx7vK2NnXP8AivojE+NzyYwMMGwD5K6Qi7AYuOvausmgv81rsVJU93j7v4Jap7PP40xc7NfdFQSX20X+8XijjO+tttbJv8HxyMerDsvfTW91z0pVEQXGirnyCN36RsnjZJGrbXd5obPpiufVTs3zwSU8UefE97+i0slY0LaCtpobtT0zWmqp97JBH4uGpKqNF0Mts0baaKXPEhpmRv8A21bqoBis8ijYKlVfkWstLYvo2DlH5PsLK4oqpHMA8Q5obzt6ckKiFz/ElNOI9rgkwAKq1jpuk1bpmt0/dmZo6xhY8fZVqg7LuhQcTh8tNZWar01qu5WGujLJ6Od0UufiwVVxSNbLkgYXr324ezDvtvi7QrPT4lp/cXKOKP4f1i8eyNxLyWM8bv4+TZoKa+0cIx3H3e/zqR3ibUdOaGCEtl8/4Vkir+xGCibFWGeWKrL/AAfZ2rPR1UuTUaaqIa6Gl40ZdJ/wS/5N3ObHBiGMu/SbVZ267QEmKeeUnibIy9i0FukophHR8LhcL3jJMqYvJzw0UOjb8NG1VUaihFXL6xvetcO120w8Thab5yePzrk97m71d6mXh7N8igDy71euWfmmnTrlw7XIbiIuLYhxI3794esne++6zuctzoaGThRs8fj8iylL5ty6LoUmG2y44UWfrPh2KLfgK23Z/wDkReJLmaORkVKWjID5EHaLuokdHK+INb8TH9VuxBuqO6/ShpqqTxxs+F6k3HiiWOKLiRsEe+cv+NLzfweH+sHo7VlboS51fd4YqqWTwScRbOk7fL5TnDbVRbP2lya7P4lyqJOJvy8qI9gBaujTLDfV2ip7ftR1HS10Owfjes3c77du0Cqlrajhwyx+CCOPysXP4ZNokC33Z7TSi3GUiWKST6jZ8azmurel9j1wsFwoqmCFktM6F7A5z9+TK75BV9RHKKhop6ilim3nLHx5MY+9ayrgkghY6oiY1sDw+nbjxAqopaymZJc5J6RomnaWtkf6OUN5wpqieu01U0d1gm99xJPB8K01H26a1Doo6fuwc3kAI85WS1vVyyhsPF37POskPtj/AAWtKOW99XUD236x70Zs0g/BwFV3XV2qddd0stfUCWKOTjxg+FYNaDSr+LVyRCPHg92zgcRPQqWy1Nx0pdIBSRVVd/WbH+Vn4EybPVGKRk9a1nefr3O+H9n5q2lq5o5p+NLId7o9jN6kTsbUxj3hpBN4c/NQ62WpbvdNC3Pj0E8UstTT7JJHsU5/bFq5zdolgDflsWc1y1sVwipRJuMLCC7PVZkFXDktfVvh2q62BeRdfP8Ah6JikoK3VVxlut1rfe1O79p6xDuZXQNDGWW25P1Qk+35EHW2yg1NZobVVPpeMJnDxb/kqy1SxQyHjsLmO6gLR6ppxU17w7MTZBuJPos9bmxOqC2Y5PlZ8k+kXylPqH1dU6WiZjw7XNPqEzG3axrpJA0sPu4/vUeqlfHV+5fs28uXqo0zpJHbnnLlTOLpDHxtYQ84BPNCOaKOZ+G7hjwfmonQ8+aAyCMeiIpg9169rrlSxSwholh5PafVCMZJnr3Brafm2MeqpYZpI3EskLc9cFHPO+Ujc4uPqjCt1vdK36TEUvGmkkHpJ5GKl5hWdWNtspiOr+qrPVAbXTNDAbaZ5oIeFJHs4k6mcCxiCLgwDvQZ7uPh/XKPo7nYXgniR7/GxKnNHDUyRd993FxO7+78TlnLeno1q40Utj4oo4qOr4/1cfxtWN4xxjJ/xWo1LielE0xiil/B5nrJEIr7Z3L3n5oFx+abR5VscgEsIblu+wvQk2v+0Ghs2CKYHiVD/kwIiMk9a+x3oL+SXZob/Xwf0lfeFMPwU/wLqGtIdVh0VZpOsoOJH9ZR1zPd1P7/AOjVyynit1obT0VFmKkh4dPTx+uxcyfr/U91vZsVqtFn0/Xj4b1Ue8f+x9tdUfjWIYptTctO6uqzb9b2Ko0/d4eUbnycMH+znjVzZOz/AEzaq9tdDBUVVbEfDUV1VJM8f3hVtVoXUd/pe76t1pJVQyeeloqeNrB/etVpfT9Lp20x26kqKqaCPpJUS73H+9TWDWRbzSSPEnj1TbvMr7Qj13lYFsLN/oqm/swsfV89n5LX2X/RVN+wFz8nyVVS8X1Q37nJJLMlqJhGSlEsTjBtJz6p6PhhhBTbGb27kZZjmrTJi80VDd7VUWu407aikq2cKeN3QtK+cPbpoB3Z/wBo1bY+Ie6FnGpnn42FfSSWNj4ly/2ieyqn7SNHTyhojvNHFmjqPn/VpWh0cV9MvnTLHsx4muz8kyc/Mqwu1DU0FXPR1kZhngO17D1BULasHXYgucMYUmhrainm4sZPTCjOyFLtlvnrpxFCcZT9CN0J5O4kpK1Eml3/AP5qP99FHpeTqaqP9xG8F47M9GMuaB6ldRs0Jhpn0pEfDkj2vesV3EWqpFaTxeFI18cZZ51a12tK2qG4U8cbAcE4Wd/zdHHE07apgeyExQOftafE7d5VVzVkhbU1dRLJKyEYaN/VUn8sphTY4HvRJv38Tzqvq9SVNdFVskgiD6rzuAURxzC73pPShcSXE/MoBW8Wn553iOnlD3/ZTh07URSbJpQx/wBkDK6Ys4tFIur6Mp3U+nqVhc+I1HTeFhPoLgCY1lbF7voxnxOUqDVtyp6amia5kgp/thRf8m3FOuXQLiDLxIuKZZNniZs8qqcSxwe6h4sjPg2LLu1ldDTx9Msk6/h+wolNqe6MJPFysdJb+WJ6K1uSK+MuA3jqqEAs8auYIReJpHz1B4gS5LJFFGXS1ZGOg4fX/it+nLpsoXDc7K0WhaeaavMkRw5gwCmKWzxVDBIyYsjeeh6o55zZ6hkFDIY3EeJ59VUTkUjRuDDWxVJ4UOZtmw5/V/gSxO6R9O91Z3cQc3RFm7muc/Td07z3rv1Rxvtb0k3i4ymTNXJl/XxrGOOW/nque0TcLnFI6bi8Rm4nZt5LKn7la0E3fp9te8vZ6O+yp0lqoWv93OXv+Fv2loy13Zxq3XZ5Hvppe+RiSlkfy3n4lAhtNAYC+p4nEd0VBWF0FS6NrpAxh5YKqEzGjVa6a6alZPxWhwOHNB9FU6YNubHKa4hrgcMJVJJPNK3D5XOH3lNkgAEnJRMFvCxv4oxcHig8UO3O771Adlpbk8vmp09E/wDm5iBO5uXBRxTPcCQN5z0QjCLhH6J17cD5Js9E8lgQ6JynIEgz0zzSB0RR53ckpDUtq7S+WSNzQ6Mt8OeoKzc2BK4NHryynYaaQ/AXOzyA6q9gtUccjmXDB4rPdtb5gm1wj2G4GkoZQTtdu83rhSDX0s8UzDhjcc5Piyqa6YieImcmsULc4jnyyoxlXk0XdwlgDcROyqSXm7KAkwMZKT15lVEMuTk3BHhEOqcaOSeUxBsZz0XvT2OtAjTWhvp+upx9JXTxg/HDB9heavZk7Mn9oOtGPrYHfQlIeJVOLMtf+DK99TV1LapqG2MpxJJUDEUX6tkf6Rb8dU3WGfuVTqew2vUVuNJdaKOoZ+jkaMSM+9j1bZkI6ck0ZCNnLf411MWO05pzVGn7tDSU2oYarTvxQVgzOz7mPWumje+PwP5J0x+pR9FOC3RZY+JFHH3h7P2Ub2bsc+iU7zI3+XklIRKroxbOzjFrpx/VhYyt8rfzW2tgxbqf+zH/AEXLy/JrXpniwbt4RFmShGDjaUsDxLOGUlx4A2FPZaRjKiPJ38kcO7iEkq4lEwl4xyCWG8kyyZh5Dql8R46DknIh5f8Aa57EheYJ9a6Zpy2uiYX11O1n1vzevHLmlpLSMEcivrBK0VMc1PMOJE4cN68Me052Nx9n11pr7aRV1toq5HmRgH1Dv21nd1cV+3n1zjITuAwFJopxStLwRxHcm4+FNygBuYgOZ/wTPru9PVZt4nErWmus7pPfEuaPQeqvqOtj2MaC7Mv/ACLGueWYLFIt1WBIWOL/AB+qnRt58QttY1J3wRNORjeFn97nNDPXqn7nM+Wu2vOQzwBRslmXevRbUjDl5OTcgtx+SnWYZrmEDoVFc4YGRyV1pFjHS1Ej252AEI5D41xLU00twZFTwN4TGAZeMbipMc8cU72BnDIIwPmn7jTxwVULxA17g/O3PlTbadrqySolzI5zCW5PIFYO3EKvUMroaB7XSMMkzurRzAWXwXPaPT1V7qlskbYw4NDX+oPPKz+7Y4YBJC0rDl5C3Ahu1JzgYRDft3FLbs2bj1VRGWa60/Tl8UsnFjH3A+JX3FqekYfjZ5ymLC2KK3RRStiMRjkfId/i/cUj3eMyZj4fk3rG7qoiSvL8silOd4yWjG1Z/UbnfSMkZndMY8eJy0MM0Fe/zYfydyG3eqXVDBHdKhjYHxB7AcOCuiORUNGBud0x0+aEAa5r9zejfDhN4yeZxgJe9zAD0yMLRy+1nYSI5ZHHyjblaCo4BOYR9X5H/bVJYIxPM+HrI/byWwq9O1cjBNR0lVLLv38BjPFD+2ou7aKab+dESx/7n2Vnr6530i/YtftPo2OKSPhsqHvj+JZPUDm/SUmwIoi/tV9UByKDEH8iqYNlaBBUUMkrWbe7x+qTiiPFz7qb9GyDY1qTZBNNQyRFobx2einVFC2WoHBwJfCyRRLqorZLfTSvaQ+N2G+L0WYmGHEBb+loO6vkxLSvw6QO+JYSZp3nl6q6M70MDkEuE4chK3BHJI5jBwn0xaaGSTgulc3GG+b4lHmq3Pp43ScsHk4eZVb66feQH4CYe+V58yeV7nqyXjSHdjl6pknw4RFhJJyib6gpSjJKNOiEu9WoyDF1DEgRhWmlbFcNSX+kstrgM1VVPDGNChRMkmmbDDGZJHv2taPUr3f7J/ZQ/Q+mpNQ36mEd8r48sjI5wM+a146IvfV0bsq0XQaE0NbrJRgGRjMzv9XO9VJuul33We5VE9eWmoh4NNJHlr4E7re/u09Z2VFPSd6qqqdlLTMP235wf+CdsVXcqWw8fV9Va6asMmXiCXZFj99dWrCjmFTTd3t8lvhv2pqPUkUzKeKOO4SbJx+u2P8AgW6tGndQ0lbFUP1nXVUAcHzwT07CX/8AZL1nQOvNuo79pmooZ7xbzxKSoEm9sjP0ke9X9vqp6qiimmhfSve3xxO+ArOlGlrnyEGhBxRBy3hijVknDjfJHG9/4WpzOQz3exKJZxCGnmElxdv5KFIVSX8Tn0W4tf8Ao2mz+qb/ANFiq4nLVtbaf6Opv7Jv/RcfN8m8M+05eSj+LKaaSnPkEoYScDWkZ9UGDx4SBkHqnAeW5UiYL8cazetdXjT9VaqKGGSvqrjVtpoIGP8AEB8ci0DZ4Y43Tzy4bFHve9cvtN300+81HaPqO7Q0MbT3e0wzc3sg/WcP8aMLpV1oR8s/NVmptP0GorBV2W5MElNVM2kfNZyw64r75dYX0Om6qCwMa9zrpXO4Ix+BhBP/ABW1a4Oblp3Nk6PCbP4Pnl7QvZTU9l2p3cBk1ZYaqTNHK8eSRcgI5nI/+xfVLXWlbLrHS8+n71TCWlmZyJ87D+a8Ee0F2UXDs8v3FleZrbKz3UgHk+xvWdnVw8u2fTkhiBb1TO0NPJSQxzvVRsEPIKzb4Iz73JRvd70YRYy4lEBg5KtC+tlrt1UDJV1UrN27aPvRRVU1irXQ05kmztLcqBR10kNVHOejE1cah9TWPqOm9Stb/wAp6ktceCJHuOXE+iS3UdWXeJrTn5DoqIbmcyEvLiAcAH0CrT0cXlaumfdAYXtDJGu3h/3JbLVTTHhGpdC/hktBb5nJvTzPr5nkBjWjcSeivGTwx0LmcWHjRyB7Hu9GqM4X81V9A/zbjcfP4I/EnaawcYf5xtwzc52zwj7srYabu1qjssYnhhiMbHMkkjZ9coFVDDFTz8CYyxMj9w9RF16Mq2/1tFGyClexgYNuNqknUlbj3MEOf0nE8SpXwVLopKp7HvgDtnEx8Sjc1roxi6+rdSVNbHTiWkp2OgAw+MbcpYBvs0tZUySh+AxoaOSz5xuDTjmtRppsPc4GVVQ6KJ03PYlhfH+aDU2GaGF0jCHbDza7qhHZjNAJDOAB8IHRX0c9P3uoZTzCVpeQC/qm6GF0U0roXNOc7mnollpekQzVWye03MNikxOw4JCdrL7d5Kt00tZM6Vw5kFL1JH/PIZXO9/Ize9UnNXDnlbPvd1bTGFtdJJE7m4EK0sdC3UEu50wkr3v2MZJ4WOWVC0dqnxbhEJooYxUfH8aZ0SpLRbjC6Rzi0g4y1MT2q3wtLXMkkdJjDgn5aiNrJXUbRI17vFGfh+9N0lxqRxKfdG+H1fjmxRmZX/r+kSuqqq2vEERDYg3k1VU9ZVP+tneQ70ypd+EZqgY5eIS3mVVnBOd3RVCL3/RyOaRjw9r3Ag5BBWotogmpeFFB3qWp+s8fiWUC0VqHBpeOK3hSxvd7tF4HHKUaa2AHjNmpcR/WcPcoLtuGnkS7qVZTzSigDWTSlpZ4mD6tVU7IQ8SMni2bObQfVS2vTCjGMnPzTrdux2P+PVJlaN2QmzkOOCrw5D4PhwB1SCSWkBv/AHRsHvI/F19UrAa7OcowDcQ5qcZZpAQ47oo+TDj5qNE3JXpH2eOwWr1XDR6l1FBwLaKmKSnZv5ztZ+BB/FpvZZ7BOHNBrvVn1g95Q27h78/1j16yLi45cmWQRQQtp6dohhYMMY30Co26x0jI6SN2qLVtjl4D2yTbcS/Y6dV2Vrq45/JT1dysOtKm5aSqnS2+70FTviJ83g8k0aYpezu1OuBu+tL3NqdsUfDg+kXMjhh/NiqdTWSw3/tJii70DHdaHfTVtNL46Wog+NisLPUXCsq5dCa5tTriGs3xVQp91PWs/rPxqZvs1gOzaK1x681LRabipY7VFTQb2U5zCyf+rW/2qNZ7Vb7NSmltNDTUNIerIY8MKlblpREmzJnkkk+qV+lUDutV9J8XvW+n+KJytKstFumpNR3qvMUvCrnscHvqeJ/yfArmL9J8ad9URU4UhVI8bVvmHwD8lhK0eJq3LT4R+S4eafybsydwGCEYYxzeZwU0XZfjflKBwqlgVsGOTktjB88psEbSnInDamFZrfT8OqNPSWOoq6yline3c6l85YFX2bROkdMUPHp7XR0zYI/eVM53u2/vrVA+7VRqvTNv1LBSUt3dMKaKfj8GOTbHN+B/4UJY2fvXafKKdgnoNHxn+cVA8D7p/Vx/gVzqfW9p0hVQWantNbW8Gm3yU9uZv7pT/rJFP1pqSg0fYIIqSn7zWVUjaegoox5nf/wWPstLq3ROpRcrnahf6C97PpCppudVTPPp/WQpL0dFsd2t+oLbT3W2VzKmkmHnb1z96av2n7bqO0zW68U0dXC/kN4yW/ksjfb3YNA3yC0WC1RG432tY+piZK5rIuI7ZxPuXRW+fYxNneujwN2/dht20HdZ661jjWKb3kZH/llximt7J4TJI7r5BjqvqtfrRQX2hkt13oYauml8zXNXlD2iPZ1qKXj6l0NATT8SPh26Pq5Rbjx06qc//wBS8kmAgmX9GkCJrzyep9fFVU9XPR1tM+mnhcWSRvGC13yKiiMs57VMQ0sZw5r3N6hIORgYUoPhw9w6pAZIIhIGpkQ5pLMA4OU2WFr8F/MJwNOzoQ48+aSGl4LnIgH6WoliZLGD4XBE2oHV7uSbDmE4weiSGtMbsjokEhtRipHAJwtHTXSWdlU+HEUvd5HvfxFlY2Ybv8qEby15fzcjSF+S/wCwYZXQECTl8spGMtx6oMZHjm8g/JDJzj0TZB6hay10UsFuilqDDioZ7h/xLKYT/HnwBxj7vok2p6bq20bZZqs0cUMvu/JUHYoeYN0UxIi8HvPeLGcafrud/ikGWX7RU6L838Wmp3U7rg59O7MZHIKrBG1Jznm45KJuVbGblOP2eQ9VIbVZgDceVIpYmulHGO2L5pBYHPeGdAeSJLJRleH8icINnewnHqmjua3n1RbiBzQe5bnbySeqJrQkHPVKY7ngoLJbWZztcSPuCk09bLSxERAA/NO8OeCMt92wYVcRknBykDzpySXZPNMknp80WOQCV8QPyTG4NaXcs4SgMnaQiIOc5wVLpGtHjqB4UZCHKDywFJo6aesqY6alidNNI4NYxoySVfaX09fdTVItem7dWVmajrGPAvbXs89hNDo61w3jUNBRzXz6wBvj4blda7ItbVzLsC9m01NLR3/WXFgkiqBJ9HSR/WL1tS09PR0sFLSwshgazYxjRgNCey94zsAAWVvuoKyrs1VX6NlprnUW6fZV0rx5w3zsZ+NdFaauab7D17ebzp+hhvFttgudvgkxXsZ9eyP7bFmNYaQtupmwau0xT22qq5I9xhnj3U9bH+rf9iRbfS1/odUWGOsowOH9XNDJ54H/AKSOSNZN1FFonWlHBQVBjs96kczuOfBBP5+JGlb2un4onZtDoe7XQVdJZI7Ne7fI9klFIfGw/NdLd1zyVB9A2kaqZqRtBGLoWbHzN+L81cePPVXSpWkrLiUbgSEtjDhD1WqSCBhIcCQUp4SH5A5FIGubTyRbufNKAPVEQM8+SlUIVW4mVq3keNg/JYOfnM0LfNZ4QuDl+TfDIv2cXk3CW1FJt3dUG/Mc0MS2kYPJKYARyQYTjG1CM4fgjCtMi24Kfa4Ywi8BCUzahKg1vpf+UMFNU0dW+iu1teX0E/2ZB9v8HRU191rcdJ6Fhq9WWqL6flk7vTUlHJv71P8AoyxbmLqk1tvoayenmqqWCpkpn7oXOZv2PQN3HdT6SntWlqC9XeeKqv1w1HRVdZUE9QX+CD9hb3tH1BdKJ9DYdJ8F1+uFRHt3jeylh+OR/wByru33e7s7Hdac1lRFcqWSKMR+d7J2JNnpjoSwXHWmqZuPe7htfKC/fs/V0saG/wA2g1Nqd9ovlDboYPpN8oD6qOKT3sEf6zZ9hX+QRsxvi6+Ncyori3STv5Taop6uu1Vf48soaaPe+Nn6OFinVGuNWUFOK+7dnVyhoTHvnMdYyWWFn4409mc0ZPtz7ArD2g081ws87LbdOcm5sH17/wAa8Va40NqHRtykoL1QzRNjOONt8JX0ysFxoLvZ6e6WirbUUtQN7Ht6Ku1rovTusaE019t0c527d+MPCvTPQrzxTt8vXQOAy6XwfCmXBo5F/i9AvS3at7M19sVU6u0PKa2ijkL+7z/AuDXfT1wtNxNHU0po6uPxk1A2h6w0l1RyUv0z826QBziA1o9FHDXPztPIKxhhBEkUwwMZBUZ0Do2N2u8LkLwKCKNzRmQByjndl2fmpHCY05IOQjbG18JA5OBSQJphNC7c53GB5BM7nkZdhSmQR9SDuTYadsgc1vI8sp9hGPmI5Itoy7meilP4YjPgG5NEsDMFpyUgRE1we1xPJOPeHQOaG4O/OUbg1oAHyTROHgfMIARudxAXHcAeiJ7gXOAbjmlubtZlwwneHjc6MCTLMp4CO3midySnDaiaNyILBOCPVPUrN8oeOTW+b70umgikbIJJOGfgHzQeYzG2NjTE9nmd80jNhhLDu6pDmbuSXh73cuiS1j3SYQCS3Awk458k88HGD1CRHjOEDB2FxfkPLnfmU05jWk7SUvaWydU4I3P5NG5DTQwGY5pxr9o6J18ewv552/8AFbHQfZ3qvW9wjoLDaZ3ukxieRu1rU2fxYcAk4AyT0C7T2I9geste1UNbUU5sVnPWsmj8T/2GL0T2Q+y5pbTYgr9T/wBOXON/E2jwwsXfBHHTxtggYGRt5NaPRbUo5r8v8Zjs07PdM6CskNsslOC6KP3ssg8c7/1i1rnNYMkgfmVX3i80FnjpvpKXgNqJ+A12Ms3/ACXPO0aDT9RrSGHWF3fR2Du3EpmNqHRRPn+Pe9i1idWfya7WttvV2ZSW611TKKkkfJ9JS/Hw/wAH3qn0TONO1Z0bdwGjLpLdVeTvcf8AWfjUnTGrtDNbR2SyakppOH7iONz3O3/7R6tNY2Cn1PYZrdM4QTHxQTtHjhf9ofen2cRhRaq0fXC5S6k0TdobNd5P85iezdTVv7bPt/jUK16fv9Rfob9q+vo56ylp3Mpqaij8EH9YtJpAX5tlFPqWGm79C+SMSQv+ub8D1PI8e77k4plW4Uh3NDvVOSHYS9zcpunjLcO3ckuR+T1yFWCCOQSMLg0goxu3ApMc0eNucJR5uGxyqCKfkDmmX5KVK4k80k8xyRMmSN7efokPG77kp+8BJ9OaiVQjy448a32VgpQO8xre4XLydtmR83onI24PRRwfklh5WbFJd4RkBNE7jlG14cMFDHPkqI5GM9U7geiabkJ6M8slNJcYwhIzd6oNdkp5pGOeEERgNGCAVn9QadlvOqLTdJa7bQW7c76PdHyklPxO5rSN2fo0T92MlBuc2KDvPbxqWevEpqrfbqVlCD5I2P8AO6Na2o1XZKXUEFiudXFSVcrN0TZTyl+5h9FT6s07c5b1FqfT00cV6jg4MlPVfUVkP2Hqh1RS611dQttdfpezWyMSNfJXPrOK+D+z/GhectDoezVlk1DqcvIZZZqttVQM9Gjb4/8A9xWGi9QO1DQVdyjp+FTR1boIH7/ro2fGqTWTp22K1aJoZ5p6y5xikNQ/zsij+sketZaKKltlvgtdFT8CCmbsZHnP5p1lneUkjnk81k9ednGl9aQmK70Q3eZrmjmthKMEBZifXmk6S/y2GW5xx1sb9j3Pjfs4n2N6uRR5U7UvZWvFvdWXDSlbFPRxe8jp5/P/AGa4JfbJcrFcJoL3ba2GaL7vBw19URgNjIw4O5/MFVd50zYLyx7LnaKGpa5u3xRdFnphv5sfT5Ye9mt8swEMsUfnEknjUUZJBYF70177LmgL9M+rt/FtcuNwFMNoLl531r7NvaDYoYp6BsdZCTyZ5dijSW1OejidVjZ7v631SJXg7Bw+e3mrnU+nbzp24dzutI6klifs8rtj1VMdATHukweH6hCzQhftGyQEOPP7kiWJ7XSRgZOP8Ubi549yCBnx/cnWR5L5XyYIHg+9Bmw5ojLjHku+JRnuL3Bo9FLe1rg5rJMBnom2YbDxHM2gnGUBLifDHFvmi4hxhQ3u4bXbTlr/AIUsMzhkcpw7nzRvhbtznmEBGJJ6BIIJOOikhrX/AFbSAjewhuxpAcl0zMw7QfETkdEqR8kg3Fo5dEGMy7xdQlyFpIcGnaPkmuIIbuB5HH3IwMO3NGHfNLMjmjHD5/NHiPZuDy5/yCB0Vj/a8WP/AJkXc+WeNErzR+lb1qq4/RdktldVzemxp2M/bXbNAeyfrq7EVWpaunskDvgJ3yD9xGMp8kU7eeC0kgOBkP3BbrQnZjrrVzmPsunat0EgcBUPZta1ey+zb2ctC6PcysqhU3yvZ0lqWsbGP3F1tv0dZ7dgd3oqWOPoPA1bRRhf/JieoebOyr2TrZaqptx1pXfSp6x00XhaH/jXpG22ygttNHBb6OnpmsbtAYzCfoKulrqVtVSTNlgf5XN9VL5NYrimrmvfdWXm92my03ebtcIKGH1fK7AWXv8AreGGG2ais89HcrDxeFcp45PHB/WKu7TKajotUWfVlfb4662R/wA3uTZPGyBvwTcNRtLUFDftTalmpbFw9M19DHAY5IOGypf9vYjZrSrdalsdFqOwz26rHEhmbuj/AAv/AEblm9B1sV+0/PbtS26nNwtNQaSrjlAfvDP0irNP6ui0XTu0lrGpqIpKVn82rGwyPZMz9GN/21N7NJqi+6gvWrDb5qO3V+2npxLHsfO1n6TYgKLXt40ledPNsmme51N4kmZHTwUUGx8Dt31n4F0qibNDExs+ZDG1gkf/AFiW6hpoKrvdLRQxzfpHhvvFN8oWsEhTR4O4po+IYAUiQ7xhNxgMPNXPsjUeGsf81HlcSHAp6fkSG88ptrQGkuUqMxR7Q0tUlh8XNE1owMJe0OIHRPAkTgMoEYHJKc0bkmQ46JEbPJJkyikfzQc/wo9GjO/zhv5roDfKPyWGh95cqT9ti3QXHduxrSAj55RMj9Sl7m9MKGJTW+qUDhEM46JI83NOJKT7DuSy1CMDCc28s5VIFHgck45p6jKZLtp6pxku/llAGSSzLilMcNmCUZzzaSEiVryWjIATgHNn96W5rNuCmy7DUe9gAc7KcRk8qqnsMUWpKjUJlklqXw8KEP8A0TFZiQ/q95Ry8Tx8NBr/AHY39VXSFdrG5x2HSdffJI+I6hgkkazPmeejFk+zjSEc3Z5SUuo6ESz3LfU17ZGAPEkn3qT22afv2o9PUVLZI6WdlPWsqaqnnftE7G/B/flVdV2jatmi+jLf2a6jp7vI3bEZI2d2j/FvUZdFITuxaoqaeHUGmaqqqKoWG6yUtPJP5jBsD2f+q1OodRWuxuo2V9S2OWtnZBBHnm9yzOmYh2daNfX32UVl1rJTLWFnN9VUP+FnzXO7rW2W7UMt+v8AXH+UZuFLJFRPBZJRM4n1bFUWRNMvQf6R7DywstqXW9h07dhQ32Z1JHJDxYJnNyyX7mrTVgD4HCX6qVnj+fRcX11ZLdpKaki07fr7Jf6o/wBF2t0/ecO+14/IxCa0dOuOndN32mhNdaYKuEs3jiRc/EsJqP2fuza8TvebNHTSbNo4bFqLzqC76X0Fb62704u14dLDSyCnGxrnvk2rZMOWtcXYJGSEF8XmO9+yTp2qhl+j7nJSve/c3aPKFiL77H96bUym1XwGlH1fHZuyvab5G4JHoFhbF2paKvNzgoaG5Stmmfw4TLTSQtmf+BzwlouOS09vHF09mbtBbTGYMjmlkk+rEcixVx7I9eW+KSKqtkDNh68cc19KKm6Q0RkgOZqvh8ZlOzzvb9ygW64xXkyR1FpnpI/jNZFH405qfmt9vm3Vdnmu2xEzabqJCDjA5YUefQ2s2OBm0vUsZGMtdw8r6dz0tujbxJIqNvy3MYnOBRSQMxTUsrXeojYQQp8cL/8AJs+Y3+T3W0kULqXTlZIZTkhreSn0XZVr6aSR77JU073csvh6L6TPitlBG6WaKhp4xzy8Mal01Xaq5oNDVUUpxzEbo3YS0iR57PnjaOwLtAr55AYWCNrNu9jHO/v6LWWr2WdT1NVCJ5T3T1qGQcL+Ne6Y9kbHOIa0AZJwmLVcqK7UEVdbqhlTTTDMcjDlrx8wq0R57fTznp/2VdPQTie4VHFk4fxz7l0DTnYR2a2yERx2GOZz/G/iLaRavtH8rqnSs0nda6BjHN43gZMXfY+ah9ql+uWm7LRXSiEBhFxp4arifqJHhhx/inrDPyX/AG0NsttutQ/mNvo6TfyzBThu5Tep3lUutaw0OkLxVscWuipn7T8j6FZjsqvddDTw6V1NW94u8FG2WGc/+aiPx/tqw1V2v9FQXi3WmpbI19xe9kEm3wh7eiyvanaIafTVxvuY5rlGYhTCoO6FruIz4E920OlpdNU99hHOzVsFbz+zv8aHbJUMqdBNNNFxmSVdM5jPte8CQqt9E6gbeKSakno20FfQO4NTStGAx3zb+FaLzMXLbhpftBrK4avFfbqS90rdtPQwx+Ex/q5H/GtvpC+C/WSGufSVFE93hkpZmYe13xj704Fqptyo4LhbaqgqWB0NTE6N4+5ZDs0nukFpqLBd2yOqrTO6nZUO/Tw/o3/7i2FZ6YcoQGC455rSINJMjZXsDmRn9oZT8AEbycAD0wql7cuEjsjCmQSsmbtwU4jITX4zlNufgYATQmIbhyWx7S1VjCPaO5p3ZSXcin3H7kw/5lNaMc7kOqD3YxhN88ZHzUqORebCWch/3JsAjLktziW5KW2AOQn0TW75pT34TEjufJHYB/XklxYxzSPRD05LOcw0jAUZ/pem+6di3awFEf6Wh+6aNb9c1lsYwH5+FOEYbkFI5enRHt5ZykxKic88ndfRAtfnOUhh/wAU5GHA+IoLB1g+bspxp9AEw10ePC7Kcif6qywdZhp8bMo42MEm8MwkPeSORQYcjxPwgj52OfvwQl+ZMuBLRzQ4m0YCfZHSQPDyylDLR4mgpj3eWuOclPZJ5gZVQJE0v6lE9w+XNAPe6Rw4ZwE4wAjm3mrwkpjQebk54OTTlNHc5o2nCW5j3+V4yECPTP3DSNuuGsbdqKumqZnW2LbSwb/csf8ArPveqntstbazQd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</binary>
</FictionBook>