<?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>child_prose</genre><author><first-name>Doku </first-name><last-name>Atis</last-name></author><book-title>Mans dz&#x12B;ves r&#x12B;ts</book-title><annotation><p id="AutBody_0DocRoot">Doku Atis</p><p>Mans dz&#x12B;ves r&#x12B;ts</p><p>Atmi&#x146;as iz b&#x113;rnu dien&#x101;m</p><p>Doku Ata atmi&#x146;as rakst&#x12B;tas agr&#x101;k, bet vi&#x146;a vidzemnieki un Annas Brigaderes zemgalie�i n&#x101;k no viena laikmeta, n&#x101;k ar sava laika dom&#x101;m un valodu. K&#x101;da tad bija pag&#x101;ju�&#x101; gadsimta nogales latvie�u valoda? Akt&#x12B;vi darb&#x12B;ga � taj&#x101; strauj&#x101;s dz&#x12B;ves p&#x101;rmai&#x146;as nemit&#x12B;gi iepludin&#x101;ja jaunas atzi�&#x146;as un l&#x12B;dz ar t&#x101;m jaunus v&#x101;rdus, vien&#x101;dojot feod&#x101;laj&#x101; sadrumstalot&#x12B;b&#x101; iekon�serv&#x113;to un paspilgtin&#x101;to novadu valodas raibumu (b&#x101;z&#x113;tu senaj&#x101;s cil�u valodu at�&#x137;ir&#x12B;b&#x101;s). Un b&#x113;rn&#x12B;bas atmi&#x146;u valodas pl&#x16B;dum&#x101; abi rakstnieki &#x13C;auj skaloties mums p&#x101;ri sava novada v&#x101;rdu un izteicienu vi&#x13C;&#x146;iem.</p><p>M&#x101;kslinieki ALBERTS KRONENBERGS un INDRI&#x136;IS ZEBERIIsJS</p><p>R&#x12A;GA �LIESMA� 1987</p><p>�Spr&#x12B;d&#x12B;�a bibliot&#x113;kas� redakcijas kol&#x113;&#x123;ija:</p><p>ARV&#x12A;DS GRIGULIS, J&#x100;NIS KALNI&#x145;�, J&#x100;ZEPS OSMANIS, IMANTS PLOTNIEKS, ILGA R&#x100;SIMA, ANASTASIJA STIKANE, INGRIDA VAVERNIECE, MARA Z&#x100;L&#x12A;TE</p><p>Atbild&#x12B;gais redaktors ANDRIS CAPINS</p><p>Grafisk&#x101;s apdares autors ANDRIS LAMSTERS</p><p>� P&#x113;cv&#x101;rds, koment&#x101;ri, grafisk&#x101; apdare, izdevniec&#x12B;ba �Liesma�, 1987</p><p>Noskann&#x113;jis gr&#x101;matu un� failu izveidojis Imants Lo�melis</p></annotation><date/><coverpage><image l:href="#cover"/></coverpage><lang>lv</lang><src-lang>lv</src-lang></title-info><document-info><author><first-name>Imants </first-name><last-name>Lo�melis</last-name><email>imantslochmelis@inbox.lv</email></author><program-used>FictionBook Editor Release 2.6, fb2cut 2.5.4, fb2cut 2.6.2</program-used><date value="2013-02-20">20 February 2013</date><id>ACB92099-1F29-42FC-B789-0FDE14A85FAB</id><version>1.0</version></document-info><publish-info><book-name>Mans dz&#x12B;ves r&#x12B;ts</book-name><publisher> Liesma</publisher><year>1987</year></publish-info></description><body><section><p>DOKU ATIS</p><p>MANS DZ&#x12A;VES R&#x12A;TS</p><p>Atmi&#x146;as iz b&#x113;rnu dien&#x101;m</p><image l:href="#0"/><p>Mans vectevs neesot bijis necik liels no auguma � t&#x101;ds vid&#x113;js cil�v&#x113;ks. Bet man, z&#x113;nam, vi&#x146;� izlik&#x101;s liels, liels. Es dom&#x101;ju, ka neviena vairs otra tik liela nav k&#x101; mans vect&#x113;vs. Un vecs bez gala ar'*<emphasis>[1]</emphasis> man vi&#x146;� izlik&#x101;s. Bet tur bij v&#x113;l viens otrs t&#x113;vs, tas vienreiz bij atn&#x101;cis uz m&#x16B;s' m&#x101;ju rutku pirkt, d&#x113;ls �im &#x113;st nedodot, un tam bij t&#x101;d&#x101; balt&#x101; koka doz&#x12B;t&#x113;* brilles glab&#x101;jamas; vi&#x146;�, l&#x16B;k, bij liels gr&#x101;matnieks: izlas&#x12B;ja, lai k&#x101;da gr&#x101;mata gad&#x12B;j&#x101;s, � tad tas gan man izlik&#x101;s v&#x113;l daudz vec&#x101;ks nek&#x101; mans vect&#x113;vs. Bet tas atkal bij mazs no auguma un klibs v&#x113;l kl&#x101;t. M&#x16B;su &#x13C;audis vi&#x146;u sauca par klibo Boz&#x12B;ti un m&#x16B;s, b&#x113;rnus, reiz&#x101;m* ar �o baid&#x12B;ja: �Nu, nu, t&#x101; vien j&#x16B;s te trakojiet. . . atn&#x101;ks klibais Bo z&#x12B;ts*, ieb&#x101;z&#x12B;s mais&#x101; . . Bet Boz&#x12B;ts bija glu�i nevain&#x12B;gs cilv&#x113;ks t&#x101;d&#x101;s liet&#x101;s, un maisa vi&#x146;am neb&#x16B;t nebija � to jau es biju smalki izp&#x113;t&#x12B;jis; man tik n&#x101;ca smieklis*, kad vi&#x146;� ziem'* sv&#x113;tdienas r&#x12B;tos p&#x101;rraus&#x101;s p&#x101;r</p><image l:href="#1"/><p>m&#x16B;su slieksni un klepodams un elsdams sac&#x12B;ja labr&#x12B;tu; tad man katr�reiz ien&#x101;ca pr&#x101;t&#x101; m&#x12B;kla: �Mazs, mazs vec&#x12B;ts ar kaula ka�oci&#x146;u,� � un tad es var&#x113;ju smieties. . . zin&#x101;ms, klusi&#x146;&#x101;m, pats sav&#x101; nodab&#x101; � sloti&#x146;a, redz, aiz sijas. . . Bet rokas bij Boz&#x12B;�am tikpat lielas k&#x101; ma�nam vect&#x113;vam; un Boz&#x12B;�am rokas tr&#x12B;c&#x113;ja, kad vi&#x146;� vilka baltajai bri&#x13C;&#x13C;u doz&#x12B;tei v&#x101;ku va&#x13C;&#x101;. Es dom&#x101;ju: b&#x16B;t'* vi&#x146;� lab&#x101;k man to doz&#x12B;ti atdevis! Mans t&#x113;vs reiz teica � nez k&#x101; tur t&#x101; runa bij san&#x101;kusi � , Boz&#x12B;ts ar t&#x101;pat reiz esot jauns bijis; to mans t&#x113;vs teica uz lielajiem cilv&#x113;kiem, bet es pie sevis nodom&#x101;ju, sak, tas nu gan nevar b&#x16B;t tiesa, jauns vi&#x146;� gan nav bijis, tas velti! T&#x101;pat atkal par otras s&#x113;tas J&#x113;kapu dom&#x101;ju, ka tas nekad vecs neb&#x16B;s. K&#x101; gan otras s&#x113;tas J&#x113;kaps tad izskat&#x12B;tos, ja vi&#x146;� b&#x16B;tu tik vecs k&#x101; Boz&#x12B;ts! N&#x113;, tas nevar b&#x16B;t! Nu, lai, par piem&#x113;ru, uzvelk Boz&#x12B;�am otras s&#x113;tas J&#x113;kapa sp&#x12B;do�os z&#x101;bakus k&#x101;j&#x101;, lai apliek vi&#x146;am J&#x113;kapa �ka�m&#x113;ra�* �alli ap kaklu, lai iesprau� vi&#x146;am J&#x113;kapa �jaktsp&#x12B;pi�* bezzobu mut&#x113;, lai pakar J&#x113;kapa plinti plecos � ei, tur jau zirgam j&#x101;smejas! N&#x113;, tas nevar b&#x16B;t! Boz&#x12B;ts nav jauns bijis, un otras s&#x113;tas J&#x113;kaps ar' neb&#x16B;s vecs � nekad un nekad! Mans t&#x113;vs tur mald&#x101;s ne�&#x113;l&#x12B;g&#x101; mod&#x113;. Jeb ar' vi&#x146;� to tik t&#x101;pat joku d&#x113;&#x13C; st&#x101;sta?</p><p>Nu, bet nu atkal pie vect&#x113;va. Cik es no vi&#x146;a atminos? Mazu liet. Laikam t&#x101; k&#x101;das reizas tr&#x12B;s �etras vi&#x146;u tiku redz&#x113;jis. Bet t&#x101; � pasac&#x12B;t, k&#x101;ds no &#x123;imja bij, k&#x101; runaja,'k&#x101;da bij balss, � to vairs nevaru iedo�m&#x101;t. Vienreiz, atminos, st&#x101;vu &#x113;rk�&#x137;u kr&#x16B;m&#x101; aiz zede&#x146;iem un �&#x137;inu ogas. N&#x101;k vect&#x113;vs gar kl&#x113;ts st&#x16B;ri � trepes p&#x101;r pleciem, cirvis vien&#x101; roka, bet otr&#x101; k&#x101;di tr&#x12B;s mazi putni&#x146;i � visi tr&#x12B;s beigti, galvi&#x146;as vien uz leju nok&#x101;�ru�&#x101;s k&#x101; zv&#x101;rgul&#x12B;�i. Mani ieraudz&#x12B;jis, vec�t&#x113;vs saka: �N&#x101;cu, d&#x113;ls, �e putni, pacil&#x101; un tad atdod ka&#x137;am!� Putnus izm&#x12B;lin&#x101;ju un tad beidzot, paaicin&#x101;jis ka&#x137;i, tam visus tr&#x12B;s no�metu priek�&#x101;. Bet � ak tavu �ausmu! � ar k&#x101;du bezgal&#x12B;gu negant&#x12B;bu ka&#x137;is vi&#x146;us cit'* paka&#x13C; cita sagr&#x101;ba mut&#x113; un r&#x16B;kdams aizskr&#x113;ja! Man aiz �&#x113;luma vai raudas paspruka. Bet t&#x101;s j&#x16B;tas dr&#x12B;z p&#x101;rg&#x101;ja � ko tur par beigtiem putniem . . . bl&#x113;&#x146;as! Tom&#x113;r putnu domas neizg&#x101;ja vis tik dr&#x12B;z no galvas; es s&#x101;ku gudrot, k&#x101; gan cilv&#x113;ks var putnus no&#x137;ert. Cilv&#x113;ks ta�u, k&#x101; zi�n&#x101;ms, nav nek&#x101;ds gaisa skr&#x113;j&#x113;js. Vect&#x113;vs ar' nav nek&#x101;ds gaisa skr&#x113;j&#x113;js, bet k&#x101; vi&#x146;� bij var&#x113;jis tos tr&#x12B;s putnus sa&#x137;ert? Bei�dzot izgudroju gan. Vect&#x113;vs, protams, b&#x16B;s notais&#x12B;jis lielam, garam kokam asu galu, kad&#x101; vieta pasl&#x113;pies, nogaid&#x12B;jis, kur �ie skrien pa gaisu, un tad tos nod&#x16B;ris. Ka vectevs zvirbul&#x113;nus, �&#x137;&#x16B;&#x146;a jumtu l&#x101;p&#x12B;dams, bij no per&#x113;k&#x13C;a iz&#x146;&#x113;mis � kas to man teica? No putnu duram&#x101;s k&#x101;rts manas domas virz&#x12B;j&#x101;s atkal uz citu kaut ko t&#x101;du garu; es dom&#x101;ju tik t&#x101;: nezin, kad visas pasaules adatas saliktu cit' citai gal&#x101;, vai tad sniegtos l&#x12B;dz de�bes&#x12B;m? Debesis, es dom&#x101;ju, tik augsti, cik l&#x12B;dz musu verstes* sta�bam t&#x101;&#x13C;u*, t. i., p&#x113;c maniem v&#x113;l&#x101;kiem apr&#x113;&#x137;iniem � nepilnu versti. Bet lai tas paliek; st&#x101;st&#x12B;�u atkal, cik zin&#x101;�u, par vect&#x113;vu. Vienreiz m&#x16B;s' m&#x101;ja bij laikam ta k&#x101; k&#x101;ds �gods�*: cilv&#x113;ku bij lieli* daudzi is�tab&#x101;, visi run&#x101;j&#x101;s un sm&#x113;j&#x101;s, uz loga bij pudele, pus&#x113; ar brandv&#x12B;nu, un gl&#x101;z&#x12B;te, t&#x101;da ar k&#x101;ju, tai l&#x12B;dz&#x101;s. Visur istab&#x101; bij &#x13C;oti skaisti: griestos bij piesprausts vis&#x101;du skaistu pap&#x12B;ri&#x146;u un skuju. Ar&#x101; bij pulka kamanu un sve�u zirgu, ar de&#x137;iem apsegtu; tie &#x113;da sienu, ka skraukst&#x113;ja vien; citiem bij kules galv&#x101; uzmauktas. Un pa pagalmu mazi puikas m&#x113;t&#x101;j&#x101;s ar sniega pik&#x101;m, vienai mazai meiten&#x12B;tei viens puika iemeta ar sniega piku par aci, un tad meiten&#x12B;te s&#x101;ka raud&#x101;t. Man &#x101;r&#x101; t&#x101; nepatik&#x101;s, man jau lab&#x101;k grib&#x113;j&#x101;s dz&#x12B;vot istab&#x101; un ska�t&#x12B;ties lielajos cilv&#x113;kos. Visi citi no dr&#x113;b&#x113;m bij gandr&#x12B;z t&#x101;di pa�i k&#x101; mans t&#x113;vs, cepures visiem bij galv&#x101;; bet tie divi viesi bij sav&#x101;di, tie vienmer dz&#x12B;voja bez cepur&#x113;m, un vi&#x146;iem bij pie sv&#x101;rkiem uz muguras katram pa divas pogas. Bet par t&#x101;m pog&#x101;m es v&#x113;l tik daudz nebr&#x12B;�n&#x12B;jos k&#x101; par to balto pap&#x12B;ru, kas abiem kungiem bij aiz sv&#x101;rkiem aizb&#x101;zts pret pa�&#x101;m kr&#x16B;t&#x12B;m. Es dom&#x101;ju, nezin priek� kam tur t&#x101;da balta pap&#x12B;ra vajadz&#x12B;gs. Bet es dr&#x12B;z vien iev&#x113;roju, ka �pap&#x12B;rs� daudz skaistaki piederas, nek&#x101; kad kaklauti&#x146;� apsiets tai viet&#x101; t&#x101; k&#x101; tiem ci�tiem viesiem un manam t&#x113;vam. Tas viens kungs � tas, kas tas maz&#x101;�kais, � bij v&#x113;l skaist&#x101;ks nek&#x101; tas otrs, vi&#x146;am bij di v&#x113;j'* kurpju k&#x101;j&#x101;: ko n&#x101;ca no &#x101;ra istab&#x101;, tad t&#x101;s vienas nomauca, ko atkal no istabas gaja &#x101;r&#x101;, tad uzmauca. Ak tavas skaistas kurpes sarkan&#x101;m iek�&#x101;m! Un t&#x101;s otras kurpes, t&#x101;s, ko vi&#x146;� vienm&#x113;r patur&#x113;ja k&#x101;j&#x101;, � t&#x101;s bij tadas mazi�&#x146;as, mazi&#x146;as. Bet vis&#x113;rmot&#x101;kais bija tas: sitam kungam bij sv&#x101;rku pogas caurum&#x101; pie str&#x12B;painas lupati&#x146;as piek&#x101;rta t&#x101;da dzeltena nauda. Viena �vie�&#x146;a� pies&#x113;d&#x101;s kungam l&#x12B;dz&#x101;s un s&#x101;ka ar vi&#x146;u run&#x101;ties; tik&#x101;m run&#x101;j&#x101;s, run&#x101;j&#x101;s, kam&#x113;r s&#x101;ka raud&#x101;t, tad sa&#x146;&#x113;ma kungam aiz naudas un naudai iedeva mutes*. Es dom&#x101;ju, ka cilv&#x113;kiem vien mu�tes j&#x101;dod, bet dr&#x12B;z es m&#x101;c&#x12B;jos atz&#x12B;t un pat piedz&#x12B;vot, ka ir t&#x101;d&#x101;m lie t&#x101;m mutes j&#x101;dod, kas nav cilv&#x113;ki: l&#x16B;k, naudai, tad vel maizes gaba�lam, kad tas no galda net&#x12B;�us zem&#x113; nokr&#x12B;t, un tre�&#x101; lieta - �aga�riem. Jo es pats v&#x113;l&#x101;k k&#x101;dreiz tiku dab&#x16B;jis �ai tre�ai �necilv&#x113;c&#x12B;gai� lietai mutes dot. J&#x101;, bet es nemaz netieku pie vect&#x113;va. Otrs skais tais kungs s&#x113;d&#x113;ja uz m&#x16B;r&#x12B;�a � s&#x113;�oties pac&#x113;la sv&#x101;rkus uz aug�u, es nodom&#x101;ju: e, k&#x101;ds bezkaun&#x12B;gs cilv&#x113;ks! � un run&#x101;j&#x101;s ar manu vec�t&#x113;vu. Sis kungs ar' bij bez cepures, bet vect&#x113;vam bij liela, gara, melna cepure galv&#x101; ar t&#x101;d&#x101;m plat&#x101;m mal&#x101;m. Viesis run&#x101;ja lielu, garu runu,</p><image l:href="#2"/><p>vis&#x101;di izloc&#x12B;j&#x101;s � ir uz priek�u, ir atpaka&#x13C; � un par&#x101;d&#x12B;ja ar pirkstu vect&#x113;vam mut&#x113; un atkal pats sev mut&#x113;; reiz&#x101;m d&#x16B;ra ar pirkstu m&#x16B;r&#x12B;t&#x12B;, reiz&#x101;m atkal gr&#x16B;da griestos, bet griesti bij augsti; tad atkal uz vien�reiz &#x101;tri pietr&#x16B;k&#x101;s k&#x101;j&#x101;s un r&#x101;d&#x12B;ja ar roku � tik un tik esot augsts no zemes � es jau nezinu, kas tas t&#x101;ds tik augsts esot, bet kungam t&#x101; r&#x101;d&#x12B;�ana t&#x101; izn&#x101;ca; un tad atkal vi&#x146;� mud&#x12B;gi ats&#x113;d&#x101;s uz m&#x16B;r&#x12B;�a, bet nu aizmirsa sv&#x101;rkus atkl&#x101;t, p&#x101;rsvieda vienu k&#x101;ju p&#x101;r otru un atkal run&#x101;j&#x101;s ar vect&#x113;vu t&#x101;&#x13C;&#x101;k. Bet vect&#x113;vs kungam nek&#x101; daudz pretim nerun&#x101;ja, tikai sm&#x12B;n&#x113;ja vien un reiz&#x101;m pakustin&#x101;ja galvu, un lielajai cepurei mala patr&#x12B;c&#x113;ja. Te tad nu es atminos savu vect&#x113;vu otrreiz redz&#x113;jis � lielu, vecu v&#x12B;ru ar drusci&#x146; smaido�u &#x123;&#x12B;mi un ar �rum- bain&#x12B;cu�* galv&#x101;. Sit&#x101; ir vien&#x12B;g&#x101; reiza, kur sava vect&#x113;va &#x123;&#x12B;mja vaibstus kaut cik varu t&#x101; k&#x101; apjaust sav&#x101; gar&#x101;, bet tom&#x113;r ne tik noteikti un ne tik skaidri, ka es vect&#x113;va &#x123;&#x12B;mi, ja b&#x16B;tu dai&#x13C;nieks*, va�r&#x113;tu gleznot.</p><p>V&#x113;l k&#x101;ds p&#x101;ris gad&#x12B;jumu ar vect&#x113;vu. Vect&#x113;vs gu&#x13C; gult&#x101; un saka man: �D&#x113;li&#x146;, pado'* man to k&#x16B;ju, kas tur, ek, kakt&#x101;.� Es vi&#x146;am pa�devu. T&#x101; bij t&#x101;da balta, apliektu galu. S&#x12B; vect&#x113;va k&#x16B;ja v&#x113;l gan ilgi</p><p>st&#x101;v&#x113;ja uz kambar&#x12B;�a aug�as, jau kad es biju liels puisis un kad vec�t&#x113;va sen vairs nebija. Vect&#x113;vs pa&#x146;em k&#x16B;ju, pieslien pie gultas un tad pats t&#x101; st&#x12B;vi piece&#x13C;as s&#x113;dus gult&#x101;. Nu vi&#x146;� br&#x12B;ti&#x146;u pas&#x113;d un tad ce&#x13C; k&#x101;jas p&#x101;r gultas malu p&#x101;ri. Man bij br&#x12B;nums, par ko vect&#x113;vs t&#x101; dara; vai vi&#x146;� gan nevar&#x113;ja uzreiz piecelties, ko tur tik ilgi p&#x16B;l&#x113;ties? J&#x101;, bet tas laikam t&#x101;d&#x113;&#x13C;, ka vect&#x113;vs tik briesm&#x12B;gi gar�. B&#x16B;tu vec�t&#x113;vs tik &#x12B;ss k&#x101; Kristi&#x146;a, mana maz&#x101; m&#x101;sa, tad vi&#x146;� uz reizas pieceltos. Es laikam vect&#x113;vam �o savu �padomu� ar' izsac&#x12B;ju � nevaru vairs skaidri atmin&#x113;ties. Vect&#x113;vs nu satur&#x113;j&#x101;s ab&#x101;m rok&#x101;m pie k&#x16B;jas un tad piec&#x113;l&#x101;s uz k&#x101;j&#x101;m. Nu vi&#x146;� pamekl&#x113;ja, kur sv&#x101;rki, uzmeta tos uz pleciem un tad sac&#x12B;ja man: �Iesim nu, d&#x113;ls, d&#x101;rz&#x101;, es tev nor&#x101;d&#x12B;�u, kuras lai paliks tavas &#x101;beles.� Un tad m&#x113;s abi g&#x101;j&#x101;m uz d&#x101;rzu. Vec�t&#x113;vs man r&#x101;d&#x12B;ja, kuras esot vi&#x146;a &#x101;beles, kuras vecm&#x101;tes un kuras mana t&#x113;va. Savas �is nu atdo�ot man � par piemi&#x146;&#x101;m. Un, t&#x101; ru�n&#x101;jot, ar roku r&#x101;dot, nez k&#x101; mis&#x113;j&#x101;s, k&#x101; ne � vect&#x113;vs pakrita vis&#x101; sav&#x101; garum&#x101; pie zemes. Es s&#x101;ku piln&#x101; kakl&#x101; smieties; es v&#x113;l t&#x101;du �joku� nebiju redz&#x113;jis un nevar&#x113;ju ne izbr&#x12B;n&#x12B;ties, k&#x101; gan liels cilv&#x113;ks</p><image l:href="#3"/><p>var pakrist t&#x12B;ri t&#x101;pat ka Kristi&#x146;a: iet, iet i � p&#x13C;aks! � zem&#x113;. Vec�t&#x113;vs piec&#x113;lies ar' drusci&#x146; pasm&#x113;j&#x101;s un sac&#x12B;ja: �Nesmejies vis, d&#x113;ls, t&#x101; jau veci kr&#x12B;t, veciem jau nav sp&#x113;ka.� Bet nu es dom&#x101;ju: pag, j&#x101;l&#x16B;ko man ar' krist, redz&#x113;s, k&#x101; tad b&#x16B;s. Es atr&#x101;vos vect&#x113;vam drusci&#x146; iepaka�&#x13C;us un � �aks! � iekritu z&#x101;l&#x113;. �Vect&#x113;v, vei �e, es ar' zem&#x113;!� Vec�t&#x113;vs apskat&#x101;s, pagroza galvu un pasm&#x12B;n. Atpaka&#x13C; n&#x101;kot, vect&#x113;vs st&#x101;st&#x12B;ja citiem &#x13C;aud&#x12B;m, m&#x113;s abi esot kritu�i. Visi sm&#x113;j&#x101;s, bet es biju varen lepns sav&#x101; gar&#x101;: l&#x16B;k, es ar' t&#x101;pat m&#x101;ku krist k&#x101; vect&#x113;vs. Vec�t&#x113;va nov&#x113;l&#x113;t&#x101; &#x101;bele v&#x113;l tagad aug man&#x101; d&#x101;rz&#x101; un ik p&#x101;rgadus nes aug&#x13C;us. Toreiz es, mu&#x13C;&#x137;&#x12B;ts, nemaz nesapratu, k&#x101;d&#x113;&#x13C; vectevs g&#x101;ja uz d&#x101;rzu &#x101;be&#x13C;u izv&#x113;l&#x113;t, t&#x101;ds nevar&#x12B;gs b&#x16B;dams. Vi&#x146;� sajuta savu p&#x113;d&#x113;jo stundi&#x146;u tuvojamies un t&#x101;d&#x113;&#x13C; v&#x113;l&#x113;j&#x101;s savu piemi&#x146;u ied&#x113;st&#x12B;t d&#x113;lad&#x113;la sirsni&#x146;&#x101;. Un to mans vect&#x113;vs ar' ir pan&#x101;cis. Ai, k&#x101; v&#x113;los, kaut jel v&#x113;l kaut ko vair&#x101;k zin&#x101;tu un atmin&#x113;tos no sava vect&#x113;va! Atst&#x101;st&#x12B;�u v&#x113;l to vienu gad&#x12B;jumu, kur savu vect&#x113;vu v&#x113;l tagad varu gar&#x101; redz&#x113;t. Istabas vid&#x16B; nolikts liels &#x16B;dens trauks. . . garai&#x146;i ce&#x13C;as no trauka uz aug�u. Viesi un vecas vie�&#x146;as ir san&#x101;ku�i m&#x16B;s' m&#x101;j&#x101;. Vect&#x113;vs gu&#x13C; gult&#x101;. Viesi un vie�&#x146;as &#x146;em vect&#x113;vu, no&#x123;&#x113;rbj pliku, ieliek &#x16B;dens trauk&#x101; un tad mazg&#x101;. Visi t&#x101;di klusi un mier&#x12B;gi; citi, kas nemazg&#x101;, � tie st&#x101;v pie ba&#x13C;&#x13C;as un raud. Es nevaru saprast, ko vi&#x146;i te raud. I mana mam- mi&#x146;a raud. Ir gan &#x113;rmota lieta! Es tupu ce&#x13C;os uz kr&#x113;sla, kr&#x16B;tis uz kr&#x113;sla atzveltnes uzspiedis, un skatos br&#x12B;n&#x12B;damies, kas te nu notiks. Viesi &#x146;em vect&#x113;vu, izce&#x13C; no ba&#x13C;&#x13C;as &#x101;r&#x101; un uzliek uz galda. J&#x101;, tagad es zinu un saprotu: vect&#x113;vs ir nomiris, nomiris kas nomiris, tur nav ko gudrot.</p><p>Un tad atkal bij m&#x16B;s' m&#x101;j&#x101; pulka viesu un vie�&#x146;u, kamanu un zirgu, puis&#x113;nu un mazu meiten&#x12B;�u. Atv&#x113;ra kl&#x113;ts durvis, un tur ieg&#x101;ja t&#x101;das lielas, skaistas vie�&#x146;as � t&#x101;s esot tantas. Vect&#x113;vs gul&#x113;ja aug��p&#x113;du t&#x101;d&#x101; liel&#x101;, gar&#x101; l&#x101;d&#x113;* skaists, skaists sa&#x123;&#x113;rbts. Uz kr&#x16B;t&#x12B;m vi�&#x146;am bij gr&#x101;mata, bet uz ac&#x12B;m bij uzliktas naudas; un viena tanta pie�g&#x101;ja pie vect&#x113;va kl&#x101;t, no&#x146;&#x113;ma no vienas acs naudu un sac&#x12B;ja: labi esot gan. Bet t&#x101; otra tanta piel&#x12B;ka pie manis un sac&#x12B;ja: �Kas t'* �itas t&#x101;ds par �&#x12B;d&#x113;nu ar tiem raibajiem sv&#x101;rkiem?� Man tika dusmas, es atsa- c&#x12B;ju: �J&#x16B;s pa�as esat �&#x12B;dietes!� � �O, o, kur nu tik lepns!� skaist&#x101; tanta man p&#x101;rmeta un pasm&#x113;j&#x101;s.</p><p>S&#x12B; mana p&#x113;d&#x113;j&#x101; atmi&#x146;a no vect&#x113;va; vair&#x101;k nek&#x101; nezinu past&#x101;st&#x12B;t. No vecm&#x101;tes man ir palicis daudz vair&#x101;k pr&#x101;t&#x101; nek&#x101; no vect&#x113;va. Vi&#x146;a par vect&#x113;vu bijusi daudz jaun&#x101;ka un vect&#x113;vu p&#x101;rdz&#x12B;voja par daudz gadiem. Kad vecm&#x101;te ar manu t&#x113;vu k&#x101;dreiz sab&#x101;r&#x101;s, tad es sav&#x101; pr&#x101;t&#x101; nodom&#x101;ju: �Nu j&#x101;, t&#x101; jau iet ar t&#x101;m pam&#x101;t&#x113;m.� Man bij st&#x101;st&#x12B;ts, ka mana t&#x113;va &#x12B;st&#x101; m&#x101;te nomirusi, manam t&#x113;vam mazam eso�am; �it&#x101; esot vi&#x146;am tik t&#x101;da pam&#x101;te. Bet man vi&#x146;a bij laba. Kad vecm&#x101;te s&#x113;d&#x113;ja pie rati&#x146;a un v&#x113;rpa linus, tad es daudzreiz st&#x101;v&#x113;ju vi�&#x146;ai l&#x12B;dz&#x101;s un glaud&#x12B;ju ar plauksti&#x146;&#x101;m vi&#x146;ai vaigus, un p&#x113;t&#x12B;ju vi&#x146;as</p><image l:href="#4"/><p>&#x123;&#x12B;mi no vienas vietas. Vaigi vecm&#x101;tei bij grumbaini, bet &#x13C;oti m&#x12B;ksti un silti, t&#x101;d&#x113;&#x13C; ar' man patik&#x101;s tos glaud&#x12B;t, &#x12B;pa�i t&#x101;d&#x101;s reiz&#x101;s, kad no lauka ieskr&#x113;ju ar nosalu�&#x101;m rok&#x101;m. Bet vecm&#x101;te tad k&#x13C;uva sir�d&#x12B;ga, vi&#x146;a papurin&#x101;ja galvu un uzb&#x101;r&#x101;s: �I, ka tu te ar salt&#x101;m ro�k&#x101;m . . . vai iesi nost!� Bet, jo �&#x12B; vair&#x12B;j&#x101;s, jo es v&#x113;l t&#x12B;�&#x101;m no vienas puses, no otras, kam&#x113;r vecm&#x101;tei bij j&#x101;ce&#x13C;as no kr&#x113;sla aug�&#x101; un j&#x101;�mekl&#x113;, kur tas skals, ar ko man iezelt&#x12B;t pa . . . Zin&#x101;ms, zelt&#x12B;ts jau nu netika nekad, vecm&#x101;te tik t&#x101;du to modi tais&#x12B;ja, lai tak es ar' jel maz b&#x12B;stos. Nu, un es ar' biju godpr&#x101;t&#x12B;gs virs, redzeju, cilv&#x113;ks negrib vaigu glaud&#x101;mu, � neglaud&#x12B;ju ar', bet nost&#x101;jos par br&#x12B;ti&#x146;u, kad v&#x113;tra bij p&#x101;rg&#x101;jusi, vecm&#x101;tei k&#x101; zobens pie s&#x101;niem un l&#x16B;koju izskait&#x12B;t grumbas, kas vi&#x146;ai bij uz vaigiem un uz pieres. Viss &#x123;&#x12B;mis ar vien&#x101;m grumb&#x101;m, tik viena �lieta� l&#x12B;dzena � deguns. Uz deguna nebij nevie�nas grumbas, bet tur atkal bij t&#x101;das k&#x101; punkti&#x146;as, k&#x101; adatas d&#x16B;rieni � viss degungals k&#x101; bad&#x12B;t nobad&#x12B;ts. Kad es vecm&#x101;tei pras&#x12B;ju, par ko vi&#x146;ai viss deguna gals sabad&#x12B;ts, tad vi&#x146;a sac&#x12B;ja, lai es eimot* nost. Labi, es ar' aizeimu � man vienalga.</p><p>Ir zin&#x101;ma lieta, ka sieviet&#x113;m ar t&#x101;du amatu, k&#x101;ds manai vecm&#x101;tei bij, ir daudzk&#x101;rt izgadiba* satikties ar �reibino�o�, t&#x101; ka vi&#x146;as ar laiku iem&#x101;c&#x101;s stipri vien �o �iebr&#x16B;&#x137;&#x113;t�* un jau ar ilgo�anos tik gaida vien, kad atkal rad&#x12B;sies jauna izgadiba pie �reibino�&#x101;� tikt. Manai vecm&#x101;tei � paldies dievam! � �&#x101;du izgad&#x12B;jumu netr&#x16B;ka. Iebrauca vien k&#x101;ds sve�s ciemi&#x146;�, da�reiz pat nakt&#x12B;, � vecm&#x101;te sapos&#x101;s jau�naj&#x101;s dr&#x113;b&#x113;s, aizs&#x113;ja &#x137;e�u* priek�&#x101;, ieb&#x101;za &#x137;e�&#x101; �&#x146;aucam&#x101;s tabakas pudel&#x12B;ti, p&#x12B;p&#x12B;ti, tabakas maku un v&#x113;l citas neb&#x16B;t vajadz&#x12B;gas lietas � i pa v&#x101;rtiem prom. Es noskat&#x12B;jos pa logu t&#x101;ds noskumis. Es jau zi�n&#x101;ju: nu vecm&#x101;te atkal ilgu laiku neb&#x16B;s m&#x101;j&#x101;. Bet viens apmierin&#x101;�jums man bij: vecm&#x101;te man arvien ko apsol&#x12B;j&#x101;s no ciema atnest, t&#x101;du labu, un, proti, t&#x101;du lietu, kas man tai�&#x146;i* tai reiz&#x101; bija visvajadz&#x12B;�g&#x101;k&#x101;, � vai nu nazi, vai t&#x101;du mazu sv&#x101;rpsti&#x146;u, ar ko izurbt sprungu- l&#x12B;�am caurumu vai k&#x101;du skaistu, sarkanu putnu no&#x137;ert, vai mazu plint&#x12B;ti, ar ko tur to �agatu no�aut no &#x101;beles virsaunes*, un t&#x101; v&#x113;l da�u citu lietu, kas tai reiz&#x101; man izlik&#x101;s par nepiecie�am&#x101;ko. Es do�m&#x101;ju: �ciem&#x101;� jau viss dab&#x16B;jams, ko tik vien cilv&#x113;ks v&#x113;las. Nu, un, kad vecm&#x101;tei, no ciema p&#x101;rn&#x101;ku�ai, no pieteiktaj&#x101;m liet&#x101;m neviens nebij, vai tur citiem par to kas j&#x101;zina? Gan m&#x113;s pa�i atkal izl&#x12B;g&#x101;m, k&#x101; redz&#x113;j&#x101;m. Vi&#x146;a man st&#x101;st&#x12B;ja, aiznesusi uz ciemu mazu puis&#x12B;ti vai meiti&#x146;u, k&#x101; kuru reiz � no upes vai ezera, un, l&#x16B;k, �e �ito kukuli mazi&#x146;ais licis priek� manis aiznest, vi&#x146;� jau mani ar' paz&#x12B;stot. Un tad vecm&#x101;te iedeva man gabalu baltmaizes vai k&#x101;da cita laba uzko��am&#x101; � i sv&#x101;rpsti un na�i, un plintes . . . aizmirs&#x101;s. Bet tik t&#x101;s reizas man bij bezgala nepat&#x12B;kamas, kad vecm&#x101;te no ciema p&#x101;rn&#x101;ca ar �vinguli . . . e, lai dievs nedod! Tad tik dom&#x101;ju: tikpat jau vi&#x146;ai b&#x16B;s j&#x101;iet prom uz elli . . .</p><p>Otra t&#x101;da veca dv&#x113;sele, ko es ar' nosod&#x12B;ju uz elli t&#x12B;ri, j&#x101;saka, bez �&#x113;last&#x12B;bas, bija vec&#x101; Ziben&#x12B;te. T&#x101; ar' bij t&#x101;ds meitietis: ko tik spruka pie brandv&#x12B;na, tad dz&#x113;ra k&#x101; viens lopi&#x146;�.</p><image l:href="#5"/><p>Vienreiz vecm&#x101;te p&#x101;rn&#x101;k m&#x101;j&#x101; labi iebaud&#x12B;jusi. Ir t&#x101;da k&#x101; saskaitu�sies, ne ar vienu m&#x101;jas cilv&#x113;ku nek&#x101; nerun&#x101;. Es ar', j&#x101;saka, �it&#x101;d&#x101; reiz&#x101; gandr&#x12B;z i nedr&#x12B;kstu t&#x101; st&#x101;vu vecm&#x101;tei uzl&#x12B;st un kaut k&#x101;da ku�ku&#x13C;a pras&#x12B;t. Es lab&#x101;k mier&#x12B;gs nost&#x101;jos tum�aj&#x101; kakt&#x101;, raudz&#x12B;�os, vai tur no t&#x101;s &#x137;e�as ar' ko labu vilks &#x101;r&#x101;, kad s&#x101;ks no&#x123;&#x113;rbties. Vecm&#x101;te s&#x101;k no&#x123;&#x113;rbties: no&#x146;em galvas lakati&#x146;u, izplei�&#x137;ina* � saloka, no�raisa pieres auti&#x146;u*, izplei�&#x137;ina � saloka. Nu novelk kamzo&#x13C;us . . . nu novelk virslindrakus. . . J&#x101;, tur ir t&#x101; &#x137;e�a redzama. Redz&#x113;s, ko tur vilks &#x101;r&#x101;. Izvelk p&#x12B;p&#x12B;ti, izvelk pudel&#x12B;ti, spi�kas* . . . t&#x101;s visas ve�c&#x101;s un paz&#x12B;stam&#x101;s lietas. Bet p&#x113;d&#x12B;gi izvelk kaut ko sav&#x101;du: ir t&#x101;da dzeltena lieta, t&#x12B;ri t&#x101;da k&#x101; ��aja z&#x101;&#x13C;u�* paci&#x146;a, ko mans t&#x113;vs m&#x101;mi&#x146;ai no R&#x12B;gas atveda. Es uz reizas vecm&#x101;tei kl&#x101;t un prasu: �Vecm&#x101;t, kas tev tur ir tai ta�i&#x146;&#x101;?� � �Tas jau, d&#x113;li&#x146;, kartuzis*,� vecm&#x101;te man m&#x12B;l&#x12B;gi izst&#x101;sta, tik m&#x12B;l&#x12B;g&#x101; bals&#x12B;, ka es to no vi&#x146;as �oreiz nemaz nevar&#x113;ju do�m&#x101;t. � �Ko tad ar to kartuzi dara, vecm&#x101;t?� es vi&#x146;ai prasu. � �Vai t' tu nezini? P&#x12B;p&#x113; b&#x101;� un uzvelk gardu d&#x16B;mu.� � �Ak t&#x101;? Nu, tad jau t&#x101; ir tabaka.� � �N&#x113;, t&#x101; nav tabaka, tas ir kartuzis!� vecm&#x101;te tiepjas pretim. � �Nu, tad izkrati to kartuzi maci&#x146;&#x101; un atdod man to ta- �i&#x146;u .� Vecm&#x101;te attaisa �ta�i&#x146;ai� galu va&#x13C;&#x101; un pieliek man pie deguna, lai paostot. Es paostu. Par mazu br&#x12B;ti&#x146;u es s&#x101;ku vien tik s&#x113;k&#x101;t, kam&#x113;r beidzot � �vaugs! � briesm&#x12B;gs �&#x137;audiens spr&#x16B;k va&#x13C;&#x101;. Vecm&#x101;te pa�saka: �Ui, lai tev dievi&#x146;� pal&#x12B;dz!� Nu, tas ir t&#x101;. Bet nu j&#x101;s&#x101;k kartuzis krat&#x12B;t mak&#x101;. Labi. Vecm&#x101;te ar' krata: vien&#x101; rok&#x101; tur kartu�a ta�i&#x146;u un ar otras rokas pirkstu sit t&#x101; viegli ta�i&#x146;ai pa s&#x101;niem, lai kartuzis birst atloc&#x12B;t&#x101; mak&#x101; iek�&#x101;, kas uz kl&#x113;pja. Citu cilv&#x113;ku neviena istab&#x101; nav, m&#x113;s divi vien � str&#x101;�d&#x101;jam sav&#x101; nodab&#x101; un ru�n&#x101;jam par �o un to. Atmi�nos, vecm&#x101;te man st&#x101;st&#x12B;ja, k&#x101; purva strads* dziedot. Tas bija liels, gar� p&#x101;tars, es nevar&#x113;ju ar reizas st&#x101;s�t&#x12B;jumu pr&#x101;t&#x101; patur&#x113;t, t&#x101;�d&#x113;&#x13C; vecm&#x101;te man st&#x101;st&#x12B;ja vair&#x101;k rei�u no vietas. Un, jo vair&#x101;k �o purva strada valodu p&#x101;rrun&#x101;j&#x101;m un at�k&#x101;rtoj&#x101;m, jo jautr&#x101;ki abi k&#x13C;uv&#x101;m. Smejos es, sme�jas i vecm&#x101;te. V&#x113;l&#x101;kos gados, kad es jau pats da�</p><p>b&#x16B;ju �purva strada� dziesmu pavasaros noklaus&#x12B;ties (tad jau vecm&#x101;te gul&#x113;ja sen zem zemes), tad man ik reizas kartu�a gad&#x12B;jums ien&#x101;ca pr&#x101;t&#x101; ar visu citu, kas ar to sakar&#x101;. Bet purva stradam dziesma t&#x12B;ri t&#x101;pat iet k&#x101; vecm&#x101;tei tur tas p&#x101;tars, ko vi&#x146;a man skait&#x12B;ja. Protams, v&#x101;rdus vienk&#x101;r�i, vienskan&#x12B;gi noskait&#x12B;t � tas nav nek&#x101;, bet tad tur vajag viet&#x101;m balsi pacelt augst&#x101;ki, viet&#x101;m nolaist, viet&#x101;m veikl&#x101;ki izrun&#x101;t, viet&#x101;m aptur&#x113;t un beidzot aiz&#x137;&#x113;rkties � tad b&#x16B;s rikt&#x12B;gi. Un vecm&#x101;te to m&#x101;c&#x113;ja � lai vi&#x146;ai vieglas smiltis! Es ar' �o vecm&#x101;tes �strada dziesmu� m&#x101;ku; vi&#x146;a jauka, dab&#x12B;ga un br&#x12B;ni�&#x137;&#x12B;gi joc&#x12B;ga un skan v&#x101;rdu pa v&#x101;rdam �it&#x101;:</p><p>�Vis' lielie, vis' lielie Par pasaul', par pasauP; Es, pats mazais, Tepat p&#x101;rtic's. Pan&#x113;m' cirv', Aizj&#x101;j' uz me�', Satik' liel' bried' � Sit' pier&#x113;, sit' pier&#x113; . . . Tr&#x12B;s gad', tr&#x12B;s gad' Smaganas ed' � A kur ga&#x13C;&#x13C;&#x13C;&#x13C;a?!�</p><p>J&#x101;, t&#x101;; tad m&#x113;s ar vecm&#x101;ti triec&#x101;m ka triec&#x101;m un sm&#x113;j&#x101;mies viens par otru. Beidzot kartuzis bij izkrat&#x12B;ts, ta�i&#x146;a man atdota. Vec�m&#x101;te apgul&#x101;s gult&#x101; un apsedz&#x101;s ar de&#x137;i. Es pies&#x113;dos pie galda un s&#x101;ku savu �ta�u� apskat&#x12B;t. Vien&#x101; pus&#x113; ir �v&#x101;rdi�, no tiem es nezinu it nek&#x101;, es v&#x113;l neesmu �skolots�, bet otr&#x101; pus&#x113; ir bilde: zv&#x113;rs, paka&#x13C;k&#x101;j&#x101;s pie�sl&#x113;jies. Galva un kn&#x101;bis k&#x101; putnam, paka&#x13C;k&#x101;jas gandr&#x12B;z k&#x101; su&#x146;am, aste gais&#x101;, ar pu�&#x137;i gal&#x101;, priek�k&#x101;jas k&#x101; putnam, un vien&#x101; priek�k&#x101;j&#x101; sa�&#x146;emts t&#x101;ds ka m&#x16B;su lielais d&#x16B;cis. Bail&#x12B;gs* zv&#x113;rs! �Vecmamm, kas �itas t&#x101;ds par zv&#x113;ru ir, �e ku' �itas uz t&#x101;s ta�i&#x146;as?� Vecm&#x101;te atmet segu, pa�ce&#x13C; galvu drusci&#x146; uz aug�u, padom&#x101; un tad saka: �Ak tas � tas jau ir tas elles zv&#x113;rs �� � un atkal apsedz galvu. Man visi kauli notirpa. �Bet vi&#x146;� ta�u mums neko nevar padar&#x12B;t?� es, par laimi, t&#x101; nedro�i iejau�t&#x101;ju. � �Tas! Ko vi&#x146;� mums var padar&#x12B;t!� vecm&#x101;te nicino�i atsaka un gu&#x13C; t&#x101;l&#x101;k. Te uzreiz vi&#x146;a nomet segu, izk&#x101;pj no gultas un saka man: �Vai tu, d&#x113;ls, pa v&#x101;ciskam ar' m&#x101;ki? Pag, dod �u' man to lapu, es pam&#x101;c&#x12B;�u.� Vi&#x146;a pien&#x101;k ar t&#x101;diem veikliem so&#x13C;iem pie manis, pa�r&#x101;da ar pirkstu tur pa t&#x101;m burtu rind&#x101;m, kas uz manas kartu�a ta�as, un saka: �Luk, �e, kas te rakst&#x12B;ts: jaunskungs &#x123;&#x113;ger fimber zo.� To izteikusi, vi&#x146;a atkal mud&#x12B;gi metas sav&#x101; gult&#x101; un apsedzas ar de&#x137;i. Bet man nu atkal bij ko dom&#x101;t lielas, garas domas un br&#x12B;n&#x12B;ties lielos, ne mazos br&#x12B;numus. L&#x16B;k, kas to bij dom&#x101;jis, ka vecm&#x101;te ar' pa �v&#x101;cisk&#x101;m� m&#x101;k!</p><image l:href="#6"/><p>Tik vecs cilv&#x113;ks! L&#x12B;dz �im es dom&#x101;ju, ka tik kungi un jauni �&#x12B;di m&#x101;k run&#x101;t �o smalko valodu � vecie �&#x12B;di vis ne, tie par pras�tiem priek� tik smalkas valodas. J&#x101;, kad skr&#x12B;veris, skr&#x12B;vermad&#x101;ma, mui�as tanta run&#x101; pa �v&#x101;ciskam�, tad es tur neb&#x16B;t nebr&#x12B;nos � tie ir visi kungu cilv&#x113;ki. I man viens radinieks � es nesauk�u pie v&#x101;rda � run&#x101;ja reiz ar Benjaminu pa �v&#x101;ciskam� (vi&#x146;� grib&#x113;ja manai lielai m&#x101;sai nopirkt k&#x101;du rakst&#x101;mu lietu): �Griffel far griffel, un bleistij far bleistij . . .� J&#x101;, vi&#x146;� ir skolots cilv&#x113;ks, asto&#x146;i gadi sag&#x101;ja draudzes skol&#x101;, k&#x101; nu tas tev nem&#x101;c&#x113;s? Bet vecm&#x101;te?! Sis vecais cilv&#x113;ks, kas tur zem t&#x101; de&#x137;a tagad svelpj un kr&#x101;c . . . Tad jau vecais Kackis, kas ar tiem stopiem* un lukturiem, un �pijkann&#x113;m�* apk&#x101;rt brauk&#x101;, �vargst vien, un, kas manai mammi&#x146;ai reiz iedeva mazu, mazu kli&#x146;&#x123;er&#x12B;ti un man otru, tad jau tas ar' var&#x113;tu s&#x101;kt k&#x101;dreiz pa �v&#x101;ciskam� run&#x101;t. Un mana vecm&#x101;te varb&#x16B;t ir ar Kacka �&#x12B;du vienu vecumu . . . nevar t&#x101; &#x12B;sti noteikt, t&#x101;d&#x113;&#x13C; ka vecm&#x101;tei nav b&#x101;rdas. Bet, ja b&#x16B;tu b&#x101;rda, t&#x101;da liela, balta k&#x101; linu kode&#x13C;a, varb&#x16B;t i vec&#x101;ka b&#x16B;tu nek&#x101; v&#x113;l Kackis. Un tom&#x113;r vi&#x146;a pa �v&#x101;ciskam� prot! Vai tas nav br&#x12B;nums par br&#x12B;nu�miem? . . . Bet ko tu dar&#x12B;si? Kas ir, tas ir. Reiz man � tas bij vasar&#x101;, ganos � bij izgad&#x12B;ba p&#x101;rliecin&#x101;ties, ka vecm&#x101;te m&#x101;k un m&#x101;k pa �v&#x101;�ciskam�. S&#x113;d abas ar otras s&#x113;tas ganu meitu pie �&#x137;&#x16B;&#x146;a, ab&#x101;m ad&#x12B;k&#x13C;i rok&#x101;. Ada un run&#x101;; es atkal klausos. Man nebij vis v&#x113;l ganos j&#x101;iet, es tik t&#x101;pat vien biju vecm&#x101;tei l&#x12B;dz izskr&#x113;jis. Vecm&#x101;te prasa vi&#x146;u Edi&#x146;ai, vai �o J&#x113;kaps �&#x12B;dam aizmaks&#x101;jis par sv&#x101;rkiem. �Kur �is naudu &#x146;&#x113;ma?� Edi&#x146;a atsaka. Tad vecm&#x101;te saka, jau �&#x12B; t&#x16B;li&#x146; to dom&#x101;jusi: izn&#x101;ku�i abi divi ar �&#x12B;du aiz k&#x16B;ts, un J&#x113;kaps �&#x12B;dam pras&#x12B;jis: �Gar �l&#x101;pen?� Z&#x12B;ds atteicis: �Gar �l&#x101;pen, gar �l&#x101;pen.� T&#x101; es vecm&#x101;tei prasu: kas tas ir � gar �l&#x101;pen? Vi&#x146;a atsaka, tas esot: vai te gul&#x113;si? Nu es zinu skaidri, ka vecm&#x101;te tie�&#x101;m m&#x101;k v&#x101;cu valodu.</p><p>Nav jau nemaz izsak&#x101;ms viss, ko no vecm&#x101;tes atminos. Kas tur nav �&#x101;du t&#x101;du ��tuki&#x146;u�*! Ej nu visus �os izst&#x101;sti! Man tik br&#x12B;nums, kur es vi&#x146;u tik daudz esmu atmi&#x146;&#x101; patur&#x113;jis. Ies&#x101;c vienu st&#x101;st&#x12B;t, ien&#x101;k otrs, tre�s pr&#x101;t&#x101;. Vienreiz, atminos, vecm&#x101;te ielaida l&#x101;�am ar sniega piku. Dru�kam* uz reizas dancis sajuka, un vi&#x146;� pabol&#x12B;j&#x101;s t&#x101;d&#x101;m nik�n&#x101;m ac&#x12B;m uz vecm&#x101;ti, i krievs nost&#x101;j&#x101;s bungot un sac&#x12B;ja uz vecm&#x101;ti: matu�ka, matu�ka! Bet vecm&#x101;tei nemaz nebij bail, vi&#x146;a tik sakliedza uz krievu: proj&#x101;m no m&#x101;jas! V&#x113;l&#x101;k gan es izgudroju, k&#x101;d&#x113;&#x13C; vecm&#x101;te bij tik barga uz krievu un uz l&#x101;ci: krievs, l&#x16B;k, bij uzv&#x113;l&#x113;jis l&#x101;�am � mans t&#x113;vs to man k&#x101;dreiz v&#x113;l&#x101;k st&#x101;st&#x12B;ja � , lai izr&#x101;dot, k&#x101; piedz&#x113;ris n&#x101;kot no kroga m&#x101;j&#x101;, un tas vecm&#x101;tei, protams, bij par nepatik�anu. Lai ar citiem m&#x101;jas &#x13C;aud&#x12B;m vecm&#x101;te n&#x12B;d&#x101;s vai b&#x101;r&#x101;s, bet mani vi&#x146;a m&#x12B;&#x13C;oja vienm&#x113;r. Vecm&#x101;tei bij t&#x101;da veca, veca dziesmu gr&#x101;mata ar bild&#x113;m, ta&#x12B; vi&#x146;a arvien las&#x12B;ja; v&#x113;rpa, v&#x113;rpa, tad ies&#x101;ka paklus&#x101;m t&#x101; k&#x101; dzied&#x101;t. . . te uz vienreiz rati&#x146;� nost&#x101;j&#x101;s, i vecm&#x101;tei gr&#x101;mata rok&#x101;. Bet to es iev&#x113;roju: ikreiz, kad vecm&#x101;te beidza las&#x12B;t, tad vi&#x146;a apgul&#x101;s un nosnauda k&#x101;du br&#x12B;di. Man atkal pa to laiku bij laime � es var&#x113;ju bild&#x113;s skat&#x12B;ties, cik tik grib&#x113;j&#x101;s. Las&#x12B;t? Ko es toreiz no las&#x12B;��anas zin&#x101;ju? Es jau toreiz vel nepazinu nevienu burtu. T&#x101;d&#x113;&#x13C; ar' man bij t&#x101;ds neizprotams gabals, ka gan cilv&#x113;ks var t&#x101;das garas runas run&#x101;t, gi amata skat&#x12B;damies. Laikam dievs pats pal&#x12B;dz. Es vai- rak nemaceju lasil ka (ik vienu pa�u rindu. To man vecm&#x101;te reiz</p><image l:href="#7"/><p>pam&#x101;c&#x12B;ja. Es vi&#x146;ai pras&#x12B;ju, lai mani ar' pam&#x101;ca gr&#x101;mat&#x101;. Vi&#x146;a ar' t&#x16B;l&#x12B;t nost&#x101;j&#x101;s las&#x12B;t, pa�&#x137;&#x12B;ra gr&#x101;matu cit&#x101; viet&#x101; un tad, ar pirkstu par t&#x101;du melnu rindu vilkdama, sac&#x12B;ja: �Raug �u' � �t&#x101; sv&#x113;ta b&#x113;rnu m&#x101;c&#x12B;ba�. Velc nu tu ar' ar pirksti&#x146;u p&#x101;ri un saki: �t&#x101; sv&#x113;ta b&#x113;rnu m&#x101;c&#x12B;ba�.� � ��T&#x101; sv&#x113;ta b&#x113;rnu m&#x101;c&#x12B;ba�,� es ar' sac&#x12B;ju un p&#x101;rvilku ar pirkstu par lielo, melno rindu. Nu vecm&#x101;te s&#x101;ka run&#x101;t ari pa t&#x101;m s&#x12B;kaj&#x101;m rind&#x101;m � un lai es ar' t&#x101;pat run&#x101;jot, bet man t&#x101;das s&#x12B;kas rindas nepatika, es grib&#x113;ju, lai pa t&#x101;m lielaj&#x101;m vien tik pam&#x101;ca. Vi&#x146;a atkal t&#x101; negrib&#x113;ja � lai lab&#x101;k lasot no vietas. Nu, nieks man par tevi! Es tad lab&#x101;k nelasu nemaz, lasi vien pati savu gr&#x101;matu . . . Un t&#x101; es paliku v&#x113;l ilgu laiku par gr&#x101;matas nem&#x101;c&#x113;t&#x101;ju, tik to vienu rindu es m&#x101;c&#x113;ju un var&#x113;ju uz�&#x137;irt kaut kur&#x101; reiz&#x101;. T&#x101; ar&#x12B; ta&#x12B;s reiz&#x101;s, kad vecm&#x101;te atstiep&#x101;s gult&#x101; un aizmiga, es vispirms uz�&#x137;&#x12B;ru savu las&#x101;mo rindu, p&#x101;rvilku rei�u desmit ar pirkstu p&#x101;ri un t&#x101;pat daudzk&#x101;rt izlas&#x12B;ju: �t&#x101; sv&#x113;ta b&#x113;rnu m&#x101;c&#x12B;ba�, �t&#x101; sv&#x113;ta b&#x113;rnu m&#x101;c&#x12B;ba�, �t&#x101; sv&#x113;ta b&#x113;rnu m&#x101;c&#x12B;ba� � un tad tik s&#x101;ku p&#x101;rskat&#x12B;t bildes. M&#x113;&#x123;in&#x101;�anas d&#x113;&#x13C; vilku reiz&#x101;m savai rindai no beigu gala uz ies&#x101;kumu ar pirkstu p&#x101;ri, sak, redz&#x113;s, vai tad ar' var&#x113;s t&#x101;pat izteikt: �t&#x101; sv&#x113;ta b&#x113;rnu m&#x101;c&#x12B;ba�. Tas vienalga � var&#x113;ja gan. Bet nu man j&#x101;iz&#x146;em visa �bil�u ga�lerija�, kam&#x113;r vecm&#x101;te gu&#x13C;! Kol&#x12B;dz celsies, t&#x16B;l&#x12B;t gr&#x101;matu at&#x146;ems. Man bildes labi �&#x137;ir&#x101;s: nemaz nebij tik varen p&#x113;c vi&#x146;&#x101;m j&#x101;mekl&#x113;, tik palaid vien lapas skriet � bilde rok&#x101;. Vecm&#x101;te man bij ier&#x101;d&#x12B;jusi, kur� tas J&#x113;zus � t&#x101;ds ar gai�u ri&#x146;&#x137;i ap galvu. Un vien&#x101; bild&#x113; bij re�dzams sv&#x113;tais gars, un tai vien&#x101; � tur bij velns redzams, t&#x101;ds liels t&#x113;vi&#x146;�, tik krekl&#x101; vien, ap viduci apjozies ar stri&#x137;i. Bet tai pa�&#x101; bilde ar' bij J&#x113;zus, mazi&#x146;�, st&#x101;v&#x113;ja uz t&#x101;da k&#x101; m&#x101;jas jumta. Bet vecm&#x101;tes gr&#x101;mat&#x101; bij v&#x113;l daudz vair&#x101;k bil�u � kas tur nu vi&#x146;as var atmin&#x113;ties! Pie �it&#x101;s pa�as reizas varu piemin&#x113;t, ka ar bild&#x113;m man izg&#x101;ja bries�m&#x12B;gi slikti. Lai dievs gan nedod nevienam cilv&#x113;kam to izredz&#x113;t*, ko es bil�u d&#x113;&#x13C; esmu izcietis! Divi t&#x101;di notikumi ar bild&#x113;m � tie man pa�liks pr&#x101;t&#x101; l&#x12B;dz kapa malai. Pirmais bij �it&#x101;ds. T&#x113;vs brauca no R&#x12B;gas m&#x101;j&#x101;. Visi m&#x101;jas &#x13C;audis k&#x101; sp&#x101;rnos! No gultas lauk&#x101;; cits mekl&#x113; spi�- kas un skalu, cits jau pal&#x12B;dz t&#x113;vam ka�oku novilkt. M&#x113;s, b&#x113;rni, bu�o jam t&#x113;vam rokas un pras&#x101;m kli&#x146;&#x123;eri. . . Viss b&#x16B;�ot, viss b&#x16B;�ot, lai tik sanesot mantas istab&#x101;. Kalps, zirgu noj&#x16B;dzis, s&#x101;k pircienus* sanest iek�&#x101;. Tur ziepes, tur cukurs, tur si&#x13C;&#x137;es, tur vilnas susekl&#x12B;�i, tur mam mi&#x146;ai kurpes, tur meit&#x101;m lakati, tur kristt&#x113;vi&#x146;am* tabaka; tur iz�kapts, tur vecm&#x101;tei �under drapas�*, tur l&#x101;psta, tur z&#x101;&#x123;&#x12B;tis, tur v&#x12B;les, tas vilnas maiss, tai mais&#x101; tuk�ie sviesta spai&#x146;i; tur cepures: t&#x113;vam pa�am viena, kristt&#x113;vi&#x146;am viena, man viena. Bet tur tai vien&#x101; spaini � kli&#x146;&#x123;eri un gr&#x101;matas. Sadeva kli&#x146;&#x123;erus: lielajiem pa vienam, mums, b&#x113;rniem, pa diviem katram. Bet nu l&#x16B;kot, kas t&#x101;s par gr&#x101;mat&#x101;m. Kalend&#x101;rs. Kalend&#x101;ru es pazinu, lai ir raksta nepratu. Tas tas kalen d&#x101;rs, kam �laimes m&#x101;te� uz v&#x101;ka. V&#x113;l&#x101;kajos laikos es dab&#x16B;ju zin&#x101;t, ka tas ir Vidzemes kalend&#x101;rs. Tagad parasts �o gr&#x101;matu saukt par H&#x101;ckera* kalendaru, un viens rakstnieks bij k&#x101;dam gr&#x101;matu tirgot&#x101;�jam, kas braucis ar H&#x101;ckera kalend&#x101;ra vezumu no R&#x12B;gas uz m&#x101;ju, devis t&#x101;du padomu, lai sag&#x101;�ot �os kalend&#x101;rus Daugav&#x101;, �is aizmak s&#x101;�ot tik, cik vi&#x146;i pa iepirkumam maks&#x101;jot. Es dom&#x101;ju, t&#x101; tik t&#x101;da izliel&#x12B;ba. Luk, lai tiek, ko av&#x12B;z&#x113;s rakst&#x12B;t. Protams, es �o joku av&#x12B;z&#x113; la siju, tas bij t&#x101; priek� gadiem trim �etriem. Bet es gribu galvot, ka mi�n&#x113;tam av&#x12B;�u rakstniekam toreiz nebij tik daudz iemesla H&#x101;ckera kalend&#x101;ru g&#x101;zt Daugav&#x101; k&#x101; man, vi&#x146;u iz&#x146;&#x113;mu�am no kli&#x146;&#x123;eru spai&#x146;a un ieraudz&#x12B;ju�am briesm&#x12B;go bildi. Es gribu galvot, ka nekad H&#x101;ckera kalend&#x101;r&#x101; nav bijusi tik �au�alaina bilde iek�&#x101; k&#x101; tad, kad mans t&#x113;vs vi&#x146;u ar kli&#x146;&#x123;eru spaini no R&#x12B;gas atveda. Bildi ieraugot, man ka�lend&#x101;rs izkrita no rok&#x101;m, visa miesa � protams, sirdi ar' l&#x12B;dzr&#x113;&#x137;i not, � dreb&#x113;ja k&#x101; ar drudzi. Es ieskr&#x113;ju citu m&#x101;jas &#x13C;au�u pulk&#x101; un cik vien var&#x113;dams skat&#x12B;jos uz uguns skalu, kas spraustuv&#x113; dega, lai neb&#x16B;tu j&#x101;pagrie� acis uz kaktiem. Bet, kol&#x12B;dz mis&#x113;j&#x101;s un acis uz kaktiem pagriez&#x101;s, tad t&#x16B;l&#x12B;t �au�alain&#x101; bilde man &#x146;irg&#x101;j&#x101;s pretim. Vai tavu</p><image l:href="#8"/><p>bai&#x13C;u, k&#x101;das es toreiz izcietu! Ne nakti gul&#x113;t, ne vakaros uz kaktiem skat&#x12B;ties; tik vien&#x12B;gi pa to dienas baltumu bij miers. Nu tu, m&#x12B;&#x13C;ais draugs, kas �os manus uzz&#x12B;m&#x113;jumus las&#x12B;si, vari spriest, vai man nebij vair&#x101;k iemesla H&#x101;ckera kalend&#x101;ru Daugav&#x101; g&#x101;zt nek&#x101; tur tam rakst�niekam, par ko aug�&#x101; min&#x113;ju. Es varu teikt: viss �is gads bij man &#x13C;oti gr&#x16B;ts gads � un tikai rieb&#x12B;g&#x101;s bildes d&#x113;&#x13C;. Kol&#x12B;dz k&#x101;ds kalen�d&#x101;ru &#x146;&#x113;ma rok&#x101;, jau man t&#x16B;l&#x12B;t visa sirds tr&#x12B;s&#x113;ja, vai tik nejau�&#x101;m neuz�&#x137;irsies bilde. Bet nu man j&#x101;saka, k&#x101;da �&#x12B; �ausmain&#x101; bilde bij: ir t&#x101;da, k&#x101; b&#x16B;t' istaba; kungi s&#x113;d pie galda, bet tas viens ir nupat, k&#x101; var prast, pietr&#x16B;cies k&#x101;j&#x101;s un k&#x101;dam otram kungam nazi iegr&#x16B;dis kr&#x16B;t&#x12B;s l&#x12B;dz pa�ai spalai. Tas viss bild&#x113; gai�i redzams. Aizdurtajam kungam mute izplesta, acis p&#x101;rgrieztas, rokas un pirksti k&#x101; krampja sarauti. Es neko nezinu �au�alain&#x101;ku nek&#x101; �is skats! V&#x113;l&#x101;k lielie cil�v&#x113;ki visi zin&#x101;ja, ka man no �&#x101;s bildes bail. Bet vi&#x146;iem �&#x12B; lieta izlik&#x101;s t&#x12B;ri nesaprotama. Da�reiz k&#x101;ds pasm&#x113;j&#x101;s un uz otru teica: �Dumj� puika, b&#x12B;stoties no t&#x101;da nieka!� Bet Kristi&#x146;a � ai, &#x13C;aunais b&#x113;rns! � iz�lietoja �o manu bailibu sev par labu. Vi&#x146;as pras&#x12B;jumi auga augum&#x101;, un man vi&#x146;us visus vajadz&#x113;ja izpild&#x12B;t. Bet, ja es liedzos, tad vi&#x146;ai bija dzineklis zin&#x101;ms, ar ko mani padar&#x12B;t paklaus&#x12B;gu: pa, pa, ku' tas kalend&#x113;js, es paj&#x101;d&#x12B;�u jazbainiekus! Neko dar&#x12B;t � piesal&#x16B;gdamies iz�pild&#x12B;ju Kristi&#x146;as gribu, lai i tas man da�reiz vai diezin cik gr&#x16B;ti n&#x101;c&#x101;s. Vai jums nes&#x101;k jau garlaic&#x12B;gi mesties, mani kungi un kundzes? Labi, tad es st&#x101;st&#x12B;�u par to otru bildi. Mans t&#x113;vs toreiz las&#x12B;ja �biedr&#x12B;bas gr&#x101;matas�, vi&#x146;� teica, rublis j&#x101;aizmaks&#x101;jot, tad varot visu gadu izlas&#x12B;ties vis&#x101;das gr&#x101;matas. Vai, kas tie bij par smieklu st&#x101;stiem! Da�reiz ziemas vakaros sm&#x113;j&#x101;s visi cilv&#x113;ki bez sava gali&#x146;a. Mans t&#x113;vs palasa, palasa � tas tik t&#x16B;l&#x12B;t atkal smejas un slauka asaras. Da�reiz vaira i las&#x12B;t nevar&#x113;ja aiz liela smiekla. Otras s&#x113;tas t&#x113;vs � tas r&#x101;�d&#x12B;ja manam t&#x113;vam uguni. Bet bij tas liels �tukaunieks*! Vi&#x146;� tik pie�liek vien pa v&#x101;rdam no savas puses, pa t&#x101;dam joc&#x12B;gam: i t&#x16B;l&#x12B;t visi smejas, galvas atg&#x101;zu�i. T&#x101;dos vakaros mums, b&#x113;rniem, bij liels prieks; m&#x113;s ar' tad sm&#x113;j&#x101;mies l&#x12B;dz. Par otras s&#x113;tas t&#x113;vu man mam- mi&#x146;a v&#x113;l&#x101;k st&#x101;st&#x12B;ja � vi&#x146;� esot mana t&#x113;va jaun&#x12B;bas draugs. Tiesa, jaun&#x12B;bas draugs, bet i v&#x113;l vair&#x101;k: visa m&#x16B;�a draugs bij vi&#x146;s&#x113;tas t&#x113;vs manam t&#x113;vam � nu jau labi gadi, kam&#x113;r vi&#x146;� dieva priek�&#x101;. Da�u labu reiz ir ien&#x101;cis pr&#x101;t&#x101;, sak, es ar' v&#x113;l&#x113;tos t&#x101;du draugu, k&#x101;ds ma�nam t&#x113;vam bij otras s&#x113;tas t&#x113;vs. Kad vi&#x146;i bij kop&#x101;, tad, lai vai diezin k&#x101;das b&#x113;das bij vienam vai otram, � tas nieks! Sast&#x101;st&#x12B;j&#x101;s viens otram no jaun&#x101;m dien&#x101;m �&#x101;dus t&#x101;dus notikumus, k&#x101; toreiz da�u- k&#x101;rt dab&#x16B;ju�i vis&#x101;da � i s&#x16B;ra, i salija* � izbaud&#x12B;ties un tad beidzot ar vesel&#x101;m &#x101;d&#x101;m spruku�i cauri. . . Un br&#x12B;nums bij! Ve�i t&#x101; sa- stiprin&#x101;j&#x101;s, ka vai pa�am nelabajam pretim st&#x101;ties, lai n&#x101;k, kaut kuru reiz n&#x101;kdams, tik, protams, abi vienm&#x113;r kop&#x101; k&#x101; mieti. Viens? Ko viens? Vienam ne t&#x101;s d&#x16B;�as, ne ap&#x137;&#x113;r&#x12B;bas. Bet nevar vis teikt, ka �ie draugi bij k&#x101;di b&#x113;du apspiesti &#x13C;auti&#x146;i. Kas to deva! Vi&#x146;u t&#x113;vs jau bij i naud&#x101; ieru�in&#x101;jies*. Manam t&#x113;vam gan naudas nebijis nek&#x101;das liek&#x101;s, bet zirgi bij vareni: viens bij sirms � vecm&#x101;te teica, tas b&#x16B;�ot man par br&#x16B;tg&#x101;na zirgu, � bet ta bij zv&#x113;rs! S&#x113;d&#x101;s iek�&#x101; � mati vien manam t&#x113;vam aizviln&#x12B;ja pa v&#x101;rtiem. P&#x101;rtiku�i t&#x113;ti&#x146;i bij abi divi: ko tur nu daudz no b&#x113;d&#x101;m run&#x101;t? K&#x101; jau sac&#x12B;ju, ziemas vakaros � tad vi&#x146;iem bij t&#x101; liel&#x101; triek�ana: kad las&#x12B;ja, tad las&#x12B;ja, kad st&#x101;st&#x12B;ja, tad atkal st&#x101;st&#x12B;ja t&#x101;pat st&#x101;st&#x12B;t. Atminos, mammi&#x146;a tika k&#x101;das reizas sa�c&#x12B;jusi, ko te mel�ot k&#x101; �ie pasaku ve�i, nu jau �ai ausis esot pieku�su�as. Es atkal sav&#x101; pr&#x101;t&#x101; nodom&#x101;ju, kas t&#x101;s mammi&#x146;ai par aus&#x12B;m, es varu klaus&#x12B;ties vai cik ilgi, man nemaz ausis nepiek&#x16B;st. Tom&#x113;r</p><image l:href="#9"/><p>man j&#x101;atz&#x12B;st, ka tas, ko t&#x113;vi st&#x101;st&#x12B;t st&#x101;st&#x12B;ja, man tik labi nepatika k&#x101; tas, ko no gr&#x101;mat&#x101;m las&#x12B;ja. Tas gan laikam t&#x101;d&#x113;&#x13C; ar' bija, ka st&#x101;st&#x101;�mie gabali arvien tie pa�i vecie atk&#x101;rtoj&#x101;s, bet, ko no gr&#x101;mat&#x101;m las&#x12B;ja, tas bij arvien kas jauns. Vienreiz atminos, las&#x12B;ja t&#x101;du mazu gr&#x101;ma�ti&#x146;u, t&#x101;du k&#x101; kalendari*. Mans t&#x113;vs lasa, vi&#x146;u t&#x113;vs atkal r&#x101;da ar skalu uguni. Bet tad tur gan bij ko smieties trakaj&#x101;! Kas tur bij joc&#x12B;gu �v&#x101;rdu�! Viens bij t&#x101;ds: �Idzer �&#x101;rku, biusi zornu poarroavis.�* Un viens bij t&#x101;ds: �P&#x113;ter, Juri, J&#x101;ni, nesiet �urp to karba�u*!� S&#x12B; gr&#x101;ma�ti&#x146;a bij par �lust&#x12B;go nerri uz tirgus pla�a�.</p><p>Bet nu es aizg&#x101;ju pa me�a ce&#x13C;u; l&#x16B;dzu, ne&#x146;emat par &#x13C;aunu. Ar briesm&#x12B;go bildi bij �it&#x101;: vien&#x101; sestdien&#x101; skolniece � mana �liel&#x101;� m&#x101;sa g&#x101;ja skol&#x101; � atnesa atkal jaunas �biedr&#x12B;bas gr&#x101;matas� un teica, esot ar bild&#x113;m. Tas man, dievi&#x146;! . . . Nevaru i ne sagaid&#x12B;t, kad rais&#x12B;s gr&#x101;matas no lakati&#x146;a &#x101;r&#x101;. Izraisa un s&#x101;k �&#x137;irt. No�&#x137;ir pirmo lapu � tur v&#x101;rdi vien, otro � i tur v&#x101;rdi, tre�o � mani tirpo- &#x146;as vien p&#x101;r&#x146;em, un es aizlieku plaukstis* ac&#x12B;m priek�&#x101;. M&#x101;sa br&#x12B;�n&#x101;s, vi&#x146;a grib manas rokas no &#x123;&#x12B;mja noraut un satr&#x16B;kusies prasa: �Kas tev tika?� M&#x101;sa beidzot t&#x101; k&#x101; at&#x123;ied* un saka: �A, vi&#x146;am lai�kam no bildes bail . . . e kiv dumj�!� Vi&#x146;a nu mani mierin&#x101;ja, �&#x12B; r&#x101;d&#x12B;�ot citas bildes, t&#x101;s vairs t&#x101;das neb&#x16B;�ot . . . Bet es vairs gr&#x101;matai ne virs&#x16B; neskat&#x12B;jos. Gr&#x101;mat&#x101; bij �kaulu cilv&#x113;ks�. Galva k&#x101; ola, ar diviem mel�niem caurumiem acu viet&#x101;, deguns nolauzts; roku stilbi, k&#x101;ju stilbi, ribas . . . viss l&#x12B;dz nagu gali&#x146;iem kauls kas kauls! Un tad v&#x113;l netais- nieks* t&#x101; uzst&#x101;d&#x12B;ts � t&#x101; k&#x101; uz danco�anu: viena k&#x101;ja jau drusku pa�sperta uz priek�u, k&#x101; tik s&#x101;kt l&#x113;kt, rokas ar' jau drusku izplestas, tik v&#x113;l s&#x101;nos j&#x101;iespie�; danco, lai kauli vien �vakst! Fui! Man vai sirds ri&#x146;&#x137;&#x12B; griez&#x101;s aiz liela riebuma un izbail&#x113;m. J&#x16B;s, vec&#x101;ki, kas j&#x16B;s esat ar b&#x113;r�niem, ner&#x101;diet saviem K&#x101;rl&#x12B;�iem, Pr&#x12B;di&#x146;iem, Voldi&#x146;iem, M&#x12B;li&#x146;&#x101;m, Nati&#x146;&#x101;m t&#x101;das lietas un nest&#x101;stiet, vi&#x146;iem dzirdot, �ausmu notikumus un spoku st&#x101;stus! Vi&#x146;i k&#x13C;&#x16B;s bail&#x12B;gi un m&#x101;&#x146;tic&#x12B;gi. J&#x16B;s nemaz neie&#x123;ie�at, ka, �it&#x101;dus ��tukus� r&#x101;d&#x12B;dami un st&#x101;st&#x12B;dami, j&#x16B;s izpost&#x101;t vi&#x146;iem vienu lielu da&#x13C;u no parad&#x12B;zes d&#x101;rza. J&#x101;, tas cita lieta, kad b&#x113;rns jau tik liels, ka vi&#x146;am var t&#x101;das lietas pamat&#x12B;gi izskaidrot. Bet ko t&#x101;ds mazs k&#x101; to�reiz es! T&#x101;ds tev nesaprat&#x12B;s, skaidro, k&#x101; tik vien tu gribi. Un kas par iedom&#x12B;bas un izt&#x113;lo�anas sp&#x113;ju t&#x101;dam mazam knau&#x137;am! Tas tev ne sap�&#x146;os nevar n&#x101;kt, ko t&#x101;ds visu sav&#x101; gar&#x101; izt&#x113;lo. Viss vi&#x146;am ir pilns dz&#x12B;�v&#x12B;bas un gudr&#x12B;bas, un lieliskuma: su&#x146;i run&#x101;, aitas run&#x101; .. . lielais v&#x12B;�tols, kas tur d&#x101;rza st&#x16B;ri, � tas ir v&#x12B;rietis, bet apse, kas otr&#x101; d&#x101;rza st&#x16B;r&#x12B;, � t&#x101; ir sieviete; un tie abi ies lauzties, bet v&#x12B;tols apsi nosvied&#x12B;s zem&#x113; t&#x101;pat k&#x101; m&#x16B;su kristt&#x113;vs �lielo kristum&#x101;ti�*. St&#x12B;pu dr&#x101;�amais be&#x146;&#x137;is* ir t&#x101;ds klibs vecis ar lielu muti un bez zobiem . . . Vis&#x101;m lie�t&#x101;m ir &#x123;&#x12B;mis � i ragav&#x101;m, i z&#x101;bakiem, i karotei; un rokas pirkstiem vi�siem ir &#x123;&#x12B;mis: nags � tas tas &#x123;&#x12B;mis. Bet ar&#x12B; t&#x101;m liet&#x101;m, ko vi&#x146;� ne�maz nav redz&#x113;jis, tikai ko dzird daudzin&#x101;m no lielo cilv&#x113;ku mutes, � vis&#x101;m t&#x101;m vi&#x146;� dod veidus p&#x113;c savas iedomas, un t&#x101; vi&#x146;am rodas ar laiku vesela pasaule, pa�a rad&#x12B;ta � skaista, m&#x12B;&#x13C;a; un vi&#x146;� pats k&#x101; �&#x101;s rad&#x12B;bas kungs un meistars dz&#x12B;vo �&#x101;s pasaules vid&#x16B;, un, raugi, �tas viss ir &#x13C;oti labs�.</p><p>�R&#x12B;ga ir &#x13C;oti liela m&#x101;ja, v&#x113;l liel&#x101;ka nek&#x101; bazn&#x12B;ca, bet daudz skaist&#x101;ka. Kad mans t&#x113;vs R&#x12B;g&#x101; ieiet, tad visi R&#x12B;gas cilv&#x113;ki n&#x101;k vi&#x146;am pretim un dod labdienu � vi&#x146;i visi manu t&#x113;vu paz&#x12B;st. R&#x12B;gas m&#x101;tes dod vi&#x146;am kli&#x146;&#x123;erus, lai aizvedot b&#x113;rniem, R&#x12B;gas t&#x113;vi atkal dod cits tabaku, cits cukuru un �o un to, un mans t&#x113;vs atkal saka, lai eimot &#x101;r&#x101;, tur vezum&#x101; esot sviests, lai &#x146;emot, cik katram vajagot. Visi R&#x12B;gas cilv&#x113;ki iziet priec&#x12B;gi &#x101;r&#x101; pie mana t&#x113;va vezuma, bet pats R&#x12B;gas kungs neiet. R&#x12B;gas kungs ir t&#x101;ds liels, vecs kungs ar gariem, melniem sv&#x101;r�kiem, ar diviem baltiem pap&#x12B;ri&#x146;iem uz kr&#x16B;t&#x12B;m, glu�i t&#x101;ds k&#x101; m&#x101;c&#x12B;�t&#x101;js, kas reiz bij iek&#x101;pis t&#x101;d&#x101; k&#x101; kubul&#x101; (k&#x101;ju nemaz nevar&#x113;ja redz&#x113;t, tik galvu un kr&#x16B;tis, un rokas) un b&#x101;r&#x101;s uz cilv&#x113;kiem . . . b&#x113;das j&#x16B;r&#x101; . . . b&#x113;das starp vilt&#x12B;giem br&#x101;&#x13C;iem! Bet R&#x12B;gas kungs ir daudz liel&#x101;ks � k&#x101; jau t&#x101; R&#x12B;ga pati ar' t&#x101;da briesm&#x12B;gi liela. Nu t&#x101;: R&#x12B;gas cilv&#x113;ki visi pie vezuma, R&#x12B;ga paliek tuk�a, tikai mans t&#x113;vs un pats R&#x12B;gas kungs � tik vis cilv&#x113;ku vairs paliek R&#x12B;g&#x101;. Nu mans t&#x113;vs pieiet pie liel&#x101; kunga un saka: �A, labdien, R&#x12B;gas kungs, �e tev divi &#x101;boli.� Un tad mans tevs vi&#x146;am pasniedz, no &#x137;e�as izvilcis, divus skaistus &#x101;bolus un R&#x12B;gas kungs pasaka: �Paldies, m&#x12B;&#x13C;ais draugs, ej nu attaisi to bodi va&#x13C;a un pa&#x146;em k&#x101;das divas izkaptis un k&#x101;du vienu l&#x101;pstu, tad tev b&#x16B;s ar ko sienu p&#x13C;aut un ar ko zemi rakt.� Mans t&#x113;vs pieiet pie bodes, attaisa bodei v&#x101;ku va&#x13C;&#x101; un tad iz&#x146;em no bodes divas izkaptis un vienu l&#x101;pstu. R&#x12B;gas kungs saka, lai nu &#x146;emot vien v&#x113;l i vair&#x101;k, lai &#x146;emot v&#x113;l vienus vilnas susekl&#x12B;�us, tad b&#x16B;�ot mammi&#x146;ai ko aizvest. . . L&#x16B;k, bode man bij dom&#x101;jama t&#x101;da liela kaste, kur vis&#x101;das mantas iek�&#x101;. Bet tad uz vienreiz s&#x101;k sp&#x113;l&#x113;t un ar zvaniem zvan&#x12B;t, un R&#x12B;gas kungs r&#x101;da manam t&#x113;vam ar pirkstu uz aug�u un saka: �Izskaties nu labi brangi un izklausies pa R&#x12B;gu; l&#x16B;k, tie visi ir R&#x12B;gas kum&#x113;di&#x146;i.� Mans t&#x113;vs ar' izskat&#x101;s un izklaus&#x101;s �R&#x12B;gas kum&#x113;di&#x146;us� un tad, v&#x113;l k&#x101;das vajadz&#x12B;gas lietas pa&#x146;&#x113;mis, brauc no R&#x12B;gas m&#x101;j&#x101;. T&#x101;d&#x101; veid&#x101; es t&#x113;loju R&#x12B;gu un sava t&#x113;va R&#x12B;g&#x101; braucienu. P&#x113;terbazn&#x12B;cas zvani un R&#x12B;gas kum&#x113;di&#x146;i � tie man bij daudzk&#x101;rt dzird&#x113;ti v&#x101;rdi, kad t&#x113;vs st&#x101;st&#x12B;ja savus R&#x12B;gas piedz&#x12B;vojumus.</p><p>Bet bij ar' reizas, kad pats gar&#x101; dz&#x12B;voju pa R&#x12B;gu un baud&#x12B;ju R&#x12B;�gas jaukumus, ko mies&#x12B;ga acs nav redz&#x113;jusi un mies&#x12B;ga auss nav dzir�d&#x113;jusi. Bet es dom&#x101;ju, ka kukai&#x146;iem ar' ir sava R&#x12B;ga. Mu�as � vai t&#x101;s gan bez R&#x12B;gas? No kurienes gan lai vi&#x146;as saviem b&#x113;rniem lieti&#x146;as un kli&#x146;&#x123;erus atved, ja ne no R&#x12B;gas? L&#x16B;k, uz galda nolaup&#x12B;ts*, izcepts k&#x101;�lis, mu�u ap to vai vesels simts. Varb&#x16B;t t&#x101; pati ir mu�&#x101;m t&#x101; R&#x12B;ga, no kurienes vi&#x146;as aiznes pa drusci&#x146;ai saviem b&#x113;rniem, un tas ir tas cu�kurs? Bet varb&#x16B;t piena b&#x13C;odi&#x146;a b&#x16B;s mu�&#x101;m par R&#x12B;gu? Re, k&#x101; tur grie �as apk&#x101;rt! J&#x101;, tas glu�i t&#x101; smalki nav nosak&#x101;ms, &#x12B;pa�i t&#x101;dam ne, kas nem&#x101;k mu�u valodas, � k&#x101; tu �&#x12B;m papras&#x12B;si? Bet bez R&#x12B;gas mu�as nav; vi&#x146;&#x101;m jau t&#x101;pat ir b&#x113;rni un �mammi&#x146;as�, k&#x101; i cilv&#x113;kiem. Bet par to gan ir briesm&#x12B;gi j&#x101;smejas, ka mu�&#x101;m ir savas mammi&#x146;as. Visiem, visiem ir sava R&#x12B;ga, tik kokiem nav R&#x12B;gas, t&#x101;d&#x113;&#x13C; ka koki nevar nekur aiziet. I otras s&#x113;tas m&#x113;majam Andrievi&#x146;am ir sava R&#x12B;ga: musu m&#x101;ja vi&#x146;am par R&#x12B;gu. M&#x113;mais Andrievi&#x146;� ir vi&#x146;s&#x113;tas Andrievt&#x113;va un An- drievm&#x101;tes d&#x113;ls. Ai, k&#x101; vi&#x146;am ir gr&#x16B;ti! Vi&#x146;� nevar nevienu v&#x101;rdu izru�n&#x101;t, ar rok&#x101;m vien tik r&#x101;da un t&#x101; vien tik saka �taitaitaitai�, un v&#x113;l �&#x101; un t&#x101; �ever&#x113;*. Bet m&#x16B;su �liel&#x101; kristum&#x101;te� i tad saprot, ko m&#x113;mais An drievi&#x146;� grib; vi&#x146;a ar' t&#x101;pat r&#x101;da ar rok&#x101;m pretim, un Andrievi&#x146;� tad reiz&#x101;m paliek t&#x101;ds dom&#x12B;gs, pasmejas, paskat&#x101;s �lielai tantai� ac&#x12B;s un saka: �Jnn-nn . . .� M&#x113;majam Andrievi&#x146;am diezgan prasta t&#x101; R&#x12B;ga � m&#x16B;s' m&#x101;ja, kas t&#x101; nu par R&#x12B;gu! Bet kur vi&#x146;�, m&#x113;ms puika, lai lab&#x101;ku &#x146;em? Vienreiz m&#x113;majam Andrievi&#x146;am �R&#x12B;g&#x101;� slikti izg&#x101;ja. M&#x16B;su cilv&#x113;ki pa�reiz &#x113;d brokastis, ien&#x101;k Andrievi&#x146;�, nost&#x101;jas istabas vid&#x16B;, �&#x146;&#x101;c un skat&#x101;s uz &#x113;d&#x101;jiem. �Liel&#x101; tanta� t&#x16B;l&#x12B;t saprata, vi&#x146;a piel&#x113;ja b&#x13C;odi&#x146;u putras, nolika b&#x13C;odi&#x146;u istabas vid&#x16B; zem&#x113;, iedeva Andrievi&#x146;am karoti rok&#x101; un par&#x101;d&#x12B;ja, lai nos&#x113;stoties zem&#x113; un &#x113;dot. Andrievi&#x146;� nos&#x113;d&#x101;s un s&#x101;ka str&#x113;bt, tanta vi&#x146;am iedeva maizes gabalu ar' rok&#x101;. Es nezinu, kas tas var&#x113;ja b&#x16B;t, bet man samet&#x101;s &#x13C;oti �&#x113;l ap sirdi; es do�m&#x101;ju, sak, l&#x16B;k, cik vi&#x146;am slikta R&#x12B;ga! Padod zir&#x146;u putras un gabalu maizes k&#x101; nabadzi&#x146;am, i � brauc atkal m&#x101;j&#x101;. Te uz vienreiz istabas durvis spr&#x101;gst ar t&#x101;du sp&#x113;ku va&#x13C;&#x101;, dom&#x101;, vai kramp&#x12B;tis aizskries par gabalu, un istab&#x101; ie�aujas � Andrievi&#x146;a t&#x113;vs ar lielu, garu r&#x12B;ksti rok&#x101;. Vi&#x146;� tur durvju kli&#x146;&#x137;i rok&#x101; � durvis lieli, pla�i va&#x13C;&#x101;, pats durv&#x12B;m aiz�st&#x101;jies priek�&#x101; � un tad skat&#x101;s liel&#x101;m, plat&#x101;m ac&#x12B;m uz Andrievi&#x146;u un kliedz: �Ak tu man, s&#x101;tans, pa cit&#x101;m m&#x101;j&#x101;m kumosus las&#x12B;dams? . . . Lauk&#x101;!� Andrievi&#x146;� nomet maizes gabalu un karoti un s&#x101;k spiegt t&#x101; k&#x101; siv&#x113;ns, kad kauj. Svirks! � t&#x113;vam pa rokas apak�u lauk&#x101;. T&#x113;vs gan sita ar r&#x12B;ksti, bet tik pa sienu vien ietr&#x101;p&#x12B;ja. M&#x16B;su �liel&#x101; kristu- m&#x101;te� � vi&#x146;a bij Andrievi&#x146;a t&#x113;vam m&#x101;sa � sac&#x12B;ja uz Andrievi&#x146;a t&#x113;vu: �Vai, br&#x101;l&#x12B;t, kam nu tu ar to b&#x113;rnu �itik nej&#x113;dz&#x12B;gi . . . Vi&#x146;� jau t&#x101; dieva piesod&#x12B;ts . . .� Bet Andrievi&#x146;a t&#x113;vs uzkliedza m&#x16B;su �lielai tantai�: �Dab&#x16B;si i tu, ja netur&#x113;si muti!� � un aizg&#x101;ja. Bet ko es dar&#x12B;ju? Es s&#x101;ku vis&#x101; piln&#x101; kakl&#x101; raud&#x101;t; visi &#x13C;audis satr&#x16B;k&#x101;s. Man k&#x13C;uva m&#x113;m&#x101; Andrievi&#x146;a tik �&#x113;l, tik �&#x113;l, ka es jums to nemaz nesp&#x113;ju izteikt. Man lija asaras ar up&#x12B;ti no ac&#x12B;m lauk&#x101;; es jutu, it k&#x101; kad vi&#x146;as man n&#x101;ktu no pa�as sirds dzi&#x13C;uma &#x101;r&#x101;. No t&#x101;s reizas m&#x113;mais Andrievi&#x146;� reti, reti vairs �atbrauca uz R&#x12B;gu�.</p><p>Es k&#x101;du v&#x101;rdu iemin&#x113;jos par �lielo kristum&#x101;ti�. Past&#x101;st&#x12B;�u v&#x113;l vair&#x101;k par vi&#x146;u. M&#x113;s vi&#x146;u t&#x101;d&#x113;&#x13C; sauc&#x101;m par �lielo kristum&#x101;ti�, ka</p><image l:href="#10"/><image l:href="#11"/><p>mums bij v&#x113;l viena otra � �maz&#x101; kristum&#x101;te� saucama. Liel&#x101; kris- tum&#x101;te bij m&#x16B;su dienestniece un, protams, liela no auguma. Vi&#x146;ai bij pie apak�l&#x16B;pas vien&#x101; viet&#x101; zilums. Un skaista vi&#x146;a bij tik sv&#x113;tdie�n&#x101;s, kad aplika t&#x101;du caurumainu, baltu kr&#x101;dzi&#x146;u ap kaklu un ap�s&#x113;ja �tipta�* lakatu; cit&#x101;di vi&#x146;a nemaz nebij skaista: k&#x101;ju pirksti t&#x101;di l&#x12B;ki un kaulaini, i rokas bij lielas un kaulainas. Bet �lielai kristu- m&#x101;tei� bij manta: l&#x101;de bij pilna vis&#x101;du dr&#x113;bju. Sv&#x113;tdienas r&#x12B;tos es ar�vien g&#x101;ju �lielai kristum&#x101;tei� l&#x12B;dz uz kl&#x113;ti. Man grib&#x113;j&#x101;s bild&#x113;s izska�t&#x12B;ties � vi&#x146;ai, l&#x16B;k, l&#x101;des v&#x101;kam bij visa iek�a nokl&#x12B;ster&#x113;ta* ar vis&#x101;�d&#x101;m bild&#x113;m. Ak, kas tur bij laba skat&#x12B;�an&#x101;s! Bet no l&#x101;des &#x101;r&#x101; n&#x101;ca t&#x101;da laba smar�a � t&#x101; bij drapu smar�a. �Liel&#x101; kristum&#x101;te� nu iz�&#x146;&#x113;ma sv&#x113;tdienas dr&#x113;bes no l&#x101;des, nolika uz sava kr&#x113;sla � vi&#x146;ai ar' bij pa�ai savs kr&#x113;sls, t&#x101;ds br&#x16B;ns, � un tad iz&#x146;&#x113;ma no l&#x101;des dibena drapu pudeli un divus graudi&#x146;us cukura; uz t&#x101; viena uzpilin&#x101;ja no pudeles drapas un iemeta mut&#x113;, bet to otru graudi&#x146;u � t&#x101;pat sausu � iedeva man. Par �lielo kristum&#x101;ti� man bij tas ar' zin&#x101;ms, ka vi&#x146;a uz m&#x16B;su �kristt&#x113;vu� � tas bij mums kalps � cer&#x113;jot. Man par varu grib&#x113;j&#x101;s zin&#x101;t, k&#x101; tad &#x12B;sti cer&#x113;, t&#x101;d&#x113;&#x13C; es vakaros skr&#x113;ju uz riju skat&#x12B;ties, k&#x101; �liel&#x101; kristum&#x101;te� uz kristt&#x113;vu cer&#x113;s. Neko nevareju saprast: kristum&#x101;te �uva, kristt&#x113;vs str&#x101;d&#x101; ja koka darbu, bet �cer&#x12B;bas� nepaman&#x12B;ju nek&#x101;�das. Vienreiz gan �liel&#x101; kristum&#x101;te� man sac&#x12B;ja, ko �itais ��pigons�* te ik vakarus n&#x101;kot, vai nevarot vilkties atpaka&#x13C; uz savu kambari. Es paliku briesm&#x12B;gi liels sav&#x101; gar&#x101; � saimnieka b&#x16B;�ana! � un sakliedzu uz kristum&#x101;ti, sak, gr&#x101;b�u un izsvied&#x12B;�u pa�u lauk&#x101; no rijas! Mana rija! �Vai, klu�ka*, cik �it&#x101;du prapu* ejot uz m&#x101;rci&#x146;as?� kristu m&#x101;te k&#x101; m&#x113;d&#x12B;dama saka man. Es t&#x101;das goda laup&#x12B;�anas nevaru ciest � tak saimnieka b&#x16B;�ana: �Kristt&#x113;v, &#x146;em to kristum&#x101;ti un svied lauk&#x101; no rijas!� K&#x101; tad, kristt&#x113;vs, rikt&#x12B;gs kalpa cilv&#x113;ks b&#x16B;dams, paklausa saimniekam uz vietas � vi&#x146;� gr&#x101;bj kristum&#x101;ti rok&#x101;, es ar' k&#x101; var&#x113;�dams vi&#x146;am pal&#x12B;dzu � un nu tik vilkt uz durvju pusi. Bet es nevaru saprast, k&#x101; tas notika, k&#x101; ne: kristum&#x101;te vair&#x101;k virz&#x101;s uz dibenu nek&#x101; uz durv&#x12B;m, tai�&#x146;i tur uz to vietu, kur tas skr&#x101;&#x123;&#x12B;tis* dibena kakt&#x101;. Z v&#x101;rgs! � kristt&#x113;vs g&#x101;� kristum&#x101;ti uz skr&#x101;&#x123;a virs&#x16B;, man t&#x12B;ri bail samet&#x101;s, sak, viens nu notiks: vai nu skr&#x101;&#x123;is l&#x16B;z&#x12B;s, vai kristum&#x101;te. Bet nel&#x16B;za ne skr&#x101;&#x123;&#x12B;tis, ne kristum&#x101;te. Kristt&#x113;vs izr&#x101;v&#x101;s kristum&#x101;tei no rok&#x101;m un g&#x101;ja atkal pie sava darba. Kristum&#x101;te v&#x113;l br&#x12B;ti&#x146;u mier&#x12B;gi pagul&#x113;ja uz skr&#x101;&#x123;&#x12B;�a, tad s&#x101;ka smieties un c&#x113;l&#x101;s t&#x101;da priec&#x12B;ga, prie�c&#x12B;ga no skr&#x101;&#x123;a aug�&#x101;. Es dom&#x101;ju, sak, &#x101;, nav vis kauli mait&#x101;ti. Nu kristum&#x101;te izvilka no kr&#x101;sns mazo katli&#x146;u, tur iek�&#x101; bij &#x16B;dens � t&#x12B;ri karsts, k&#x16B;p&#x113;ja vien. Kristum&#x101;te sal&#x113;ja &#x16B;deni m&#x101;la kr&#x16B;z&#x113; � t&#x101; bij manas mammi&#x146;as kr&#x16B;ze � , katli&#x146;&#x101; palika biezumi, tos kristum&#x101;te ar rok&#x101;m iz&#x146;&#x113;ma &#x101;r&#x101;, vi&#x146;a &#x146;&#x113;ma &#x101;tri, &#x101;tri un ar l&#x16B;p&#x101;m p&#x16B;�&#x13C;&#x101;ja*, sa lika uz t&#x101;da balta d&#x113;l&#x12B;�a � laikam bij spai&#x146;a v&#x101;ks � un tad ar visu v&#x101;ku ielika kr&#x101;sn&#x12B; atpaka&#x13C;. Nu kristum&#x101;te iz&#x146;&#x113;ma no skr&#x101;&#x123;&#x12B;�a apak��as pudeli. N&#x113;, bet nu b&#x16B;s br&#x12B;numi! Redz&#x113;s, ko vi&#x146;a ar to pudeli dar&#x12B;s un kas tur tai pudel&#x113; b&#x16B;s. Kristum&#x101;te s&#x101;k no pudeles kr&#x16B;z&#x113; laist � s&#x12B;rupu. Stiepjas tikpat k&#x101; bant&#x113; &#x101;r&#x101; un sp&#x12B;d pret uguni k&#x101; viens ne�zin kas. Vai, tavas jaukas izskat&#x12B;�an&#x101;s! Bet nu s&#x101;k �bante� arvien tie v&#x101;ka vien palikt, arvien tiev&#x101;ka vien . . . jau nu glu�i tievi&#x146;a . . . jau nu t&#x12B;ri t&#x101;da k&#x101; diedzi&#x146;� . . . beidzot p&#x101;rtr&#x16B;kst. Kristum&#x101;te v&#x113;l tur pudeli t&#x101;pat uz kr&#x16B;zes, lai i s&#x12B;rups vairs netek, un tad pasaka man: �Aplaizi pudelei galu!� Es ar&#x12B; palaizu. Ak tava garda &#x113;diena! Tik�pat vai viens medus. Bet kristum&#x101;te saka, lai es nepast&#x101;stot vien ��iem�. Tas bij slikti no kristum&#x101;tes teikts; es pa�reiz dom&#x101;ju, sak, b&#x16B;s j&#x101;past&#x101;sta mammi&#x146;ai, cik kristum&#x101;te laba, vi&#x146;a man, sak, deva s&#x12B;rupa pudelei galu aplaiz&#x12B;t, � bet nu nek&#x101;! Kristum&#x101;te pa&#x146;&#x113;ma skalu un tad labi brangi sajauca visu to, kas tur tai kr&#x16B;z&#x113; bij, pielika kr&#x16B;zi pie mutes, iestr&#x113;ba un sac&#x12B;ja: b&#x16B;�ot diezgan saldanuma*. Nu vi&#x146;a deva kr&#x16B;zi kristt&#x113;vam; �is ar' mud&#x12B;gi nosvieda sl&#x12B;mestu, nokrat&#x12B;ja skaidas no biks&#x113;m un tad, kr&#x16B;zi pa&#x146;&#x113;mis, s&#x101;ka str&#x113;bt un r&#x113;kt k&#x101; l&#x101;cis; kristu�m&#x101;tei tik smiekli vien n&#x101;ca. Vi&#x146;a teica: ak, tas kristt&#x113;vs esot joc&#x12B;gs. Bet es ar' dom&#x101;ju, ka kristt&#x113;vs ir briesm&#x12B;gi joc&#x12B;gs; kaut tik nu visa</p><image l:href="#12"/><p>t&#x101; dzeram&#x101; neizstr&#x113;bis, lai jau man ar' k&#x101;da l&#x101;s&#x12B;te atliktu, tak jau kristum&#x101;te man ar' dotu, ja b&#x16B;tu. Kristum&#x101;te pamekl&#x113;ja groz&#x101; pa kristt&#x113;va kurpnieka liet&#x101;m � tas ar' j&#x101;zin, ka kristt&#x113;vs m&#x101;c&#x113;ja z&#x101;�bakus un kurpes l&#x101;p&#x12B;t, � un iz&#x146;&#x113;ma no groza mazo stopi&#x146;u � trauks, kas man jau sen paz&#x12B;stams un pat&#x12B;kams. Sis mazais ble&#x137;a stopi&#x146;� bij tik liels k&#x101; �&#x12B;da rags*, ko pie pieres un rok&#x101;m sien, tik nu apa&#x13C;&#x101; veid&#x101;. Kristum&#x101;te saka uz kristt&#x113;vu, lai ielejot k&#x101;du l&#x101;si stopi&#x146;&#x101;, j&#x101;dod tam puikam ar', lai dab&#x16B;jot iestr&#x113;bt no t&#x101; �aja. Labi, kristt&#x113;vs ielej, un t&#x101; es ar' dab&#x16B;ju �aja str&#x113;bt. Bet man j&#x101;atz&#x12B;st, ka sitas �ajs nebij vis tik gards, k&#x101; kur mammi&#x146;a reiz&#x113;m mums deva str&#x113;bt. Es v&#x113;l&#x101;k tiku p&#x101;rdom&#x101;jis par kristum&#x101;tes cer&#x12B;bu, sak, nezin vai tik �it&#x101; pati �aja dzer�ana neb&#x16B;s t&#x101; cer&#x12B;ba. J&#x101;, bet vai tad kristum&#x101;te mani ar' �cer&#x113;�? . . . Man jau ar' vi&#x146;a deva drusku �aja. Ej nu zini! Var b&#x16B;t, ka cer&#x113; i mani k&#x101;du �bi�ku�.</p><p>Vien&#x101; sv&#x113;tdienas dien&#x101; bij m&#x16B;su m&#x101;j&#x101; jauki. Sniega vairs nebij, pagalms bij sauss, un laiks bij tik silts, ka jau bez cepures var&#x113;ja</p><p>pa lauku skraid&#x12B;t. Pulka, pulka viesu bij m&#x16B;su m&#x101;j&#x101; . . . citi pa istabu &#x113;da, dz&#x113;ra, klaig&#x101;ja, citi uz pagalma dancoja �ri&#x146;&#x137;a dan�us� � viens sp&#x113;lmanis sp&#x113;l&#x113;ja ar �pijvol&#x113;m�*, otrs ar �armo&#x146;ik&#x101;m�*. Mans t&#x113;vs ar' tik sm&#x113;j&#x101;s vien, st&#x101;st&#x12B;ja jokus un nesa alu visiem no vietas ar to pa�u paz&#x12B;stamo ��aja kr&#x16B;zi�. Tad atkal sas&#x113;d&#x101;s t&#x101;das vecas vie�&#x146;as aiz galda un s&#x101;ka dzied&#x101;t un viesi n&#x101;ca pie galda un meta naudu b&#x13C;od&#x101; � skan&#x113;ja vien. Man t&#x113;vs atkal � kur� iemeta, tam �arku*, kur� iemeta, tam �arku. Vie�&#x146;as lika b&#x13C;od&#x101; cimdus un lakatus. Bet m&#x16B;su J&#x113;�uks � tas bij mums t&#x101; k&#x101; otra pui�a viet&#x101; � iesvieda b&#x13C;od&#x101; divus lielus, lielus l&#x101;p&#x12B;te&#x146;us* cimdus k&#x101; su&#x146;a galvas � noklaudz&#x113;ja vien. Mans t&#x113;vs tik ar �arkas gl&#x101;z&#x12B;ti J&#x113;�am brandv&#x12B;nu ac&#x12B;s . . . J&#x113;cis pa durv&#x12B;m &#x101;r&#x101; . . . vie�&#x146;as ar rok&#x101;m vien nom&#x113;t&#x101;ja J&#x113;�am paka&#x13C; un nodzied&#x101;ja: �J&#x113;c&#x12B;�am, nabagam, naudas bode aizsalus'�� Ak tavus smieklus! I es sm&#x113;jos par t&#x101;du joku.</p><p>L&#x16B;k, �it&#x101;s �lust&#x12B;g&#x101;s� god&#x12B;bas bij kristt&#x113;va un kristum&#x101;tes k&#x101;zas. Un es tiku cer&#x12B;bas liet&#x101; jau gudr&#x101;ks. L&#x16B;k, t&#x101; ir t&#x101; cer&#x12B;ba, kad grib pa�likt par br&#x16B;ti un br&#x16B;tg&#x101;nu, un nevis �aja do�ana.</p><p>Es tagad ar sevi c&#x12B;nos. Vai st&#x101;st&#x12B;t par �mazo kristum&#x101;ti� ar&#x12B; vai ne? Es gan dom&#x101;ju, ka par mazo kristum&#x101;ti neb&#x16B;s tas st&#x101;sts necik gar�. Bet kas nu var zin&#x101;t? K&#x101; s&#x101;k�u savu �teiku teikt�, i aizmirs&#x12B;�sies.. . i nezin&#x101;si, kur gals palika. Bet es dom&#x101;jos tom&#x113;r st&#x101;st&#x12B;t! Man jau j&#x101;st&#x101;sta vien ir viss, ko atminos no b&#x113;rnu dien&#x101;m, vienalga, vai jums pat&#x12B;k vai nepat&#x12B;k.</p><p>Maz&#x101; kristum&#x101;te bij Lienas t&#x113;va sieva, bet Lienas t&#x113;vs bij vecs zald&#x101;ts, un Liena � t&#x101; bij vi&#x146;u abu meita, tik liela k&#x101; mana maz&#x101; Kristi&#x146;a. Mazai kristum&#x101;tei bij k&#x101;rpa pie vaiga, un uz t&#x101;s k&#x101;rpas bij uzaugusi liela, gara, dzeltena b&#x101;rda. Bet Lienas t&#x113;vam bij lielas, pel&#x113;kas &#x16B;sas, k&#x101; jau da�dien zald&#x101;ta v&#x12B;ram. Lienas t&#x113;vs savas &#x16B;sas arvien ar maz&#x101;m �&#x137;&#x113;r&#x12B;t&#x113;m nol&#x12B;dzin&#x101;ja ar virsl&#x16B;pu, lai &#x16B;sas nekar&#x101;tos putr&#x101;, bet maz&#x101; kristum&#x101;te savai k&#x101;rpai nekad kuplumu nelaup&#x12B;ja, varb&#x16B;t vi&#x146;a i nezin&#x101;ja, vai vi&#x146;ai k&#x101;rpa ir pie vaiga vai nav. Lienas t&#x113;vs, kad sev nagus apgrieza � rok&#x101;m vai k&#x101;j&#x101;m � , tad tos sab&#x101;za visus sev azot&#x113;; ja k&#x101;ds grie�ot aizsprakst&#x113;ja prom, ir to dab&#x16B;ja rok&#x101; � un turpat pie citiem br&#x101;&#x13C;iem iek�&#x101;. Es nezinu, par ko vi&#x146;� t&#x101; dar&#x12B;ja. Un, Lienas t&#x113;vs kad ga&#x13C;u &#x113;da, tad pirkstus noslauc&#x12B;ja pie ma�tiem, bet maz&#x101; kristum&#x101;te gan t&#x101; nekad nedar&#x12B;ja. Vi&#x146;a jau ar' ne&#x113;da pie m&#x16B;su galda, bet sav&#x101; gult&#x101; un, ja bij putra, tad pati s&#x113;d&#x113;ja gult&#x101; un b&#x13C;odi&#x146;u tur&#x113;ja uz kl&#x113;pja. Vienreiz str&#x113;ba pati, otrreiz pastr&#x113;bi- n&#x101;ja Lien&#x12B;ti. Lien&#x12B;tei bij maizes gabals rok&#x101;, vi&#x146;a nokoda no t&#x101; un tad skat&#x12B;j&#x101;s apk&#x101;rt, bet maz&#x101; kristum&#x101;te arvien tai piegr&#x16B;da ar ka�roti pie vaiga, un tad �&#x12B; atkal mud&#x12B;gi pagrieza muti pret karotes galu un maz&#x101; kristum&#x101;te iel&#x113;ja tai putru mut&#x113;.</p><p>Vair&#x101;k no maz&#x101;s kristum&#x101;tes ar' gan diez nek&#x101; nevaru st&#x101;st&#x12B;t t&#x101;da sakar&#x12B;ga. Tik to varu teikt, ka vi&#x146;a ar Lienas t&#x113;vu vienm&#x113;r</p><p>b&#x101;r&#x101;s un ka vi&#x146;ai bij divas kazas: viena sirma, otra balta; balt&#x101; bij maz&#x101;ka, sirm&#x101; � liel&#x101;ka. Un to ari varu teikt, ka es vi&#x146;as netiku priec&#x12B;gas vair&#x101;k redz&#x113;jis k&#x101; tikai vienu vien&#x12B;gu rei�u, t. i., toreiz, kad sirmai kazai bij atl&#x113;ku�i kazl&#x113;ni � &#x101;z&#x12B;tis un kazi&#x146;a. Abus �os zv&#x113;r&#x12B;- �us vi&#x146;a bij groz&#x101; ielikusi un grozu ar lupatu apsegusi. Tad toreiz vi&#x146;a bij priec&#x12B;ga un sm&#x113;j&#x101;s, pac&#x113;la lupatu uz aug�u un mums, b&#x113;rniem, r&#x101;d&#x12B;ja mazos �kukai&#x146;us�. Es nevar&#x113;ju saprast, kas tie t&#x101;di var b&#x16B;t par kusto&#x146;iem � t&#x12B;ri t&#x101;di pa�i k&#x101; kazas, bet tik &#x13C;oti mazi&#x146;i un bez ragiem. Vienu vi&#x146;a izc&#x113;la &#x146;o groza &#x101;r&#x101; un nolika zem&#x113;: kazl&#x113;ns drus�ci&#x146;, drusci&#x146; pal&#x113;ca uz aug�u un pakustin&#x101;ja &#x13C;ipu. Es s&#x101;ku briesm&#x12B;gi smieties un sac&#x12B;ju, ka maz&#x101; kazi&#x146;a t&#x101;pat &#x13C;ipu m&#x101;k kustin&#x101;t k&#x101; aita, un tad maz&#x101; kristum&#x101;te ar&#x12B; sm&#x113;j&#x101;s un sac&#x12B;ja, gan redz&#x113;�ot, par k&#x101;�d&#x101;m dien&#x101;m jau nadzi&#x146;i knauk�&#x137;&#x113;�ot, tagad v&#x113;l neknauk�&#x137;ot, t&#x101;d&#x113;&#x13C; ka v&#x113;l esot m&#x12B;ksti&#x146;i. Mazai kristum&#x101;tei bij i savs siv&#x113;ns. Es nezinu, no kurienes to Lienas t&#x113;vs vien&#x101; sv&#x113;tdienas vakar&#x101; atnesa kul&#x12B;ti&#x146;&#x101; ieb&#x101;ztu. Bij t&#x101;ds sarkans siv&#x113;nti&#x146;� un &#x13C;oti mazi&#x146;�. Bet man sar kani siv&#x113;ni nepatika, man lab&#x101;ki patika balti, t&#x101;d&#x113;&#x13C; ka manai mammi- &#x146;ai t&#x101;di vien balti bij. J&#x101;, bet kas tad ar sarkano siv&#x113;nu notika? Maz&#x101; kristum&#x101;te sadzirdin&#x101;ja siv&#x113;nu ar dziren&#x113;m* � to mana mammi&#x146;a t&#x101; reiz run&#x101;ja � , un siv&#x113;ns, ar dziren&#x113;m apdzird&#x12B;ts*, k&#x101;jas vien s&#x101;ka</p><image l:href="#13"/><p>krat&#x12B;t un aug�p&#x113;du griezties. Man bij maz&#x101; siveni&#x146;a, lai nu gan t&#x101;ds negl&#x12B;ts, sarkans bij k&#x101; zebiekstes &#x101;da, � man bij vi&#x146;a &#x13C;oti �&#x113;l, es gau�i raud&#x101;ju, kad �is rijas priek�&#x101; pie staba raust&#x12B;j&#x101;s. Bet Lienas t&#x113;vs sac&#x12B;ja, tur vajagot viena t&#x101;da v&#x12B;ra, kas varot izdievredz&#x113;t*. Un k&#x101; tad! Vien&#x101; dien&#x101; Lienas t&#x113;vs ieveda m&#x101;j&#x101; t&#x101;du sve�u vecu t&#x113;ti&#x146;u ar za&#x13C;u cepuri un ar cauru cepures dibenu. M&#x113;s pras&#x12B;j&#x101;m, kas tas t&#x101;ds ir. Tas jau esot dievredzis*, par Za&#x13C;o Poli saucot. Za&#x13C;ais Polis izdievredz&#x113;ja, aizg&#x101;ja, un siv&#x113;ns nobeidz&#x101;s. Un tad mana mammi&#x146;a teica uz maz&#x101;s kristum&#x101;tes, ka nu �ai ar to c&#x16B;kas lopu t&#x101; slikti no�g&#x101;jis, tad �&#x12B; do�ot no saviem, lai izv&#x113;loties no visa pulka vienu, kur� tik lab&#x101;k pat&#x12B;kot. Bet lai nu vairs ar dziren&#x113;m nedzirdinot.</p><p>V&#x113;l par maz&#x101;s kristum&#x101;tes kaz&#x101;m varu past&#x101;st&#x12B;t: eku' bij kukai&#x146;i! M&#x113;s, b&#x113;rni, jau nedr&#x12B;kst&#x113;j&#x101;m uz pagalma ne r&#x101;d&#x12B;ties. T&#x16B;l&#x12B;t �&#x101;s viena vai otra kl&#x101;t, pa�&#x137;iebj vien galvu un tik tais&#x101;s jau durt. Ak tavas nelaimes! Es pat � b&#x16B;tu ne da�u labu rei�u paskraid&#x12B;jies pa pagalmu vai k&#x101;du zvirbuli l&#x16B;kojis nosist, vai. . . bet �&#x101;s abas divas k&#x101; preilenes* �cier&#x113;�* pa k&#x16B;ts priek�u, siena z&#x101;les las&#x12B;damas. Nek&#x101;: paver gan is�tabas durvis, paskaties � paliec mier&#x12B;gs �m&#x101;j&#x101;�! Es v&#x113;l nebiju vis &#x12B;sti tik bail&#x12B;gs, bet meitenes � t&#x101;s vai &#x123;&#x12B;ba nost, kol&#x12B;dz kazas ierau�dz&#x12B;ja. Un bij ar' jau neizprotams zv&#x113;rs t&#x101; kaza. Gandr&#x12B;z tik liel&#x101;ka aita, bet � ko dom&#x101;? � maz&#x101; kristum&#x101;te �o i tad slauc! Un k&#x101; slauc? Paliek b&#x13C;odi&#x146;u apak�&#x101;, pati uzk&#x101;pj kazai a�g&#x101;rniski mugur&#x101; un tad slauc! Ies&#x101;kum&#x101; es nevar&#x113;ju aiz smiekliem nekur likties, �itik &#x113;rmotu slauk�anu redz&#x113;dams, bet v&#x113;l&#x101;k man bij vienalga, lai slauc, k&#x101; grib. Bet kas tas visutrak&#x101;kais: kaza uzk&#x101;pj uz malkas gr&#x113;das, izstaig&#x101;jas un nolec, uzk&#x101;pj uz pelavnieka* pa�&#x101; jumta gal&#x101; un pakasa ar paka&#x13C;�k&#x101;ju pieri. Vai tas nav traks joks? Es reiz&#x101;m kazu par&#x12B;d&#x12B;ju su&#x146;am, kad �&#x12B; uz jumta st&#x101;v&#x113;ja. Suns skraida ap pelavnieku apk&#x101;rt, paska�t&#x101;s gais&#x101;, smilkst, kauc, i reiz&#x101;m spalgi aizrejas, bet kaza st&#x101;v k&#x101; &#x137;&#x113;ni&#x146;� un urbina jumta s&#x16B;nas. Visvair&#x101;k tad man smiekli n&#x101;ca, kad iedom&#x101;jos, sak, �it&#x101; tak ir maz&#x101;s kristum&#x101;tes govs, kas tur uz jumta st&#x101;v. B&#x101;rdaina govs � un v&#x113;l t&#x101;da ar &#x12B;su &#x13C;ipu � st&#x101;v uz jumta! K&#x101; tur lai cilv&#x113;ks nesmejas?</p><p>Vienreiz mums, b&#x113;rniem, ar kaz&#x101;m bij traka jakts*. Bet, pag, es lab&#x101;k st&#x101;st&#x12B;�u no vietas. Tas bij �it&#x101;: d&#x113;lie�u* nebij neviena m&#x101;j&#x101;, meitie�i* vel&#x113;j&#x101;s*; m&#x113;s tr&#x12B;s vien tik istab&#x101;: es, Kristi&#x146;a un maz&#x101;s kristum&#x101;tes Liena. Es satais&#x12B;ju meiten&#x113;m sprigul&#x12B;�us, katrai savu, pats sev tre�o, iz&#x146;&#x113;mu no maz&#x101;s kristum&#x101;tes gultas kl&#x113;pi salmu, pa�tais&#x12B;ju istabas vid&#x16B; kl&#x101;jienu � un nu trijat&#x101; ku&#x13C;am �rudzu riju�. Nostr&#x101;d&#x101;j&#x101;m visu k&#x101;rt&#x12B;gi, k&#x101; vajadz&#x12B;gs. Man gan ar meiten&#x113;m iz�n&#x101;ca maza sadur�an&#x101;s: �&#x101;s, l&#x16B;k, pag&#x101;nietes, no rudzu rijas kul�anas neko nezin&#x101;ja, tik kult vien, kult vien k&#x101; trakas un nemaz negrib sal�mus &#x146;emt nost. Gana es kliedzu, k&#x101; saimnieks b&#x16B;dams, lai tak vairs neku&#x13C;, graudi s&#x101;ks iet pu�u, bet �&#x101;s i nedzird, tik lec uz aug�u, v&#x113;k�&#x137;</p><image l:href="#14"/><p>un ku&#x13C;. Man uzn&#x101;ca dusmas, izr&#x101;vu sprigu&#x13C;us no rok&#x101;m un sadevu ab&#x101;m div&#x101;m pa seksti. Nu, tas nu viss labi, nostr&#x101;d&#x101;j&#x101;m, paldies die�vam, k&#x101; vien vajadz&#x113;j&#x101;s, nokrat&#x12B;j&#x101;m, nob&#x101;z&#x101;m salmus guben&#x12B;* (t. i., atpaka&#x13C; gult&#x101;), sagr&#x16B;d&#x101;m graudus gub&#x101; un t&#x101; . .. Tagad es, k&#x101; saim�nieks b&#x16B;dams, t&#x16B;l&#x12B;t s&#x113;d&#x12B;�os pie gubas un s&#x101;k�u v&#x113;t&#x12B;t, lai iet k&#x16B;l&#x113;jas lopus apkopt. Labi, k&#x16B;l&#x113;jas abas divas iziet &#x101;r&#x101; �lopu kopt�, es atkal s&#x113;stos �pie gubas� un s&#x101;ku ar rok&#x101;m v&#x113;cin&#x101;t un pl&#x101;t&#x12B;ties � glu�i t&#x101;, k&#x101; jau mans t&#x113;vs to lietu dar&#x12B;ja. Te, nav necik ildzi&#x146;i, abas �lopu ko�p&#x113;jas� ieskrien b&#x13C;audamas, b&#x13C;audamas istab&#x101;. Liena ielec sava gult&#x101;, bet Kristi&#x146;a skraida un gr&#x101;bst&#x101;s ap vienu gultu, ap otru . . . nekur nevar aug�&#x101; tikt. Es tik v&#x113;t&#x12B;ju vien, kas man, m&#x101;jas t&#x113;vam, uz mei�tie�i b&#x13C;aust&#x12B;�anos j&#x101;klaus&#x101;s! Bet � kas tas?! Istab&#x101; ien&#x101;k � kaza, balt&#x101; kristum&#x101;tes kaza! Sis t&#x101;ds skats, kas vai sirdi un kaulus satriec. Kaza istab&#x101;! Vai �o skatu sp&#x113;j k&#x101;ds cilv&#x113;ks iedom&#x101;ties? Mans v&#x113;tek- lis � karote bij par v&#x113;tekli � izkr&#x12B;t no rokas . . . vai ar vienu vien&#x12B;gu l&#x113;cienu esmu uz m&#x16B;r&#x12B;�a aug�&#x101;. Ar&#x12B; Kristi&#x146;u uzr&#x101;vu aug�&#x101; uz m&#x16B;r&#x12B;�a. Liena b&#x13C;auj pa gultu. Bet kaza? Kas kazai b&#x113;das! Vi&#x146;ai ne pr&#x101;t&#x101; ne�n&#x101;k, k&#x101;das mums tagad lielas bailes. Vi&#x146;a staig&#x101; pa istabu, nagi vien knauk�&#x137;, apskata m&#x16B;su �k&#x16B;lienu�, pa&#x146;em tur k&#x101;du salmu no zemes, papurina b&#x101;rdu un laikam dom&#x101;, neesot nenieka no t&#x101; m&#x16B;su k&#x16B;liena.</p><image l:href="#15"/><p>Nu kaza iet tai�&#x146;i uz Lienas gultu . . . Liena v&#x113;k�&#x137; k&#x101; traka. Kaza pieiet pie gultas un st&#x101;v . . . Vi&#x146;ai br&#x12B;nums, ko t&#x101; meitene tur v&#x113;k�&#x137;ot. Lai visu �o skatu paties&#x12B;g&#x101;ki not&#x113;lotu, tad man j&#x101;apraksta, k&#x101;da bij kristum&#x101;tes gulta. Gult&#x101; bij piekrauts vesels kalns �&#x101;du panckaru: tur bij gub&#x101; samesti de&#x137;i, ka�oki, sv&#x101;rki un nezin kas viss v&#x113;l. Liena tup r&#x101;pu pa�&#x101; kalna gal&#x101; un b&#x13C;auj; kaza, lej&#x101; st&#x101;v&#x113;dama, skat&#x101;s un br&#x12B;n&#x101;s. Te uz vienreiz s&#x101;k kalns ar visu Lienu t&#x101; l&#x113;&#x146;i, l&#x113;&#x146;i* �&#x13C;&#x16B;kt uz leju. Liena to ar briesm&#x12B;g&#x101;m bail&#x113;m saj&#x16B;t un l&#x16B;ko a�g&#x101;r&#x146;i* r&#x101;pties atpaka&#x13C;, bet, jo r&#x101;pjas, jo kalns ar visu Lienu v&#x113;l vair&#x101;k g&#x101;�as . . . Liena vairs nav gl&#x101;bjama! Viss lupatu kalns ar Lienu pa�&#x101; gal&#x101; g&#x101;�as un uzg&#x101;�as � kazai uz galvas. V&#x113;l viens briesm&#x12B;gs v&#x113;k�&#x137;iens no Lie�nas, tad t&#x101; paz&#x16B;d lupat&#x101;s un kaza izskrien pa durv&#x12B;m � noklaudzas vien.</p><p>. .. V&#x113;l gr&#x101;matas nem&#x101;c&#x113;ju, bet jau p&#x101;taru man bij galv&#x101; vai vesels le&#x123;ions. Rita p&#x101;tarus, vakara p&#x101;tarus un daudz per�u* no dziesmu gr&#x101;matas man sam&#x101;c&#x12B;ja jau t&#x12B;ri mazam. �Ir to tu alla� piemini� � to man vecm&#x101;te iem&#x101;c&#x12B;ja. Vi&#x146;a man lika sa&#x146;emt rokas kop&#x101;, noskai�t&#x12B;t �Ir to tu alla� piemini� un tad p&#x101;rmest krustu. No vecm&#x101;tes es spruku va&#x13C;&#x101;, ja tik labi noskait&#x12B;ju �Ir to tu alla� piemini� un p&#x101;rmetu krustu, vair&#x101;k vi&#x146;a no manis tad ar' nepras&#x12B;ja. Bet, ja &#x146;&#x113;ma mammi&#x146;a vai liel&#x101; m&#x101;sa rok&#x101;, � lai dievs nedod! Skait&#x12B;ju, skait&#x12B;ju, bet, kad redz&#x113;ju, ka per�&#x101;m ne gala, ne malas � ko vienu beidz, te t&#x16B;l&#x12B;t otru s&#x101;k � , tad jau man s&#x101;k uzn&#x101;kt t&#x101;di l&#x113;ni, paklusi �krik�&#x137;i�*, un, ko�l&#x12B;dz tie s&#x101;ka n&#x101;kt, tad jau zin&#x101;ju, nu b&#x16B;s dr&#x12B;z raudas kl&#x101;t. K&#x101; tad! Tas nebij necik ildzi&#x146;i � j&#x101;b&#x13C;auj vis&#x101; kakl&#x101;. Bet es jums saku, t&#x101;s bij tik trakas un stipras raudas, ka tu, cilv&#x113;ks, �&#x101;s savald&#x12B;t nek&#x101;d&#x101; v&#x12B;z&#x113;, lai vai m&#x113;l&#x113; kod. Da�reiz dom&#x101;ju: bet nu satur&#x113;�os un nemaz nerau�d&#x101;�u! Kas tur man, pr&#x101;t&#x12B;gam cilv&#x113;kam, p&#x101;taru d&#x113;&#x13C; ko raud&#x101;t! Bet, l&#x16B;k, t&#x101;d&#x101;s reiz&#x101;s bij jo trak&#x101;ki: nebiju v&#x113;l i ne l&#x101;g&#x101; skait&#x12B;t ies&#x101;cis, jau raudas kl&#x101;t. Mammi&#x146;a mani tad nogr&#x16B;da no sevis nost, no rati&#x146;a, un teica: �Ej, ej, guli zem&#x113;!*� Citreiz nogr&#x16B;da, kol&#x12B;dz krik�&#x137;us izdzirda, v&#x113;l i nemaz raud&#x101;t nebiju s&#x101;cis; citreiz jau krik�&#x137;i paspruka, kol&#x12B;dz mammi&#x146;a man pirmo v&#x101;rdu pasac&#x12B;ja, kas bij skait&#x101;ms. Ak tava nelai�m&#x12B;ga cilv&#x113;ka, k&#x101;ds es toreiz biju! Da�reiz s&#x113;r&#x12B;gs s&#x113;d&#x113;ju gult&#x101; un dom&#x101;ju, vai nevar&#x113;tu k&#x101;dreiz noskait&#x12B;t p&#x101;tarus bez raud&#x101;m . . . Visi priec&#x101;jas un smejas, v&#x113;rpj, ada, sprau� skalu spraustuv&#x113;� Kristi&#x146;a ielej dz&#x113;rienu no stopa dobulti&#x146;&#x101; un tad taisa tilti&#x146;u p&#x101;ri . . . Skalam ogle reiz&#x101;m iz�&#x137;iras uz div&#x101;m da&#x13C;&#x101;m un izgrie�as k&#x101; govs ragi uz ab&#x101;m pus&#x113;m, un, kad es tur asarain&#x101;m acti&#x146;&#x101;m l&#x12B;dz sirds dzi�&#x13C;umiem noskumis skatos, tad man t&#x101; izr&#x101;d&#x101;s, it k&#x101; b&#x16B;tu divi skali un divi ugunis, un �etri �ragi� . . . Ka&#x137;is slaista asti un glauda s&#x101;nus gar rati&#x146;a k&#x101;ju . . . Visiem tik labi, tik labi, bet man nav prieka ne�k&#x101;da, man tik b&#x113;das. Bet uz vienreiz un it piep&#x113;�i man it k&#x101; k&#x101;da sa�v&#x101;da gaisma iesp&#x12B;d sird&#x12B;, k&#x101; sav&#x101;ds, m&#x12B;l&#x12B;gs siltums p&#x101;r&#x146;em mani visu � es pats nezinu, k&#x101; man ir, tik to zinu, ka pieeju pie mammi�&#x146;as, apskaujos ab&#x101;m rok&#x101;m vi&#x146;ai ap kaklu, nobu�oju vi&#x146;ai vaigu un saku: �M&#x12B;&#x13C;&#x101; mammi&#x146;, nu es vairs neraud&#x101;�u.� Mammi&#x146;a uzreiz no�st&#x101;jas v&#x113;rpt, pa&#x146;em mani aiz padus&#x113;m un uzvelk sev uz kl&#x113;pja. Vi&#x146;a man glauda galvu, un es nezinu, ko tur saka. Bet to gan dro�i varu tagad teikt, ka vi&#x146;as m&#x101;tes sirds bij l&#x12B;ksma par savu �atrasto� d&#x113;lu. No �&#x101;s reizas man vairs netika raudas n&#x101;ku�as pie p&#x101;tariem. Nu man p&#x101;taru skait&#x12B;�ana k&#x13C;uva par itin m&#x12B;&#x13C;u darbu. Bet gudrs es netiku, caur ko tas bij n&#x101;cies, caur ko ne. Tagad, ko m&#x101;c&#x12B;jos, to l&#x16B;koju ar&#x12B; �sa�prast�. Lai gudr&#x101;ks cilv&#x113;ks tulko p&#x101;taru per�as, k&#x101; grib, bet es vi&#x146;as tulkoju t&#x101;, k&#x101; es grib&#x113;ju un k&#x101; man �tas gars� deva iztulkot. Gan�dr&#x12B;z katra p&#x101;taru per�a man st&#x101;st&#x12B;ja notikumus un r&#x101;d&#x12B;ja skatus, k&#x101;�dus lielie cilv&#x113;ki nevar ne iedom&#x101;ties.</p><p>Es jums, mani m&#x12B;&#x13C;ie las&#x12B;t&#x101;ji, vienu per�i&#x146;u iztulko�u p&#x113;c savas toreiz&#x113;j&#x101;s v&#x12B;zes. To man mammi&#x146;a toreiz m&#x101;c&#x12B;ja, kad man raudu laiki bij p&#x101;rg&#x101;ju�i un kad man per�as s&#x101;ka patikt. Per�a, l&#x16B;k, �it&#x101;da:</p><p>�Ak, m&#x12B;&#x13C;&#x101;s m&#x101;sas, steigsimies</p><p>Uz za&#x13C;&#x101;m v&#x101;�u p&#x13C;av&#x101;m</p><p>Pie skaidras upes mazg&#x101;ties,</p><p>Ka t&#x12B;ras, baltas topam.</p><p>Mums ir uz sv&#x113;tkiem j&#x101;steidzas</p><p>Un liel&#x101; pulk&#x101; j&#x101;st&#x101;jas,</p><p>Kur Kristus draudze dz&#x12B;vo.�</p><p>Es dom&#x101;ju, ka t&#x101;s �m&#x12B;&#x13C;&#x101;s m&#x101;sas� ir bezgal&#x12B;gi lieli meitie�i, apse�gu�ies balt&#x101;m sedzen&#x113;m, � visas st&#x101;v d&#x101;rz&#x101; pie akas un skat&#x101;s akas &#x16B;den&#x12B;. Visas jau ir satais&#x12B;ju�&#x101;s un nomazg&#x101;ju�&#x101;s �t&#x12B;ras, baltas�. Bet tas d&#x101;rzs nav vis t&#x101;ds k&#x101; m&#x16B;su d&#x101;rzs ar &#x101;bel&#x113;m un k&#x101;postu gr&#x113;d&#x101;m, bet ir liela, pla�a, l&#x12B;dzena p&#x13C;ava, un pa to p&#x13C;avu � tur t&#x101;&#x13C;u, t&#x101;&#x13C;u vi&#x146;&#x101; mal&#x101; � gan&#x101;s sarkani v&#x113;r�i lieliem ragiem, un t&#x101;s �m&#x12B;&#x13C;&#x101;s m&#x101;sas� s&#x101;ks</p><image l:href="#16"/><p>tagad tos v&#x113;r�us gan&#x12B;t un dzied&#x101;t, un tas b&#x16B;s bezgala jauki. Un t&#x101; pati tad b&#x16B;s t&#x101; �Kristus draudze� � proti, t&#x101; v&#x113;r�u gan&#x12B;�ana un t&#x101; dzied&#x101;�ana. V&#x113;r�i man t&#x101;d&#x113;&#x13C; �ai gar&#x101; t&#x113;lojum&#x101; par&#x101;d&#x12B;j&#x101;s, ka es per- �i&#x146;&#x101; min&#x113;t&#x101;s �v&#x101;�u p&#x13C;avas� cit&#x101;di nevar&#x113;ju saprast un tulkot k&#x101; par �v&#x113;r�u p&#x13C;av&#x101;m�.</p><p>Un, t&#x101; sac&#x12B;t, katra per�a, katrs p&#x101;tara gabals bija pilns ar da�&#x101;�d&#x101;m bild&#x113;m un lielisk&#x101;m glezn&#x101;m. Atminos v&#x113;l vienas citas per�as � jau tad es m&#x101;c&#x113;ju gr&#x101;matu las&#x12B;t �, kur ar' man bij daudz, ko dom&#x101;t un pr&#x101;tot. S&#x12B; per�a atrad&#x101;s vecm&#x101;tes bil�ainaj&#x101; dziesmu gr&#x101;mat&#x101;. Vi&#x146;a skan&#x113;ja t&#x101;:</p><p>�Dievs Izrael' aprauga, Atsk&#x101;rstiet, &#x13C;auti&#x146;i, Pie t&#x101; n&#x101;k k&#x101; pie drauga Ar sve�i pag&#x101;ni. Vi&#x146;� ragu pac&#x113;lis, Kas p&#x101;ri pl&#x16B;st no eljes*, Lai ikviens n&#x101;k un sme&#x13C;as, Kas b&#x113;d&#x12B;gs, izmisis.�</p><p>Se es dievu t&#x113;loju t&#x101;du ne visai vecu v&#x12B;ru ar lielu, garu kaklu un ar vienu ragu pier&#x113;. Rags t&#x101;ds k&#x101; vec&#x101;t&#x113;va brandv&#x12B;na rags: resnais gals balts, tievais pel&#x113;ks. T&#x101;ds nu tur tas dievs s&#x113;d uz be&#x146;&#x137;a zem t&#x101;�d&#x101;m k&#x101; palieven&#x113;m. S&#x113;d, un vi&#x146;am galva nok&#x101;rta uz leju. Bet tur pa lielce&#x13C;u, pa gan&#x12B;b&#x101;m skrien pulci&#x146;iem un rindi&#x146;&#x101;m t&#x101;di mazi, mazi &#x13C;auti&#x146;i: tie visi ir �sve�i pag&#x101;ni�. Vi&#x146;i grib dievam par draugiem b&#x16B;t un t&#x101;d&#x113;&#x13C; visi skrien �urp, kur dievs zem lieven&#x113;m s&#x113;d. Bet dievam �&#x101;di draugi nepat&#x12B;k � pag&#x101;nu es tolaik dom&#x101;ju v&#x113;l nelab&#x101;ku k&#x101; vellu � , dievs tik pace&#x13C; savu ragu uz aug�u un tais&#x101;s pag&#x101;nus durt nost. Pag&#x101;ni smejas un, k&#x101;jas �&#x101; t&#x101; izloc&#x12B;dami, izskraida savmal* � i nesaman&#x101;mi, kur paliek, kur ne. Bet ar to diev&#x12B;bu man izlik&#x101;s pavi�sam &#x113;rm&#x12B;gi. Kas tas t&#x101;ds par dievu var b&#x16B;t, kam rags pier&#x113;? Vellam gan ragi pier&#x113;, bet dievam? . . . Varb&#x16B;t tas ir k&#x101;ds cits dievs, m&#x16B;su dievs ar pag&#x101;niem netinas, gana vi&#x146;am i labu cilv&#x113;ku . . .</p><p>Es to jums nevaru pateikt, cik vecs biju, kad s&#x101;ku gr&#x101;mat&#x101; m&#x101;c&#x12B;�ties, bet to zinu gan, ka ap �raudu laikiem� v&#x113;l no gr&#x101;matas vair&#x101;k nezin&#x101;ju k&#x101; tik �t&#x101; sv&#x113;ta b&#x113;rnu m&#x101;c&#x12B;ba�. K&#x101;ds bij mana gr&#x101;matas laikmeta ies&#x101;kums, to it labi atminos un to jums t&#x16B;l&#x12B;t past&#x101;st&#x12B;�u. M&#x16B;su m&#x101;j&#x101; san&#x101;ca �ig&#x101;ni. Liela verdze* �ig&#x101;nu! Citi brauk�us, citi j&#x101;�us. Zirgiem spr&#x101;dzes un ridzes* vien sp&#x12B;d&#x113;ja. Bet pa�iem �ig&#x101;niem nebij nevienam labu sv&#x101;rku mugur&#x101;. �ig&#x101;niet&#x113;m bij za&#x13C;as sedzenes, citai zem sedzenes bij mazs b&#x113;rns, citai lielas kules p&#x101;r pleciem, kur putrai�mus, miltus un ga&#x13C;u ieb&#x113;rt un ieb&#x101;zt. Iedom&#x101;ju, viena ielika savu kuli piest&#x101;, bet piest&#x101; bij ieliets &#x16B;dens; izvilka kuli � �urkst&#x113;ja vien.</p><p>Bet ta l&#x101;d&#x113;ja! B&#x113;rni ar' san&#x101;ca istab&#x101;, bet citi gul&#x113;ja � tie, kas tie plik&#x101;kie, � turpat vezumos zem spilveniem, galvas vien k&#x101; pogas lauk&#x101; izb&#x101;ztas. Mani ieraudz&#x12B;ju�i, vi&#x146;i izstiepa lielas, garas m&#x113;les, &#x137;&#x113;rca un vis&#x101;di m&#x113;d&#x12B;j&#x101;s. Es ar' vienreiz, izstiepis m&#x113;li, pam&#x113;d&#x12B;ju pre�tim un tad ieg&#x101;ju istab&#x101;. Istaba �ig&#x101;nu vai b&#x101;zt pieb&#x101;zta. Viens, uzk&#x101;pis uz m&#x16B;r&#x12B;�a, dauza ar dzelzs gabalu s&#x101;li no liel&#x101; grauda nost, kas tur aug�&#x101; uz kr&#x101;sns; citi �&#x137;in s&#x12B;polus nost no p&#x12B;n&#x113;m un t&#x16B;l&#x12B;t s&#x101;k &#x113;st; viens ierauga skrodera lietu ta�u pie sienas pak&#x101;rtu, t&#x16B;l&#x12B;t pie t&#x101;s kl&#x101;t, attaisa va&#x13C;&#x101; un s&#x101;k mekl&#x113;t, kas tur b&#x16B;�ot iek�&#x101;. Izcil&#x101; kal- ti&#x146;us, &#x101;muri&#x146;u, �&#x137;&#x113;res, izskat&#x101;s, izm&#x113;&#x123;ina �&#x101; un t&#x101;, apgrie� ar �&#x137;&#x113;r&#x113;m sev nagus � samet atkal lietas ta�&#x101; atpaka&#x13C;. Beidzot �ig&#x101;ns izmet no ta�as graudi&#x146;u kr&#x12B;ta un uzrauj otram �ig&#x101;nam lielu krustu uz mu�guras. Visi �ig&#x101;ni smejas Cits par citu un sit ar d�ind�al&#x101;m* apkrus�totajam �ig&#x101;nam pa muguru, it k&#x101; vai grib&#x113;dami krustu ar d�ind�a�l&#x101;m nodz&#x113;st. Uz vienreiz apkrustotais &#x13C;oti veikli apgrie�as pret krusta vilc&#x113;ju, uzkliedz &#x13C;oti stipr&#x101; bals&#x12B; vienu v&#x101;rdu pa �ig&#x101;niski un iesit ar savu d�ind�alu �im pa kaklu, �is dod pretim . . . pirmais dod atkal . .. �is atkal . . . pirmais atkal � nu b&#x13C;auj un sit, lauk�&#x137; vien, aizliek elkoni ac&#x12B;m priek�&#x101; un l&#x16B;ko viens otram kl&#x101;t tikt. Beidzot viena liela, za&#x13C;a �ig&#x101;niete dodas �&#x12B;kst&#x113;t&#x101;jiem starp&#x101;, sakliedz pa �ig&#x101;niski un sa�gr&#x101;bj tam vienam aiz d�ind�alas. Gana �is v&#x113;l l&#x16B;ko izraut, gr&#x16B;sta veceni �&#x101; un t&#x101;, bet nek&#x101; vien nel&#x12B;dz, vecene ir stipra. V&#x113;l visi �ig&#x101;ni nosmejas, un tad ir miers. Es nebiju nemaz no �ig&#x101;niem bail&#x12B;gs, es ar vi&#x146;iem jau daudzreiz biju b&#x101;ries, un vi&#x146;i man ne&#x137;o nedr&#x12B;kst&#x113;ja dar&#x12B;t. Es vi&#x146;iem jau daudzreiz biju sac&#x12B;jis, ka esmu saimnieks, un tad citreiz k&#x101;ds pras&#x12B;ja: �Klau, saimniek, � kur t&#x101; tava t&#x113;va p&#x12B;pe? Dod, lai es izgrabinu!� Es ar' dab&#x16B;ju t&#x113;va p&#x12B;pes rok&#x101;, iedevu �ig&#x101;nam un sa�c&#x12B;ju: �Se, &#x146;em!� T&#x101; �oreiz ar', k&#x101; jau da�dien saimnieks, es no �ig&#x101;�niem nemaz nebijos, bet sakliedzu: �Lauk&#x101; no m&#x101;jas! Vai te kauties n&#x101;ku�i � man&#x101; m&#x101;j&#x101;?� Te viens �ig&#x101;ns pien&#x101;k pie manis kl&#x101;t un saka: �Klau, tu, puika, � vai m&#x101;ki gr&#x101;matu? Se ku' �itas kungs ir �ig&#x101;nu m&#x101;c&#x12B;t&#x101;js, vi&#x146;� tev grib dot gr&#x101;matu las&#x12B;t; ja nem&#x101;c&#x113;si, ieb&#x101;z&#x12B;s mais&#x101; un aizvedis uz pas&#x12B;liju*.� �ig&#x101;ns par&#x101;da ar pirkstu uz k&#x101;du otru �ig&#x101;nu, kas s&#x113;d&#x113;ja uz kr&#x113;sla un pa�reiz bij izvilcis pulkste&#x146;u* no &#x137;e�as � tai skat&#x12B;j&#x101;s. Ak tavas sv&#x113;t&#x101;s bailes! Es vai ar vienu cilpu pa durv&#x12B;m lauk&#x101; un � prom uz k&#x16B;ti! Es zin&#x101;ju, ka mammi&#x146;a slauc govis. �Mammi&#x146;, �ig&#x101;nu m&#x101;c&#x12B;t&#x101;js man grib gr&#x101;matu pras&#x12B;t.� � �Kas tas t&#x101;ds?� mammi&#x146;a atprasa. � ��ig&#x101;nu m&#x101;c&#x12B;t&#x101;js!� es atsaku. �Vi&#x146;� is�tab&#x101; uz kr&#x113;sla s&#x113;d un skat&#x101;s pulksten&#x101;.� � ��ig&#x101;nu m&#x101;c&#x12B;t&#x101;js?� mam�mi&#x146;a br&#x12B;n&#x101;s. �K&#x101;ds �ig&#x101;nu m&#x101;c&#x12B;t&#x101;js? Tiem me�a lopiem? Ej tik vien dro�i uz istabu un pieskaties, ka ko nenozog. . . Bet es vi&#x146;iem, lupa�t&#x101;m, gan par&#x101;d&#x12B;�u! . . . Man b&#x113;rnu bied&#x113;t? . . .� mammi&#x146;a v&#x113;l norun&#x101;ja pati pie sevis. Es nu atkal biju liels v&#x12B;rs, g&#x101;ju uz istabu un sakliedzu, ka nav br&#x12B;v zagt. Lauk&#x101; no m&#x101;jas! . . .</p><image l:href="#17"/><p>N&#x101;ca mammi&#x146;a, iedeva katrai �ig&#x101;nietei pa krim�&#x137;am �&#x101; vai t&#x101;, pieb&#x101;ra v&#x113;l visus no vietas un tad teica, lai taisoties t&#x16B;li&#x146; prom no m&#x101;jas, cit&#x101;di, kad n&#x101;k�ot d&#x113;lie�i, izvad&#x12B;�ot ar negodu. �ig&#x101;ni v&#x113;l pabija k&#x101;du br&#x12B;ti&#x146;u un tad grieza zirgus apk&#x101;rt � i visi pa v&#x101;rtiem prom.</p><p>Bet man m&#x101;c&#x12B;t&#x101;js neizg&#x101;ja no pr&#x101;ta. V&#x113;lreiz ar mammi&#x146;u labi pamat&#x12B;gi par �o lietu izrun&#x101;jos, sak, k&#x101; tas &#x12B;sten* ir ar to m&#x101;c&#x12B;t&#x101;ju, kam vi&#x146;� ir un kam vi&#x146;a nav. Mammi&#x146;a teica, �ig&#x101;niem m&#x101;c&#x12B;t&#x101;ja ne�esot, bet mums pa�iem gan esot, vai ta' es neesot bazn&#x12B;c&#x101; redz&#x113;jis. L&#x16B;k, tas ar to melno m&#x113;teli � tas esot tas m&#x101;c&#x12B;t&#x101;js, un pie t&#x101; man b&#x16B;�ot j&#x101;iet gr&#x101;matu las&#x12B;t. Tad es mammi&#x146;ai pras&#x12B;ju, vai dr&#x12B;zi. Vi&#x146;a teica: dr&#x12B;zi gan, nu jau es diezgan liels esot izaudzis. Tad v&#x113;l mammi&#x146;a sac&#x12B;ja, t&#x113;vs, kad R&#x12B;g&#x101; brauk�ot, atved&#x12B;�ot man &#x101;beci un tad tik t&#x16B;l&#x12B;t ar to pa�u galu var&#x113;�ot s&#x101;kt m&#x101;c&#x12B;ties gr&#x101;mat&#x101;. Man tagad t&#x101; bij, kaut tik jau vai �odien pat s&#x101;ku�i mani m&#x101;c&#x12B;t gr&#x101;mat&#x101;, kas to var zi�n&#x101;t, kuru dien'* m&#x101;c&#x12B;t&#x101;js pasauc. Es mammi&#x146;ai pras&#x12B;ju, vai nevar&#x113;tu vecm&#x101;tes �bil�u gr&#x101;mat&#x101;� m&#x101;c&#x12B;ties, sak, es jau no t&#x101;s vienu rindu m&#x101;ku; mammi&#x146;a teica: n&#x113;, t&#x101; neesot priek� b&#x113;rniem, b&#x113;rniem vajagot &#x101;beces.</p><p>Mani m&#x12B;&#x13C;ie kungi un kundzes, nu j&#x16B;s man gan varb&#x16B;t grib&#x113;siet l&#x16B;gt, sak, esi tik labs un st&#x101;sti, k&#x101; tev g&#x101;ja ar gr&#x101;matas m&#x101;c&#x12B;�anos un ko labu tu no tiem laikiem atminies. Es atl&#x16B;dzos, mani kungi un kun�dzes. Es, zin&#x101;ms, varu past&#x101;st&#x12B;t � vienalga; bet kas jums tur par labu b&#x16B;s? Garlaic&#x12B;gi vien s&#x101;ks mesties, un man tad neb&#x16B;s nek&#x101;da prieka. J&#x16B;s jau pa�i ar' esat gr&#x101;matas cilv&#x113;ki un t&#x101;pat lai* mazus t&#x113;vs vai m&#x101;te m&#x101;c&#x12B;ja � tas jau nav nekas sve�s. Tika jau ir mani k&#x101;d�reiz iezelt&#x12B;ju�i � ko ta' tur liegties? Un t&#x101;tad j&#x16B;s nu gan pa�i ar' zin&#x101;t, k&#x101; ap tiem laikiem t&#x101;diem v&#x12B;riem da�k&#x101;rt iet. Ja esi uzman&#x12B;gs un m&#x101;ki z&#x12B;m&#x113;m rikt&#x12B;gi ar iesmu uzdurt, nu, tad ir labi, bet, ko jau n&#x113;, ko tev s&#x101;k uzn&#x101;kt apst&#x101;ji vai pat nejaukie krik�&#x137;i, tad jau zini, ka labais gods vairs neb&#x16B;s, tad jau tik par&#x101;da vien: vai paz&#x12B;sti, kas �is tur ir aiz sijas? Ai, t&#x101;das lietas mums gandr&#x12B;z katram ir no �tiem laikiem� lab&#x101; atmi&#x146;&#x101;, ne&#x146;emiet par &#x13C;aunu. Un es t&#x101;d&#x113;&#x13C; ar' negribu par savu gr&#x101;�matas laikmetu jums gar&#x101;ki st&#x101;st&#x12B;t, ka neko sevi�&#x137;u, kas b&#x16B;tu t&#x101; k&#x101; vair&#x101;k iev&#x113;rojams, neatminos.</p><p>Tik to jums varu teikt, ka reiz las&#x12B;ju tai pa�&#x101; vecm&#x101;tes bil�u gr&#x101;�mat&#x101;, bet tad jau es biju liels gr&#x101;matnieks, izlas&#x12B;ju, lai deva kaut k&#x101;du gr&#x101;matu, � las&#x12B;ju liel&#x101;, stipr&#x101; bals&#x12B;:</p><p>�Negudri &#x13C;audis saka t&#x101; Un dom&#x101; sav&#x101; pr&#x101;t&#x101;: Dievs nevaid vis tik bl&#x113;d&#x12B;ga Un vi�&#x137;i&#x146;* samait&#x101;ta ��</p><p>Las&#x12B;ju un apst&#x101;jies s&#x101;ku pats sav&#x101; nodab&#x101; p&#x101;rdom&#x101;t, k&#x101; tas &#x12B;sten' bij �ai per�&#x101; teikts: �Dievs nevaid vis tik bl&#x113;d&#x12B;ga un vi�&#x137;i&#x146; (p&#x113;c mana r&#x113;&#x137;ina, b&#x16B;tu j&#x101;st&#x101;v �bi�&#x137;i&#x146;�) samait&#x101;ta.� Ko tas gan noz&#x12B;m&#x113;? Tas jau izklaus&#x101;s, it k&#x101; kad dievs b&#x16B;tu meitietis; bet lai man neviens ne�st&#x101;sta, ka dievs ir sieviete, priek� tam es jau esmu par daudz gudrs. Dievs ir rikt&#x12B;gs v&#x12B;rietis, t&#x101;ds ar sirmu, garu b&#x101;rdu, un velns ar' ir v&#x12B;�rietis � tas ir t&#x101;ds bez b&#x101;rdas un staig&#x101; r&#x101;pu apk&#x101;rt it k&#x101; r&#x16B;kdams lauva, un mekl&#x113;, kuram tik klupt mugur&#x101; un apr&#x12B;t. . . T&#x101;tad �&#x12B; dziesma � lai dievs piedod gr&#x113;kus! � ir nerikt&#x12B;gs dievv&#x101;rds. Patie�s&#x12B;b&#x101; tur vajadz&#x113;ja b&#x16B;t t&#x101;: �Dievs nevaid vis tik bl&#x113;d&#x12B;gs un bi�&#x137;i&#x146; samait&#x101;ts.� Bet dziesmu gudrot&#x101;ji laikam tamd&#x113;&#x13C; t&#x101; nav liku�i, ka tad, l&#x16B;k, neizkr&#x12B;t rikt&#x12B;gi �p&#x113;c meldi&#x146;a�. � J&#x16B;s nu gan, m&#x12B;&#x13C;ie kungi un kundzes, par �&#x101;du manu pr&#x101;tojumu varb&#x16B;t smejaties un sak&#x101;t: kas tas par glupju kriti&#x137;i! � Nek&#x101; es jums nepiekr&#x12B;tu vis. Zin&#x101;ms, es pats jau ar' tagad par savu toreiz&#x113;jo �&#x12B;sredz&#x12B;bu� smejos un smejos par to ar', cik joc&#x12B;gi �&#x12B; per�a izn&#x101;k, kad t&#x101; lasa k&#x101; toreiz. Bet mans t&#x113;vs jau ar' t&#x101;pat las&#x12B;ja; kas tolaik par pieturas z&#x12B;m&#x113;m ko l&#x101;g&#x101; lika? T&#x101;pat las&#x12B;ja liel&#x101; kristum&#x101;te, t&#x101; maz&#x101; kristum&#x101;te, t&#x101; Lienas t&#x113;vs. Lienas t&#x113;vs pasaul&#x12B;gi daudz meloja: gr&#x101;mat&#x101;, kur bij j&#x101;saka �l&#x113;cas kaisa�, tur �is las&#x12B;ja �c&#x113;l&#x101;s gais&#x101;�. Nu, un t&#x101; i man, cilv&#x113;kam, � kur tad es lai var&#x113;ju p&#x113;c z&#x12B;m&#x113;m m&#x101;c&#x12B;ties? . . . Un t&#x101;tad v&#x113;l&#x101;k, k&#x101; tiku jau vair&#x101;k pie atz&#x12B;�anas, at&#x123;idos, cik aplam biju pr&#x101;tojis par min&#x113;to �dieva dziesmas� panti&#x146;u. P&#x113;c rikt&#x12B;g&#x101;m pieturas z&#x12B;m&#x113;m lasot, izn&#x101;k min&#x113;tais panti&#x146;� �it&#x101;:</p><p>�Negudri &#x13C;audis saka t&#x101; Un dom&#x101; sav&#x101; pr&#x101;t&#x101;: �Dievs nevaid vis!� � Tik bl&#x113;d&#x12B;ga Un vi�&#x137;i&#x146; samait&#x101;ta Ir visa vi&#x146;u b&#x16B;�ana ��</p><p>K&#x101; n&#x101;ca liel&#x101; m&#x101;sa vair&#x101;k �paskolota�, jau man ar' �o to vair&#x101;k no rakstiem ier&#x101;d&#x12B;ja, jau nu es zin&#x101;ju, kas ir �funt�, kas ir �komm&#x101;�, jau v&#x113;l&#x101;k var&#x113;ju ar kr&#x12B;tu vai z&#x12B;muli uzraut k&#x101;du A vai B. Atminos, mazais �u� man bij gr&#x16B;ti uzrakst&#x12B;t, jo gl&#x12B;t&#x101;ku dom&#x101;jos rakst&#x12B;t, jo ne�gl&#x12B;t&#x101;ks tika: stabi&#x146;i katrreiz izn&#x101;ca sasl&#x113;ju�ies viens pret otru. Bei�dzot m&#x101;sa deva t&#x101;du padomu, lai raujot labi &#x101;tri, lai netaisot tik l&#x113;ni, varb&#x16B;t tad izn&#x101;k�ot lab&#x101;ks. K&#x101; r&#x101;vu &#x101;tri, i lab&#x101;ks tika.</p><p>Vasara! Vasara kl&#x101;t!</p><p>Visa Liedeskalna birzs za&#x13C;a! K&#x13C;avu zaros dzied strazdi, un bezde�l&#x12B;gas str&#x101;d&#x101; m&#x16B;ra darbu. &#x100;beles tik baltas, k&#x101; vien&#x101;s sniega kupen&#x101;s, un, ai, tik kuplas, tik kuplas! Cik laim&#x12B;gi j&#x16B;s, putni&#x146;i, ka j&#x16B;s varat vi&#x146;u zaros dz&#x12B;vot un dzied&#x101;t! � Uz oln&#x12B;cas piebirusi k&#x101;rta dzelteno ziedu no k&#x13C;av&#x101;m, gr&#x101;b vai pilnas saujas un priec&#x101;jies . .. Vasara, vasara kl&#x101;t!</p><p>T&#x101;ds l&#x12B;ksms un laim&#x12B;gs es vien&#x101; jauk&#x101; pavasara r&#x12B;t&#x101; jutos, no savas gulti&#x146;as izr&#x101;pies un uz pagalma izg&#x101;jis. Man izlik&#x101;s, it k&#x101; pa nakti viss �is jaukums b&#x16B;tu radies, es dom&#x101;ju, ka vakar v&#x113;l nemaz tik jauki un skaisti &#x101;r&#x101; nebij k&#x101; tagad. Ak, �&#x101;s j&#x16B;tas nemaz nav aprakst&#x101;mas! Pats nezini, k&#x101; tev ir, nezini, kurp ietu, ko visu dar&#x12B;tu un k&#x101; l&#x12B;ksmotos un priec&#x101;tos. Viss tev zib un zalgo, kurp tik vien skaties; saul&#x12B;te tik silta . . . nepat&#x12B;k uz uguns i paskat&#x12B;ties, kas tur rij&#x101; zem katla deg un liesmo. Uguns tagad izliekas t&#x101;da veca � t&#x101; tik ziemai der. Visi staig&#x101; pa lauku bas&#x101;m k&#x101;j&#x101;m. . . Mammi&#x146;ai ar' vairs nav ka�o�ci&#x146;a . . . Vistai paka&#x13C; tek pulci&#x146;� c&#x101;l&#x12B;�u, t&#x101;di dzelteni un apa&#x13C;i k&#x101; oli�&#x146;as. Tie visi liel&#x101;s vistas b&#x113;rni&#x146;i � un vi&#x146;a tos m&#x12B;&#x13C;o: paaicina vien un iedod, ja ko atrod . . . Mammi&#x146;a mani ar' m&#x12B;&#x13C;o. L&#x16B;k, �e nupat vi&#x146;a saka, lai nomazg&#x101;jot muti, izsuk&#x101;jot galvu un uzvelkot sv&#x101;rci&#x146;us. Es ar' mud&#x12B;gi t&#x101; izdaru, un tad vi&#x146;a ieiet pagrab&#x101;, uzliek sviestu uz maizes gabala un man iedod. Ai, cik tas pat&#x12B;kami � sviestmaizi &#x113;st un silt&#x101; saul&#x12B;t&#x113; dz&#x12B;vot! � Ne vairs p&#x101;tari j&#x101;skaita . . . nevienam nav vairs va&#x13C;as man p&#x101;tarus pras&#x12B;t, visi str&#x101;d&#x101;, kust vien. Bet es? Es esmu br&#x12B;vs k&#x101; kume&#x13C;�. Manai lielai m&#x101;sai j&#x101;iet ganos; vi&#x146;ai ir gr&#x16B;ti, t&#x101;d&#x113;&#x13C; vi&#x146;a reiz&#x101;m r&#x12B;tos raud, kad agri ce&#x13C; aug�&#x101;. Un citreiz vi&#x146;ai ir slapjas dr&#x113;bes, kad n&#x101;k no ganiem m&#x101;j&#x101;, citreiz ir k&#x101;ds tel&#x113;ns me�&#x101; palicis, citreiz k&#x101;ju pirksti izpluku�i* � un mammi&#x146;a vi&#x146;ai sm&#x113;r&#x113; k&#x101;jas ar kr&#x113;jumu. S&#x12B; atkal, nabadz&#x12B;te, raud� Bet kas man nedz&#x12B;vot! Man nemaz k&#x101;jas nes&#x101;p, t&#x101;d&#x113;&#x13C; man ar' mammi&#x146;a nesm&#x113;r&#x113;, un man ar' nepa�t&#x12B;k t&#x101;da sm&#x113;r&#x113;�ana. Kristi&#x146;ai gan iet lab&#x101;k nek&#x101; lielajai m&#x101;sai, t&#x101;d&#x113;&#x13C; ka vi&#x146;ai nav ganos j&#x101;iet, bet tik labi vi&#x146;ai ar' neiet k&#x101; man. Bet vi&#x146;a pati pie t&#x101; vain&#x12B;ga. Kristi&#x146;a ir briesm&#x12B;gi dumj� meit&#x113;ns. Reiz&#x101;m vi&#x146;a s&#x101;k mammi&#x146;ai pras&#x12B;t to, k&#x101; nemaz nav un ko nevar dab&#x16B;t, citreiz lien virs&#x16B;, d&#x12B;kdama, lai �ai nop&#x113;rkot no �&#x12B;da to, k&#x101; �&#x12B;dam nemaz nav, un �&#x12B;da pa�a ar' nav. Lien mammi&#x146;ai paka&#x13C; un d&#x12B;c k&#x101; ods. Mammi&#x146;a run&#x101; tikm&#x113;r, tikm&#x113;r ar labu, bet, kad vairs nevar un nevar noklaus&#x12B;�ties Kristi&#x146;as d&#x12B;ko&#x146;&#x101;, gr&#x101;bj tad to rok&#x101;, saper labi brangi un notrenc gul&#x113;t. Kad mammi&#x146;a uz Kristi&#x146;u t&#x101; pasaka: �Es jau redzu, tev jau nu atkal miegs n&#x101;k,� � tad t&#x16B;l&#x12B;t var zin&#x101;t, nu p&#x113;rs. Es to biju smalki iel&#x101;gojis, bet Kristi&#x146;a � ek, bij dumj� cilv&#x113;ks! � no t&#x101; neko ne�j&#x113;dza, tik d&#x12B;ca vien joproj&#x101;m, kam&#x113;r k&#x16B;liens uzkrita k&#x101; slazda valgs.</p><p>T&#x101;, redz, visiem bij b&#x113;das, lai k&#x101;das kuram, bet man b&#x113;du nebij nek&#x101;du. � Es jums varu sac&#x12B;t, �&#x12B; vasara man bij no vis&#x101;m t&#x101; jauk&#x101;k&#x101;. �ovasar man v&#x113;l parad&#x12B;zes d&#x101;rzs. Bet �ito pa�u vasar'* vi&#x146;� man ar' pamaz&#x12B;ti&#x146;&#x101;m jau zuda. Mana sirds jau s&#x101;ka apzin&#x101;ties pasaules gr&#x16B;�tumu un b&#x113;du, lai ar&#x12B; pati v&#x113;l gr&#x16B;tuma un b&#x113;du necieta nek&#x101;du. Vai ta' nezin&#x101;ms, ka t&#x101; apzi&#x146;a vien, ka pasaul&#x113; cik da�am labam slikti neiet, var cilv&#x113;ku t&#x12B;ri stipri sab&#x113;din&#x101;t, lai ar&#x12B; tam nek&#x101;du to b&#x113;du nav, k&#x101; i, sak, man pa�am? Bet ko tur nu par to! Lab&#x101;k st&#x101;st&#x12B;�u, ko at�minos no �&#x101;s jauk&#x101;s vasaras. Aizg&#x101;ju vienreiz uz otr&#x101;m s&#x113;t&#x101;m p&#x113;c smalk&#x101; sieti&#x146;a � mammi&#x146;ai laikam bij milti j&#x101;sij&#x101;. M&#x101;sa sac&#x12B;ja, lai es, kad ieejot istab&#x101;, sakot: �Labdien!� T&#x101; &#x113;rmoti gan bij ap sirdi, k&#x101; nu sac&#x12B;si t&#x12B;ri k&#x101; liels cilv&#x113;ks labdien! S&#x101;ks visi smieties, kauns vien tiks. Sa&#x146;&#x113;mu dro�u d&#x16B;�u un ieg&#x101;jis pasac&#x12B;ju ar'. Bet gan zinu, ka man tas v&#x101;rds izg&#x101;ja ne visai t&#x101;d&#x101; jauki skano�&#x101; bals&#x12B;. Nu, bet nekas! Lab�dienu at&#x146;&#x113;ma, un pati vi&#x146;s&#x113;tu m&#x101;te pasac&#x12B;ja uz savu d&#x113;lu: �Redz, J&#x101;ni, k&#x101; vi&#x146;u puisis i labdienu m&#x101;k padot, vai tu ar' t&#x101; m&#x101;c&#x113;tu?� Es k&#x13C;uvu varen lepns sav&#x101; gar&#x101; � bail vairs nebij nemaz � un pras&#x12B;ju t&#x16B;�l&#x12B;t p&#x113;c sieti&#x146;a. Bet vi&#x146;u mamma sac&#x12B;ja, gan jau aiznes&#x12B;�ot sieti&#x146;u; pag, j&#x101;dod esot tam mazajam vies&#x12B;�am mielasts. Vai dievi&#x146;! T&#x101; man bij vai dz&#x12B;va nelaime � sve�&#x101; m&#x101;j&#x101; &#x113;st. K&#x101;ds tur gan nevar gad&#x12B;ties: padod vai ko t&#x101;du �&#x137;idru .. . uzl&#x12B;st uz sv&#x101;rkiem . . . vai ar&#x12B;, ja ar gl&#x101;�z&#x113;m ko dod, sapl&#x12B;st vai gl&#x101;ze, vai apg&#x101;�as. . . vai ar' iedod par daudz lielu maizes gabalu rok&#x101;, nevari veikt. . . kur nu liksi? Un atpaka&#x13C; dot ir kauns, vai ta' t&#x101; viesi dara? N&#x113;, t&#x101; ir t&#x101;da nelaime, lai dievs ne�dod! Es izmisis s&#x101;ku melot, sak, mammi&#x146;a nelika nemaz kav&#x113;ties, lika, lai t&#x16B;l&#x12B;t skrienot atpaka&#x13C;. . . Nek&#x101;: vi&#x146;u mamma i neklaus&#x12B;j&#x101;s man&#x101; run&#x101;, pasauca savu J&#x101;ni ar' un ieveda m&#x16B;s abus pagrab&#x101;. Vi&#x146;a</p><image l:href="#18"/><p>sac&#x12B;ja uz J&#x101;ni: �Redz, J&#x101;n&#x12B;t, �itais mazais vies&#x12B;tis ir vi&#x146;u mammi&#x146;as d&#x113;ls, abi esat viena gada.� Tad vi&#x146;a nogrieza divus rici&#x146;us* maizes, attais&#x12B;ja &#x137;&#x113;rnei* v&#x101;ku un uzkr&#x101;va uz rici&#x146;&#x101;m lielu k&#x101;rtu kr&#x113;juma. Man k&#x13C;uva t&#x12B;ri viegli ap sirdi. Es dom&#x101;ju, ka mielos ar k&#x101;du �skun- st&#x12B;gu�* lietu; sak, kas tad i galu beigs; bet, kad �it&#x101; vien � ar kr&#x113;�jumu � , tad var ciem&#x101; iet dro�i. Es vi&#x146;u mammi&#x146;ai sac&#x12B;ju: �Vai, k&#x101;da tev smuka, maza &#x137;&#x113;rn&#x12B;te! Manai mammi&#x146;ai t&#x101;da liela, liela un nesmuka, man tava lab&#x101;k pat&#x12B;k.� Vi&#x146;a atteica: �Nu, ko nu var dar&#x12B;t, b&#x113;rni&#x146;, man jau pienam maz t&#x101;s virsas.� Es te, protams, neko &#x13C;aunu nedom&#x101;ju, bet mana mammi&#x146;a mani v&#x113;l&#x101;k pieb&#x101;ra, kam man vaja�dz&#x113;jis t&#x101; sac&#x12B;t. Nu t&#x101;. &#x112;d&#x101;m savus maizes gabalus un jau s&#x101;k&#x101;m ar J&#x101;ni i pa v&#x101;rdam run&#x101;t. Es vi&#x146;am prasu: �Vai tev lietas ar' ir?� Vi&#x146;� saka, ka esot gan; ie�ot uz riju, tad �is man izr&#x101;d&#x12B;�ot. Aizejam uz riju. Vi&#x146;� nu iedod man savu maizes gabalu patur&#x113;t un pats palien zem sola lietas mekl&#x113;t. K&#x101; tad, ir ar' lietas, pa p&#x101;riem vien saliktas: divas kantainas daksti&#x146;a lampas, viena &#x12B;s&#x101;ka, otra gar&#x101;ka. Es prasu J&#x101;nim, k&#x101; ar t&#x101;m str&#x101;d&#x101;. J&#x101;nis velk ar garo �lietu� p&#x101;ri par &#x12B;so, it k&#x101; vai uz vijol&#x113;m sp&#x113;l&#x113;dams. T&#x101; ar t&#x101;m sarkanaj&#x101;m esot j&#x101;sp&#x113;l&#x113;. Bet nu �is r&#x101;d&#x12B;�ot, k&#x101; ar t&#x101;m baltaj&#x101;m esot �j&#x101;str&#x101;d&#x101;�, un J&#x101;nis atkal izvelk no sola apak�as otru p&#x101;ri lietu: ir divi mazi, gludeni �etrst&#x16B;�raini d&#x113;l&#x12B;�i. �K&#x101; ar tiem str&#x101;d&#x101;?� es prasu. J&#x101;nis sit abas lietas kop&#x101;, t&#x101; ka plauk�&#x137;, � l&#x16B;k, k&#x101; ar t&#x101;m vajagot str&#x101;d&#x101;t. Un tur v&#x113;l bij citas t&#x101;das lietas, bet ar vi&#x146;&#x101;m gandr&#x12B;z uz t&#x101;du pa�u v&#x12B;zi str&#x101;d&#x101;jams. Bet es sav&#x101; pr&#x101;t&#x101; nodom&#x101;ju, kad t&#x101; vien var cilv&#x113;ks str&#x101;d&#x101;t, tad tur nav nenieka. Str&#x101;d&#x101;t vajag t&#x101;, ka tur izn&#x101;k t&#x101;da k&#x101; pasaka. M&#x113;s ar Kris- ti&#x146;u kad str&#x101;d&#x101;jam, tad t&#x101; vien str&#x101;d&#x101;jam. Par piem&#x113;ru, l&#x16B;k, �it&#x101;: Kristi&#x146;ai ir t&#x101;da maza sil&#x12B;te, t&#x101; par v&#x101;&#x123;iem*, le&#x13C;&#x13C;i* par bazn&#x12B;c&#x113;niem, mans l&#x12B;ko galu spie&#x137;is par zirgu. Zirgs ir v&#x101;&#x123;os iej&#x16B;gts, bazn&#x12B;c&#x113;ni jau v&#x101;&#x123;os sas&#x113;du�i, j&#x101;brauc uz bazn&#x12B;cu. M&#x101;c&#x12B;t&#x101;js jau st&#x101;v uz kanceles ar gr&#x101;matu rok&#x101; un tik gaida bazn&#x12B;c&#x113;nus. Kl&#x113;ts trep&#x12B;tes par kanceli, es pats par m&#x101;c&#x12B;t&#x101;ju ar visu savu sarkano &#x101;beces gr&#x101;matu. Kristi&#x146;a nu k&#x101;pj zirgam mugur&#x101; un s&#x101;k vazot* uz bazn&#x12B;cu. Bet zirgs, pag&#x101;ns, ir ar �amatiem�*, neiet ne no vietas un s&#x101;k beidzot spert. . . v&#x101;&#x123;i ap�g&#x101;�as, bazn&#x12B;c&#x113;ni izkr&#x12B;t un briesm&#x12B;gi sasitas. Nek&#x101;, nu j&#x101;iet m&#x101;c&#x12B;t&#x101;jam pa�am pal&#x12B;g&#x101;. Bazn&#x12B;c&#x113;ni raud, Kristi&#x146;a �&#x113;lo un mierina tos cik nu va�r&#x113;dama, m&#x101;c&#x12B;t&#x101;js atkal dauza ar gr&#x101;matu ni&#x137;&#x12B;go zirgu . . . dauza no vienas vietas un beidzot to iesvie� skaidien&#x101; . . . T&#x101;, l&#x16B;k, ir ar liet&#x101;m �j&#x101;str&#x101;d&#x101;�! Ko tur sp&#x113;l&#x113;t. . . tas nav nekas. Bet nu es J&#x101;nim ieprasu: �Vai tu m&#x101;ki l&#x12B;dz simtam skait&#x12B;t?� Sis nem&#x101;kot, bet Edi&#x146;a gan m&#x101;�kot. �Nu, tad paklausies, k&#x101; l&#x12B;dz simtam j&#x101;skaita �� Es nu k&#x101; s&#x101;ku no viena, t&#x101; aizskait&#x12B;ju l&#x12B;dz pa�am simtam. Un t&#x101; triec&#x101;m ka trie�c&#x101;m par �o, par to t&#x12B;ri k&#x101; veci draugi, i maizes gabali nost&#x101;v t&#x101;pat ne&#x113;sti rok&#x101;s. Beidzot J&#x101;nis mani uzaicina, vai neie�ot k&#x101;du dienu su�&#x146;u sist*. �Par ko ne?� es atsaku, bet, sak, es gan v&#x113;l neesmu nevienu sitis, nezin vai var&#x113;s nosist, un ar&#x12B; nezinu, kur tie su&#x146;i ir, kas j&#x101;sit. J&#x101;nis saka, vajagot pa pasauli �pa�tudier&#x113;t�*, gan tad su&#x146;i b&#x16B;�ot. L&#x16B;k, ce&#x13C;o�ana � t&#x101; mums t&#x101; ��tudier&#x113;�ana�. Un tad J&#x101;nis iedeva man atkal savu maizes gabalu patur&#x113;t, pal&#x12B;da zem sola un izvilka no turienes v&#x113;l divas lietas: t&#x101;du garu, baltu koku un t&#x101;du pl&#x101;nu ak- me&#x146;a �&#x137;empeli* ar as&#x101;m �&#x137;autn&#x113;m. Nu vi&#x146;� man izr&#x101;d&#x12B;ja, k&#x101; �ito va�jagot pie koka gala ar auklu piesiet, un, kad t&#x101; b&#x16B;�ot t&#x101; piesieta, tad �is b&#x16B;�ot tas �&#x137;&#x113;ps, ar ko su&#x146;us kaut. Man �&#x101;ds J&#x101;&#x146;a priek�likums &#x13C;oti patika. Pa pasauli �pa�tudier&#x113;t� � kuram jaunam varo&#x146;am gan tas nepatiktos? Bet, kad �odien sieti&#x146;� j&#x101;nes, tad, protams, �odien nevar ies&#x101;kt ��tudier&#x113;t�. To m&#x113;s dar&#x12B;sim cit&#x101; dien&#x101;. M&#x101;j&#x101; p&#x101;rn&#x101;ku��am man Kristi&#x146;a un Liena nemaz vairs nepatika. Kas vi&#x146;as ir priek� manis? Meitie�i un meitie�i! Vai vi&#x146;as prot no gr&#x101;matas ko? Vai vi�&#x146;as prot skait&#x12B;t l&#x12B;dz simtam? Vai vi&#x146;as prot su&#x146;us sist? It neko! Un priek� mana sp&#x113;ka ar' vi&#x146;as t&#x12B;ras s&#x113;nalas: es vi&#x146;as abas uz reizas pa�rauju pie zemes tikpat k&#x101; s&#x113;nes. J&#x101;smejas gan rikt&#x12B;gi . . . kur man ar', lielam un gudram cilv&#x113;kam, ir tas pr&#x101;ts bijis visu �o laiku ar vi&#x146;&#x101;m t&#x12B;ties, tik prastiem meitie�iem! Bet nu man t&#x16B;l&#x12B;t s&#x101;ksies cita dz&#x12B;ve. Pag � ko es J&#x101;nim no gudr&#x12B;b&#x101;m pras&#x12B;�u? Es pa&#x146;em�u savu &#x101;beci l&#x12B;dz</p><image l:href="#19"/><p>un tad par&#x101;d&#x12B;�u sesto numuru un pras&#x12B;�u vi&#x146;am: vai paz&#x12B;sti, kas tas ir? Vi&#x146;� nezin&#x101;s. Tad es vi&#x146;am sac&#x12B;�u: kur tu tik maz v&#x113;l m&#x101;c&#x12B;jies! Pa�raug', ko es protu: pirmais numurs, otrais numurs, tre�ais numurs, ceturtais numurs. . . un t&#x101; l&#x12B;dz pa�ai �nollei�*. Vi&#x146;am b&#x16B;s liels br&#x12B;�nums, vi&#x146;� no numuriem v&#x113;l neko nezin&#x101;s. J&#x101;, un ko es v&#x113;l dar&#x12B;�u? Es pamekl&#x113;�u pa sav&#x101;m liet&#x101;m, kur tas kr&#x12B;ta graudi&#x146;�, to es ar' pa&#x146;em�u l&#x12B;dz un tad uzrakst&#x12B;�u uz k&#x101;das vietas vienu labi lielu A, un tad do�u kr&#x12B;tu vi&#x146;am rok&#x101;, lai vi&#x146;� ar' raksta: bet vi&#x146;� nem&#x101;c&#x113;s. Nu es atkal &#x146;em�u kr&#x12B;tu sav&#x101; rok&#x101; un �uzrakst&#x12B;�u� gaili � vis'* rikt&#x12B;gi, k&#x101;ds jau nu balts gailis var b&#x16B;t: ar kn&#x101;bi, k&#x101;j&#x101;m, kuplu asti un t&#x101; . . . un tad es do�u atkal kr&#x12B;tu vi&#x146;am, lai vi&#x146;� ar' l&#x16B;ko t&#x101;du pa�u gaili �rakst&#x12B;t�. Bet vi&#x146;� to nem&#x101;c&#x113;s. Nu labi, kad tu to nevari, tad iesim tagad su&#x146;u sist. Bet kur m&#x113;s papriek� iesim � vai uz R&#x12B;gu vai P&#x113;terburgu? Nu, iesim papriek� i uz R&#x12B;gu, tur varb&#x16B;t vair&#x101;k b&#x16B;s to su&#x146;u . . .</p><p>S&#x101;di pl&#x101;ni un izdomas man nu trakoja nezi&#x146;as mod&#x113; pa galvu. Man tik bij � kaut jau pie J&#x101;&#x146;a, lai var&#x113;tu s&#x101;kt ��tudier&#x113;t� pa sve�&#x101;m zem&#x113;m. Man nu nebij miera sird&#x12B; nevienu acumirkli. Domas kav&#x113;j&#x101;s vienm&#x113;r pie J&#x101;&#x146;a. Pr&#x101;toju bez mit&#x113;�an&#x101;s, k&#x101; tik var&#x113;tu izr&#x101;d&#x12B;ties p&#x101;r&#x101;ks par J&#x101;ni. Man&#x12B; bij pamodies ne�&#x113;l&#x12B;gs lepn&#x12B;bas un augstpr&#x101;t&#x12B;bas gars. Bet j&#x16B;s mald&#x101;ties, kungi, ja dom&#x101;jat, ka es �os savus gudros apr&#x113;&#x137;inus, ko sav&#x101; augstpr&#x101;t&#x12B;b&#x101; kaldin&#x101;ju, ar&#x12B; k&#x101;dreiz pie J&#x101;&#x146;a izm&#x113;�&#x123;in&#x101;ju. Kas to deva! Viss tas bij aizmirsies, kad ar J&#x101;ni tikos. Mums bij daudz svar&#x12B;g&#x101;kas lietas, ko p&#x101;rspriest, nek&#x101; ir &#x101;bece un rakst&#x12B;�ana. Es v&#x113;l&#x101;k v&#x113;l k&#x101;dreiz atcer&#x113;jos �&#x101;s savas toreiz&#x113;j&#x101;s izdomas. Man vi&#x146;as izlik&#x101;s &#x13C;oti mu&#x13C;&#x137;&#x12B;gas. K&#x101; gan vasaras laik&#x101; var ar &#x101;beci un rak�stiem nop&#x16B;l&#x113;ties? Tas jau ziemas darbs . . .</p><p>M&#x113;s ar J&#x101;ni g&#x101;j&#x101;m ��tudier&#x113;t�. Aizzag&#x101;mies aiz kl&#x113;ts, tad caur rudziem cauri � uz lielce&#x13C;a virs&#x16B;! Bet nu j&#x101;s&#x101;k ��tudier&#x113;t�. K&#x101; to lietu dara? Es nekad neesmu �tudier&#x113;jis, es nezinu, J&#x101;nis �ai zi&#x146;&#x101; ir par mani gudr&#x101;ks: vi&#x146;� s&#x101;k spert lielus, garus, vien&#x101;dus so&#x13C;us un saka, lai es ar' t&#x101;pat darot, un tad t&#x101; b&#x16B;�ot t&#x101; �tudier&#x113;�ana. Labi: es ar' l&#x16B;koju t&#x101;pat iem&#x113;&#x123;in&#x101;t so&#x13C;us k&#x101; J&#x101;nis, un nu �tudier&#x113;jam abi divi. T&#x101; es prasu J&#x101;nim, vai m&#x113;s nevaram aiz�tudier&#x113;t l&#x12B;dz pasaules malai, tur, kur t&#x101;s debesis ir nolaidu�&#x101;s pie zemes. J&#x101;nis saka, tas b&#x16B;�ot par t&#x101;&#x13C;u, ie�ot lab&#x101;k tepat pa lopuce&#x13C;u no lielce&#x13C;a nost un tad me�&#x101; iek�&#x101;, l&#x16B;ko�ot k&#x101;du vilku nosist. Labi, ��tudier&#x113;jam� uz me�u. Caur me�u iet ce&#x13C;� cauri. Me�a vid&#x16B; gl&#x12B;ta, klaja pakaln&#x12B;te, te var ap�mest �kara l&#x113;&#x123;eri�*. Apmet&#x101;m ar', t. i., nos&#x113;d&#x101;mies zem&#x113;. J&#x101;nis pa�pl&#x16B;ca sauj&#x101; drusku z&#x101;les, ieb&#x101;za to mut&#x113;, kustin&#x101;ja muti, it k&#x101; z&#x101;&#x13C;u v&#x12B;k�&#x137;i &#x113;stu, un mani uzrun&#x101;ja: �Ed tu ar', kara kungs, pusdienu, p&#x113;c t&#x16B;l&#x12B;t b&#x16B;s j&#x101;s&#x101;k karot.� J&#x101;, rikt&#x12B;gi, m&#x113;s esam kara kungi. Nu tik j&#x101;&#x113;d pusdiena, ka var s&#x101;kt karot. Un es ar' papl&#x16B;cu z&#x101;les un izlikos, it k&#x101; &#x113;stu. Pirmais �kara kungs� pa&#x113;da papriek� un t&#x16B;l&#x12B;t s&#x101;ka karot, t. i., vi&#x146;� nov&#x113;l&#x101;s no kalni&#x146;a lej&#x101;, mati vien noviln&#x12B;ja. A, j&#x101;, j&#x101;! Tad t&#x101;da t&#x101; karo�ana? T&#x101; es, otrais kara kungs, nodom&#x101;ju un v&#x113;los bez kav&#x113;�an&#x101;s no kalni&#x146;a lej&#x101;. Karo�ana bij &#x13C;oti pat&#x12B;kama lieta, un m&#x113;s karoj&#x101;m reiz' p&#x113;c reizas no kalni&#x146;a velteniski lej&#x101;. Beidzot es sajutu, man s&#x101;ka t&#x101;di k&#x101; &#x123;&#x12B;bo&#x146;i vien griezties ap sirdi. �J&#x101;ni, man ir gr&#x16B;ti, es vairs nevaru karot,� es teicu savam kara biedrim*; bet man acis jau gan laikam bij za&#x13C;as, man &#x13C;oti slikti bij ap d&#x16B;�u. J&#x101;nis saka, �itai viet&#x101; neesot laba karo�ana, �im galva reibstot, ie�ot cit&#x101; viet&#x101; � var�b&#x16B;t tur b&#x16B;�ot lab&#x101;k. Es negribu vairs nemaz karot, bet J&#x101;nis saka, v&#x113;l vajagot reiz laisties; tad t&#x16B;l&#x12B;t b&#x16B;�ot uzvinn&#x113;ts. �Bet es vairs ne�varu, man pa�reiz b&#x16B;s gals kl&#x101;t � &#x123;&#x12B;bonis vien grie� ap sirdi un visa zeme iet ri&#x146;&#x137;&#x12B;,� � t&#x101; es vaid&#x113;dams saku. Bet J&#x101;nis tik lien man k&#x101; miegs virs&#x16B;, vajagot v&#x113;l vienreiz karot, cit&#x101;di ienaidnieki paliekot neuzvinn&#x113;ti. J&#x101;, es ar' atz&#x12B;stu. J&#x101;nim taisn&#x12B;ba: ienaidnieki j&#x101;uzvinn', lai kad vai l&#x12B;dz p&#x113;d&#x113;jai asins l&#x101;s&#x12B;tei b&#x16B;tu j&#x101;c&#x12B;n&#x101;s. Velkos uz citu vietu un, sak, laid&#x12B;�os ar' v&#x113;l vienreiz lej&#x101;. Bet, kas man �ai p&#x113;d&#x113;j&#x101; � uz�varas braucien&#x101; notika, to es jums, mani m&#x12B;&#x13C;ie, kaunos sac&#x12B;t. Es tik jums t&#x101; aplinkus gan aizr&#x101;d&#x12B;�u, varb&#x16B;t tad j&#x16B;s pa�i uzmin&#x113;siet, kas man notika, bet tai�&#x146;i teikt man ir kauns. L&#x16B;k, �or&#x12B;t uz m&#x16B;su �kau�jas lauka� bij gan&#x12B;tas govis, un t&#x101;s, netaisnieces, bij te daudz vie�t&#x101;s � Es nevaru t&#x101;l&#x101;k run&#x101;t, man kauns; miniet j&#x16B;s pa�i, m&#x12B;&#x13C;ie kungi</p><p>un kundzes, k&#x101;d&#x101; post&#x101; es iev&#x113;los un k&#x101;ds es tad biju, kad piec&#x113;los k&#x101;j&#x101;s un sevi apskat&#x12B;ju, � es biju k&#x101; jau da�dien t&#x101;ds, kam no lopa kas pielipis � ai, man kauns, lai paliek! Tik to es v&#x113;l piemin&#x113;�u, ka pirmais kara kungs sac&#x12B;ja: �Nu ir slikti! . . . Mammi&#x146;a p&#x113;rs. . .� Bet otrais kara kungs sac&#x12B;ja: �Tu esi vain&#x12B;gs,� � un s&#x101;ka raud&#x101;t. Pirmais �kara kungs� svieda k&#x101;jas p&#x101;r pleciem un pazuda k&#x101; migla; otrais kara kungs g&#x101;ja d&#x12B;kdams uz m&#x101;ju, jo vi&#x146;am bij gr&#x16B;tas b&#x113;das sirdi p&#x101;r&#x146;&#x113;mu�as. Bet, par apmierin&#x101;�anu pats sev un jums, mani m&#x12B;&#x13C;ie, varu teikt, ka kara tiesa, t. i., mammi&#x146;a, �oreiz kara kungu ne tikvien palaida bez miesas soda va&#x13C;&#x101;, bet v&#x113;l uzdeva jaunas bikses k&#x101;j&#x101;.</p><p>T&#x101; bij gan vasara! Skaista bezr&#x16B;pju vasara. M&#x113;s ar J&#x101;ni bij&#x101;m, j&#x101;saka, ne�&#x137;irami draugi. Kas netika p&#x101;rrun&#x101;ts, un kur netika iziets un izstaig&#x101;ts! M&#x113;s bij&#x101;m divi rikt&#x12B;gi ��tudentes�*. T&#x101; jau pa�i ar' sau�c&#x101;mies. Man bij balta cepure, vi&#x146;am � melna. T&#x113;vs J&#x101;nim ar' v&#x113;l&#x101;k bij nopircis baltu, bet ta�u nebij glu�i tik balta k&#x101; mana. P&#x113;c p&#x101;r&#x113;j&#x101; ap&#x123;&#x113;rba skatoties, m&#x113;s nebij&#x101;m diezin cik grezni &#x123;&#x113;rbti. Tr&#x12B;s tie ap�&#x123;&#x113;rba gabali vien mums bij katram: bikses, krekls un sv&#x101;rki. Ar dr&#x113;�b&#x113;m m&#x113;s nevar&#x113;j&#x101;m diez neko daudz izliel&#x12B;ties viens pret otru: t&#x101;das bij vienam, t&#x101;das otram, tikai J&#x101;nim bij bik�u labaj&#x101; pus&#x113; &#x137;e�a ietai�s&#x12B;ta, man nebij, un tur nu vi&#x146;� bij p&#x101;r&#x101;ks par mani; bet man atkal bij sv&#x101;rku kreisaj&#x101; pus&#x113; &#x137;e�a, vi&#x146;am nebij, un tur atkal es biju p&#x101;r&#x101;ks par vi&#x146;u. Kaut gan, k&#x101; gribu teikt, pie viena pulka pieder&#x113;j&#x101;m, tom&#x113;r</p><image l:href="#20"/><p>uniformas abiem glu�i vien&#x101;das nebij � ne p&#x113;c kr&#x101;sas, ne p&#x113;c iz�u�vuma. Bet par �&#x101;m liet&#x101;m lab&#x101;k i nerun&#x101;sim. T&#x101;diem v&#x12B;riem k&#x101; mums dr&#x113;bes no maza svara, ka tik ir v&#x113;l lupata mugur&#x101; � pietiek. Tik to v&#x113;l varu piemin&#x113;t pie �&#x101;s pa�as ap&#x123;&#x113;rba noda&#x13C;as, ka par k&#x101;ju ap&#x123;&#x113;rbu mums abiem v&#x113;l&#x101;k tika dz&#x113;rves z&#x101;baki*. Sie z&#x101;baki gan nav vis tik pa�t&#x12B;kami, bet tom&#x113;r v&#x113;l&#x101;k ierod. J&#x101;nis gan reiz&#x101;m iznesa no m&#x101;jas � protams, savai mammi&#x146;ai nezinot, � t&#x101;dus pavecus pusz&#x101;bakus. Pusz&#x101;baki v&#x113;l nekas, t&#x12B;ri labi valk&#x101;�anai, tik tas viens bij k&#x101;d&#x101; viet&#x101; ar auklu aizl&#x101;p&#x12B;ts, bet par to nekas: lab&#x101;k sal&#x101;p&#x12B;ts nek&#x101; caurs. Sitie pusz&#x101;baki bij J&#x101;&#x146;a nomir&#x113;jas m&#x101;sas pusz&#x101;baki. J&#x101;nis pats man daudz�reiz tika st&#x101;st&#x12B;jis, ka mamma �itos pusz&#x101;bakus �im atdo�ot, kad liels b&#x16B;�ot. Bet vai tad nu pusz&#x101;bakiem tur k&#x101;da nelaime var b&#x16B;t, kad i mazs tos drusku pavalk&#x101;? J&#x101;nis nu uzvilka pusz&#x101;bakus k&#x101;j&#x101;, uzlaida bik�u galus virs&#x16B; un pras&#x12B;ja man, vai st&#x101;vot labi. Glu�i labi gan ne�st&#x101;v&#x113;ja � t&#x101;di bezgala lieli izskat&#x12B;j&#x101;s p&#x113;c J&#x101;&#x146;a k&#x101;jas � , bet es sac&#x12B;ju, labi st&#x101;v gan. Kad cilv&#x113;kam z&#x101;baki k&#x101;j&#x101;, tad vi&#x146;� t&#x16B;l&#x12B;t var dancot. T&#x101; ar&#x12B; J&#x101;nis tagad dar&#x12B;ja. Es nos&#x113;dos ce&#x13C;mal&#x101; uz pae�as, pa&#x146;&#x113;mu di�vus akmenti&#x146;us un, tos kop&#x101; sizdams, tais&#x12B;ju t&#x101; k&#x101; to m&#x16B;zikas �sti&#x137;i�*, J&#x101;nis atkal pa lielce&#x13C;a virsu dancoja. Kad danco�ana bij beigta, tad es pras&#x12B;ju J&#x101;nim, lai dod man ar' vienu pusz&#x101;baku pavalk&#x101;t. J&#x101;nis gan negrib&#x113;ja l&#x101;g&#x101; dot, bet, kad es sac&#x12B;ju, ka tagad vajadz&#x113;s s&#x101;kt stigas dz&#x12B;t pa lielce&#x13C;u un tas bez pusz&#x101;baka nav izdar&#x101;ms, tad J&#x101;nis ar' no�vilka vienu pusz&#x101;baku no k&#x101;jas un to man iedeva. Es uzvilku pusz&#x101;�baku k&#x101;j&#x101;, un t&#x16B;l&#x12B;t s&#x101;k&#x101;m stigas dz&#x12B;t pa lielce&#x13C;u: es pa priek�u, J&#x101;nis paka&#x13C;. Stigu dz&#x12B;�ana ir &#x13C;oti pat&#x12B;kams darbs: apz&#x101;bakoto k&#x101;ju tik velc vien dr&#x101;zeniski* pa ce&#x13C;a virsu un ar baso k&#x101;ju cilpo un atsperies. T&#x101; tur nu m&#x113;s abi divi cilpoj&#x101;m un &#x12B;s&#x101; laik&#x101; sadzin&#x101;m lieli daudzi da��&#x101;du stigu � gan krust&#x101;m, gan �&#x137;&#x113;rs&#x101;m. Uz vienreiz man ie�&#x101;v&#x101;s pr&#x101;t&#x101; kaut kas aizmirsts. Mums bij viena egle gan&#x12B;b&#x101;s audz&#x113;jama. Bij t&#x101;da maza, maza egl&#x12B;te k&#x101; �upi&#x146;a net&#x101;&#x13C;u no gr&#x101;vmalas. Nebij nu pie egles ilgi b&#x16B;ts, t&#x101;d&#x113;&#x13C; j&#x101;aiziet. J&#x101;nis ar mieru. Eima egles audzi�n&#x101;t, z&#x101;baki vien �virkst. Bet, k&#x101; m&#x113;s �o koku audzin&#x101;sim, nekatrs* v&#x113;l &#x12B;sti nezin&#x101;m. Pieejam pie egles kl&#x101;t: egle kas egle, bet liel&#x101;ka nav ne par nagu. J&#x101;, tur nekas cits nepal&#x12B;dz&#x113;s, j&#x101;l&#x16B;ko audzin&#x101;t. Vilk&#x101;m tad pusz&#x101;bakus zem&#x113; � un nu tik smelt pusz&#x101;bakos no gr&#x101;vja &#x16B;deni un liet eglei virs&#x16B;. E, t&#x101; bij lie�ana! Simts �spai&#x146;u� � tas jau maz teikts. Ko tur sm&#x113;l&#x101;m un l&#x113;j&#x101;m, bet egle neauga un neauga liel&#x101;ka. Kad lie�ana bij beigta, tad ieskat&#x12B;j&#x101;mies ar&#x12B; z&#x101;bakos. Vai dievi&#x146;, k&#x101;di m&#x16B;su �&#x16B;dens spai&#x146;i� nu bija! T&#x12B;ri sl&#x101;bi un iz�ulgu�i k&#x101; vienas lupatas. J&#x101;nis bij t&#x101;ds k&#x101; sabijies, bet es klus&#x101;m nopriec&#x101;jos, sak, laime, ka t&#x101; nav mana b&#x113;da. Ja p&#x113;rs, tad tevi p&#x113;rs.</p><p>Bet nu es vienreiz biju iedom&#x101;jies ar visu �pamiliju�* izbraukt za&#x13C;umos. Nez k&#x101; man t&#x101;di pr&#x101;ti bij uzn&#x101;ku�i. Es jau gan ar tiem sie- vie�iem daudz netinos, un neizn&#x101;ca jau ar' laika . . . vienm&#x113;r dar&#x12B;-</p><image l:href="#21"/><p>�anas uz lauka, vai tu vairs sievie�us t&#x101; vari apkopt un ar tiem kop&#x101; b&#x16B;t, k&#x101; kad vienm&#x113;r pie m&#x101;jas piest&#x101;vi? To jau nu j&#x16B;s visi, d&#x113;lie�u cilv&#x113;ki, zin&#x101;t, kam dar&#x12B;�anas uz lauka. Izbrauk�anai par iemeslu nebij vis �pamilijas� labums, bet gan kaut kas cits. Man bij ar' savi v&#x101;&#x123;i, nebij nu vairs diezin k&#x101;di jaunie, bet, kad piel&#x101;p&#x12B;ja, var&#x113;ja v&#x113;l pa l&#x12B;dzenu ce&#x13C;u sleber&#x113;t*. T&#x101; k&#x101; nu m&#x113;s l&#x12B;dz �im tikai k&#x101;j&#x101;m vien bi�j&#x101;m �reizoju�i�, tad ta�u vajadz&#x113;ja k&#x101;dreiz ar&#x12B; brauk�us izbraukt. Bet k&#x101; nu t&#x12B;ri t&#x101; tuk�&#x101; brauksi? J&#x101;ietaisa ta�u vezums ar' k&#x101;ds neb&#x16B;t. Un te nu man tad ie�&#x101;v&#x101;s labas domas pr&#x101;t&#x101;: lik�u �pamiliju� v&#x101;&#x123;os iek�&#x101; un brauk�u. Pasludin&#x101;ju Kristi&#x146;ai un Lienai savu nodomu . . . ak, kas �&#x101;s k&#x13C;uva priec&#x12B;gas! T&#x16B;l&#x12B;t s&#x101;ka samekl&#x113;t, kur tie le&#x13C;&#x13C;i � tie jau ar' pieder pie �pamilijas�, tiem ar' t&#x101;pat l&#x12B;dz j&#x101;brauc. Sa&#x123;&#x113;rba le&#x13C;&#x13C;us rikt&#x12B;gi, k&#x101; vien vajadz&#x113;ja. Es atkal saprav&#x12B;ju* v&#x101;&#x123;us: p&#x101;rl&#x16B;koju vi�sas vietas, vai var&#x113;s uz gara ce&#x13C;a iztur&#x113;t, un ietais&#x12B;ju no �&#x101;d&#x101;m t&#x101;d&#x101;m dr&#x113;b&#x113;m s&#x113;dekli, kur sievie�iem s&#x113;d&#x113;t. Tad v&#x113;l satais&#x12B;ju le&#x13C;&#x13C;u v&#x101;&#x123;us � mazo sil&#x12B;ti � un tos pies&#x113;ju lielajiem v&#x101;&#x123;iem paka&#x13C;&#x101;. �M&#x101;tes� sas&#x113;di�n&#x101;ja le&#x13C;&#x13C;us mazajos v&#x101;&#x123;os � bij vai vesels le&#x123;ions visvis&#x101;du, gan mazu, gan lielu, � un pa�as s&#x113;stas lielajos v&#x101;&#x123;os, katrai savs lellis pie kr&#x16B;ts. Kristi&#x146;a bij apsegusies ar dvieli, Liena ar savas m&#x101;tes sietavu*. Tur nu vi&#x146;as, abas m&#x101;tes, s&#x113;d&#x113;ja viena otrai l&#x12B;dz&#x101;s, gatavas uz brauk��anu, un briesm&#x12B;gi nopietniem &#x123;&#x12B;mjiem paraudz&#x12B;j&#x101;s zem sedzen&#x113;m, vai b&#x113;rni gu&#x13C;ot mier&#x12B;gi. Es pasludin&#x101;ju, sak, tagad jums v&#x113;l j&#x101;iztiek ar vienu pa�u zirgu, bet, kad tiksim pie vi&#x146;s&#x113;tas v&#x101;rtiem, tad t&#x16B;l&#x12B;t tiks j&#x16B;gts otrs zirgs kl&#x101;t. To teicis, es &#x137;&#x113;ros pie d&#x12B;seles* kl&#x101;t � un rati aizri- poja<emphasis>:</emphasis></p><p>J&#x101;nis jau pie saviem v&#x101;rtiem m&#x16B;su gaid&#x12B;ja. Vi&#x146;am atkal bij pus�z&#x101;baki l&#x12B;dz, bet nebij vis v&#x113;l k&#x101;j&#x101; � bij zem sv&#x101;rkiem pasl&#x113;pti. Nu &#x137;eramies abi pie d&#x12B;seles, viens vien&#x101; pus&#x113;, otrs otr&#x101;, un tas g&#x101;ja tik�pat k&#x101; puliers* prom, ar vienu iestiepienu pa visu garo oln&#x12B;cu l&#x12B;dz pa�am lielce&#x13C;am. Te pietur&#x113;j&#x101;m. �Tagad j&#x101;apka&#x13C; zirgiem k&#x101;jas!� J&#x101;�nis uzsauca. Labi, apkalsim ar'. Bet k&#x101; un ar ko? Te nu man tr&#x16B;ka gud�r&#x12B;bas. Bet, kam gudr&#x12B;bas �oreiz netr&#x16B;ka, tas bij mans draugs J&#x101;nis. Vi&#x146;� uzr&#x101;va pusz&#x101;baku sev k&#x101;j&#x101; un sac&#x12B;ja uz mani: �Kal&#x113;j, pa&#x146;em to lielo &#x101;muru un apkausti zirgam k&#x101;ju!� A, l&#x16B;k, kur pr&#x101;t&#x12B;gs darbs un v&#x101;rds! Man, kal&#x113;jam, nevajadz&#x113;ja to vairs otrreiz sac&#x12B;t: pa&#x146;&#x113;mu pr&#x101;vu akmeni un ar to apkaust&#x12B;ju �zirgam� k&#x101;ju. Tad atkal s&#x113;dos pats zem&#x113;, uzvilku otru pusz&#x101;baku sav&#x101; k&#x101;j&#x101; un sac&#x12B;ju uz J&#x101;ni: �Kal&#x113;j, pa&#x146;em to lielo &#x101;muru un apkausti zirgam k&#x101;ju!� Tagad abi zirgi v&#x113;l br&#x12B;ti&#x146;u paspri&#x146;&#x123;&#x113;ja, tad j&#x16B;dz&#x101;s iek�&#x101; � un pasta rati aizripoja pa l&#x12B;dzeno lielce&#x13C;u. Apkaltie zirgi sita sp&#x113;c&#x12B;gi ar k&#x101;j&#x101;m uz zemes, un divas kundzes s&#x113;d&#x113;ja ratos . . .</p><p>Man tagad j&#x101;apraksta t&#x101;ds joks, ka tie�&#x101;m nezinu, no kura gala s&#x101;kt, no kura ne. Es vi&#x146;u m&#x113;&#x123;in&#x101;�u gan t&#x113;lot, bet kas nu man dos vi&#x146;u glu�i t&#x101;du not&#x113;lot, k&#x101;ds �is joks tie�&#x101;m var&#x113;ja izskat&#x12B;ties un b&#x16B;t! Es jums, mani m&#x12B;&#x13C;ie las&#x12B;t&#x101;ji, sac&#x12B;�u: tas, par ko nupat es gribu rakst&#x12B;t, tik tagad priek� manis ir joks un, j&#x101;saka, bezgal&#x12B;gs joks, bet to�reiz? .. . Lai dievs pest&#x12B;!� Gatava Sib&#x12B;rija! L&#x16B;k, k&#x101; t&#x101; lieta bij: m&#x113;s nu, k&#x101; zirgi b&#x16B;dami, velkam vien tik savu vezumu t&#x101;&#x13C;&#x101;k uz priek�u, i reiz&#x101;m viens otram tais&#x101;mies kost, i iesperam ar �ap- kaust&#x12B;t&#x101;m� k&#x101;j&#x101;m pa v&#x101;&#x123;u priek�u, un t&#x101; tas iet tik gl&#x12B;�i*, tik �maugi uz priek�u, k&#x101; tik vien vajag&#x101;s*, un kundzes s&#x113;d, k&#x101; jau da�dien divas mad&#x101;mas, ar b&#x113;rni&#x146;iem tik mier&#x12B;gi, tik mier&#x12B;gi, i nepaskat&#x101;s viena uz otru. Bet te uz vienreiz zirgi abi divi paliek k&#x101; mieti st&#x101;vot un ne�kust ne no vietas. Zirgiem draud briesmas! Tagad ir labs padoms d&#x101;rgs . . . Kur paliksi, kur iel&#x12B;d&#x12B;si? . . . Cietaj&#x101; lielce&#x13C;a bru&#x123;&#x12B; nevari iel&#x12B;st. Bet iel&#x12B;st un pazust mums vajag! To m&#x113;s briesm&#x12B;gi atz&#x12B;stam abi divi ar J&#x101;ni, i v&#x101;rda par to nerun&#x101;ju�i; un nav ar' va&#x13C;as vairs run&#x101;t � kungi, rau, pa�reiz b&#x16B;s mums kl&#x101;t: �etri lieli zirgi, �&#x146;&#x101;kdami un galvas m&#x113;t&#x101;dami, n&#x101;k arvien tuv&#x101;k, un ku�ieris s&#x113;d lieli augsti, tam gro�i rok&#x101;, bet karietes rite&#x146;i t&#x101; mirdz un zviedri*, ka v&#x113;l vair&#x101;k bail tiek. M&#x113;s tik rudzos iek�&#x101;! Ar visiem v&#x101;&#x123;iem, ar d&#x101;m&#x101;m, &#x12B;sti teikts � ar visu �pamiliju�. Bet tavas nelaimes! V&#x101;&#x123;i pa rudziem ir gr&#x16B;ti vilkt: st&#x12B;v&#x113;jies*, ka vai lai turpat gals pieiet, bet maz uz priek�u tiec. Ko nu dar&#x12B;t? Vai nu t&#x12B;ri st&#x101;vu kungiem par laup&#x12B;jumu paliksi? R&#x101;v&#x101;m tad savu katrs d&#x101;mu no v&#x101;&#x123;iem lauk&#x101;, atst&#x101;j&#x101;m v&#x101;&#x123;us dieva sarg&#x101;�an&#x101; un pa�i, visi �etri, dr&#x101;z&#x101;m pa rudzu lauku, ka stiebri vien</p><image l:href="#22"/><p>�alca. Bet m&#x113;s dr&#x12B;z jau dzird&#x113;j&#x101;m uz lielce&#x13C;a lielu troksni. . . Pag, nu ir j&#x101;notupstas zem&#x113;. Notupstamies visi �urmi&#x146;&#x101;* � varb&#x16B;t var&#x113;s pa�sl&#x113;pties. Bet kur tu pasl&#x113;psies? Dom&#x101;j&#x101;m gan, nu jau b&#x16B;sim lielu ga�balu aizl&#x12B;du�i pa rudziem, bet, k&#x101; tagad redz&#x113;j&#x101;m, tad v&#x113;l tepat ce&#x13C;a mal&#x101; vien bij&#x101;m, j&#x101;saka, kungiem pa�&#x101;s ac&#x12B;s. Un nu notupu�ies re�dzam: kas tur kungu! Sarkani, melni, zili kungi! Zirgi aptur&#x113;ti, un kungi, sac&#x113;lu�ies k&#x101;j&#x101;s, st&#x101;v turpat kar&#x12B;t&#x113;*, sit plaukstas un smejas k&#x101; nej&#x113;dz&#x12B;gi. Bij t&#x101;das mazas, skaistas preilen&#x12B;tes un kundzi&#x146;i; tie l&#x113;ca uz aug�u, plauk�&#x137;in&#x101;ja ar roci&#x146;&#x101;m un sm&#x113;j&#x101;s bez gala. Viena veca �preilene� bij t&#x101;du mazu kundzi&#x146;u pac&#x113;lusi augsti gais&#x101;. Mazais kundzi&#x146;� slaist&#x12B;ja roci&#x146;as un sm&#x113;j&#x101;s. Man vairs bailes nebij � es zin&#x101;ju, ka kungi man neko Jaunu nedar&#x12B;s, � bet nu man bij briesm&#x12B;gi liels kauns. Viens kungs sauca: �N&#x101;c &#x101;r&#x101;!� � un sol&#x12B;j&#x101;s dot kli&#x146;&#x123;erus. Es drusci&#x146; padom&#x101;ju � bij vai j&#x101;iet, kli&#x146;&#x123;eri ar' ir laba lieta . . . bet n&#x113;, lai &#x113;d vien kungi pa�i savus kli&#x146;&#x123;erus! V&#x113;lreiz kungs kliedza: �B&#x113;rns, n&#x101;c &#x101;r&#x101;!� � bet, kad redz&#x113;ja, ka tikpat m&#x113;s nel&#x12B;d&#x12B;sim no rudziem &#x101;r&#x101;, tad visi aps&#x113;d&#x101;s atkal sav&#x101;s viet&#x101;s, ku�ieris uzsvilpa � un kungi smiedamies aizbrauca.</p><p>Paldies dievam! Nu ir briesmas p&#x101;rg&#x101;ju�as. Jau nu var&#x113;j&#x101;m atkal elpot. Bet nu j&#x101;pal&#x16B;ko, k&#x101; st&#x101;v ar v&#x101;&#x123;iem un ar le&#x13C;&#x13C;iem. Ai, kas t&#x101;s nu atkal bij par b&#x113;d&#x101;m! Mums, v&#x12B;rie�iem, nekas, bet t&#x101;m d&#x101;m&#x101;m, t&#x101;m d&#x101;m&#x101;m! Le&#x13C;&#x13C;u v&#x101;&#x123;i uz mutes, le&#x13C;&#x13C;i pa�i � nez kur k&#x16B;r&#x113;js*. Citi bij izm&#x113;t&#x101;ju�ies pa lielce&#x13C;a virsu, cits bij rudzos iek&#x101;ries! Bet liela da&#x13C;a le&#x13C;&#x13C;u bij pavisam pazudu�i, mekl&#x113; kaut vai ar uguni � ar' neda�b&#x16B;si. Norun&#x101;j&#x101;m t&#x101;: �ie le&#x13C;&#x13C;i ir paliku�i par palaid&#x146;iem un no sa�viem vec&#x101;kiem aizb&#x113;gu�i pa pasauli. Lai vi&#x146;i b&#x113;g! Mums, god&#x12B;giem vec&#x101;kiem, ar' t&#x101;du palaid&#x146;u b&#x113;rnu nevajag . . . gan vi&#x146;us vilks ap&#x113;d&#x12B;s. Bet nu v&#x113;l viena svar&#x12B;ga lieta ir pazudusi. T&#x101; ir vair&#x101;k v&#x113;rt&#x113;s nek&#x101; visi le&#x13C;&#x13C;i kop&#x101;. Lienas sedzene. To jau nu labi zini, ja maz&#x101; kris�tum&#x101;te �ito dab&#x16B;s zin&#x101;t, tad Lienai p&#x113;riens k&#x101; likts. Jau Liena s&#x101;k b&#x13C;aut un tais&#x101;s tik skriet nezin kur prom. Kristi&#x146;a ar' s&#x101;k b&#x13C;aut un grib, lai t&#x16B;l&#x12B;t braucot m&#x101;j&#x101;. Mums, v&#x12B;rie�iem, t&#x101;da izmi�ana � nezi�n&#x101;m vairs, i ko dar&#x12B;t, gandr&#x12B;z jau i vai pa�iem j&#x101;s&#x101;k raud&#x101;t. &#x12B;pa�i es par sevi varu sac&#x12B;t, ka man nudie vairs raudas t&#x101;&#x13C;u nebij. Es skr&#x113;ju k&#x101; izmisis pie Lienas, apkampu to un sac&#x12B;ju, sak, t&#x16B;l&#x12B;t brauksim ar J&#x101;ni kungiem paka&#x13C;, pan&#x101;ksim kungus un vi&#x146;iem at&#x146;emsim tavu sedzeni; kungi jau nu ir t&#x101; k&#x101; sedzeni nozagu�i � tur nav vairs cita i ko gudrot, tagad tikai dz&#x12B;ties brauk�us kungiem paka&#x13C;. Liena jau apklusa br&#x113;kt. Bet �ai pa�&#x101; acumirkl&#x12B; J&#x101;nis iekliedz&#x101;s: �Ve, vei, kur sedzene!� Cik �&#x101;ds izsauciens bij pat&#x12B;kams, kas to var aprakst&#x12B;t! Tas nav iesp&#x113;jams, to vajag katram pa�am piedz&#x12B;vot, t. i., pazaud&#x113;t maz&#x101;s kristum&#x101;tes sietavu. Un kur sietava bij? Uz rudziem pak&#x101;- rusies.</p><p>Brauc&#x101;m �oreiz m&#x101;j&#x101;, k&#x101; nu izg&#x101;ja � izg&#x101;ja. Bet turpm&#x101;k mums vairs ne pr&#x101;t&#x101; nen&#x101;ca �pamiliju� &#x146;emt l&#x12B;dzi savos ce&#x13C;ojumos.</p><p>M&#x12B;&#x13C;o las&#x12B;t&#x101;j, ja tev �ie mani b&#x113;rnu dienu uzz&#x12B;m&#x113;jumi patika, tad gan tu nu uz mani &#x13C;aunosies, kad tev saku: �Es vairs negribu t&#x101;&#x13C;&#x101;k rakst&#x12B;t.�</p><p>Ne&#x13C;aunojies vis.</p><p>Un par saviem skolas laikiem es nerakst&#x12B;�u. Tu jau, las&#x12B;t&#x101;j, pats ar' esi skolots un zini, k&#x101; skol&#x101; iet.</p><p>Es esmu gan v&#x113;l&#x101;k&#x101; laik&#x101; vel k&#x101;du m&#x12B;&#x13C;u reiz&#x12B;ti parad&#x12B;zes d&#x101;rz&#x101; bijis, bet � mani izst&#x16B;ma. Un, kad es tos br&#x12B;ti&#x146;us �odien atminos, tad man sirdi p&#x101;r&#x146;em �&#x113;labas un it k&#x101; raudas grib n&#x101;kt. Es neesmu pret tevi, m&#x12B;&#x13C;o las&#x12B;t&#x101;j, neuztic&#x12B;gs, es labpr&#x101;t st&#x101;stu visu, kas tev m&#x12B;&#x13C;i un pat&#x12B;kami dzird&#x113;t. Es esmu va&#x13C;sird&#x12B;gs cilv&#x113;ks, varb&#x16B;t da�&#x101; viet&#x101; jau i par daudz. Bet �os savu v&#x113;l&#x101;ku laiku laimes br&#x12B;�us es paglab&#x101;�u neaiztiktus dzi&#x13C;i vien&#x101; sirds kakti&#x146;&#x101;, lai tie tur st&#x101;v � k&#x101;dreiz man vienam pa�am klusum&#x101; ko p&#x101;rdom&#x101;t. � Sveiks!</p></section><section><title><p>koment&#x101;ri</p></title><p>P&#x101;ri divu gadsimtu slieksnim v&#x113;rpies Doku Ata un Annas Brigaderes dz&#x12B;�ves pavediens. Pusgadsimts jau pag&#x101;jis no dien&#x101;m, kad Anna Brigadere rakst&#x12B;ja savas b&#x113;rn&#x12B;bas atmi&#x146;as, izdz&#x12B;vodama taj&#x101;s v&#x113;l par otru pusgad�simtu sen&#x101;ku dz&#x12B;vi � savu b&#x113;rnu dienu &#x13C;au�u un �aizm&#x16B;�a &#x13C;au�u� darbus un domas. Doku Ata atmi&#x146;as rakst&#x12B;tas agr&#x101;k, bet vi&#x146;a vidzemnieki un Annas Brigaderes zemgalie�i n&#x101;k no viena laikmeta, n&#x101;k ar sava laika dom&#x101;m un valodu. K&#x101;da tad bija pag&#x101;ju�&#x101; gadsimta nogales latvie�u valoda? Akt&#x12B;vi darb&#x12B;ga � taj&#x101; strauj&#x101;s dz&#x12B;ves p&#x101;rmai&#x146;as nemit&#x12B;gi iepludin&#x101;ja jaunas atzi�&#x146;as un l&#x12B;dz ar t&#x101;m jaunus v&#x101;rdus, vien&#x101;dojot feod&#x101;laj&#x101; sadrumstalot&#x12B;b&#x101; iekon�serv&#x113;to un paspilgtin&#x101;to novadu valodas raibumu (b&#x101;z&#x113;tu senaj&#x101;s cil�u valodu at�&#x137;ir&#x12B;b&#x101;s). Un b&#x113;rn&#x12B;bas atmi&#x146;u valodas pl&#x16B;dum&#x101; abi rakstnieki &#x13C;auj skalo�ties mums p&#x101;ri sava novada v&#x101;rdu un izteicienu vi&#x13C;&#x146;iem. T&#x101;d&#x113;&#x13C;, pat tikai p&#x101;r��&#x137;irstot skaidrojamo v&#x101;rdu un izteicienu sarakstu, j&#x16B;tam pret&#x12B; str&#x101;vojam gan seno zemga&#x13C;u, gan letga&#x13C;u un s&#x113;&#x13C;u (Doku Atis n&#x101;k no Vidzemes s&#x113;lisk&#x101; novada) elpu, dzirdam vi&#x146;u v&#x101;rdus. Bet cie�i l&#x12B;dz&#x101;s otrs process � citu kult&#x16B;r�tautu v&#x101;rdi: gan nepiecie�ami k&#x101; jaun&#x101;, v&#x113;l nebiju�&#x101; apz&#x12B;m&#x113;jumi, gan neva�jadz&#x12B;gi valodas pies&#x101;r&#x146;ot&#x101;ji; te j&#x101;min bag&#x101;to un lepno zemgalie�u valodas p&#x101;rsl&#x101;&#x146;o�an&#x101;s ar jelgavisko v&#x101;ciskumu � v&#x101;cu v&#x101;rdiem, izteicieniem � k&#x101;rkluv&#x101;ciet&#x12B;bas asniem.</p><p>* * *</p><p>Doku Atis �ai izdevum&#x101; p&#x101;rst&#x101;v&#x113;ts ar nelielu st&#x101;sti&#x146;u, bet skaidrojamo v&#x101;rdu pulci&#x146;� ir diezgan papr&#x101;vs � 137 vien&#x12B;bas. Liels daudzums � 44 v&#x101;rdi � ir fon&#x113;tiskie un v&#x101;rddarin&#x101;�anas varianti, t&#x101;di, kas no �odien pierast&#x101;s formas at�&#x137;iras ar k&#x101;du p&#x101;rmain&#x12B;tu ska&#x146;u: plei�&#x137;in&#x101;t, glVsi, tai�&#x146;i, t&#x101;lu, eimu; ar k&#x101;du piespraustu vai atmestu l&#x12B;dzskani vai patskani: strads, ziem', cit', ar', pado', vasar'; ar cit&#x101;du galotni: reiza, riks; ar cit&#x101;du pied&#x113;kli vai pried&#x113;kli: virsaune, izredz&#x113;t, pircieni, dzirenes, meitietis, savmal, �&#x137;empele.</p><p>No 33 tekst&#x101; skaidrotajiem apvidv&#x101;rdiem 13 paz&#x12B;stami da�&#x101;dos Latvijas novados: dru�kis, dievredz&#x113;t, dievredzis, krik�&#x137;i, vi�&#x137;i&#x146;, izplukt, vazot, sietava; Doku Ata novadam � Vidzemei � rakstur&#x12B;gi v&#x101;rdi izgad&#x12B;ba, izgadijums, klu�ka, p&#x16B;�&#x13C;&#x101;t, sleber&#x113;t, l&#x101;p&#x12B;tenis, d&#x113;lietis, gubenis, verdze, ridze, zviedrit, �urmi&#x146;a, k&#x101; ar&#x12B; neparast&#x101; noz&#x12B;m&#x113; lietot&#x101;s v&#x101;rdkopas ieru�in&#x101;ties naud&#x101; � iedz&#x12B;voties naud&#x101;, guli zem&#x113; � guli; Vidzem&#x113; un Latgal&#x113; paz&#x12B;stami v&#x101;rdi netaisnieks, pelavnieks, k&#x101; ar&#x12B; &#x12B;patn&#x113;j&#x101;s v&#x101;rdu noz&#x12B;mes bail&#x12B;gs � atbaido�s, b&#x12B;stams, gods � vies&#x12B;bas, dz&#x12B;res. Skaidroti ar&#x12B; ret&#x101;k sastopami v&#x101;rdi un maz&#x101;k paz&#x12B;stami j&#x113;dzieni: st&#x12B;v&#x113;ties, l&#x101;de, su&#x146;us sist, dz&#x113;rves z&#x101;baki. Intere�santi atz&#x12B;m&#x113;t, ka Vidzemes apvidv&#x101;rdu ne'katrs J. Endzel&#x12B;ns ieviesa grama�tikas terminolo&#x123;ij&#x101; � t&#x101; ir (piemeram, krievu valod&#x101; paz&#x12B;stam&#x101;) nekatra dzimte.</p><p>Laikam pa�a autora jaundarin&#x101;jums ir dr&#x101;zeniski.</p><p>Skaidroti 43 aizg&#x16B;tie v&#x101;rdi: 1) sen&#x101;kais &#x123;erm&#x101;nismu sl&#x101;nis � aizguvumi no viduslejasv&#x101;cu valodas 12.�16. gadsimt&#x101; � iebr&#x16B;&#x137;&#x113;t, stops, kl&#x12B;ster&#x113;t, prapji, be&#x146;&#x137;is, per�as, elje, &#x137;&#x113;rne, v&#x101;&#x123;i, l&#x113;&#x123;eris, sti&#x137;is, d&#x12B;sele, k&#x101; ar&#x12B; no citu novadu form&#x101;m at�&#x137;ir&#x12B;g&#x101;s: pijkanne, skra&#x123;is, pijvoles, ar&#x12B; v&#x101;rda amati &#x12B;pat�n&#x113;j&#x101; noz&#x12B;me � ni&#x137;i; 2) jaun&#x101;kie aizguvumi no v&#x101;cu valodas: doze, jakts, skun stigs, preilene, karba�a, at�&#x137;ir&#x12B;g&#x101;s formas �tudier&#x113;t, �tudente, pamilija un saliktenis jaktsp&#x12B;pe. Tikai Vidzem&#x113; bijis paz&#x12B;stams v&#x101;cu aizguvums puliers. Te interesanti atcer&#x113;ties R. Blauma&#x146;a pseidon&#x12B;mu Puliers. T&#x101;pat j&#x101;atz&#x12B;m&#x113;, ka Doku Ata novadnieki saglab&#x101;ju�i sen&#x101;ku aizguvumu vijoles apz&#x12B;m&#x113;�anai � no viduslejasv&#x101;cu valodas fiole radu�os pijvoli.</p><p>Vidzemes v&#x113;sturei rakstur&#x12B;gi, ka te ar viet&#x113;jo zemnieku kult&#x16B;ru cie�&#x101;k sask&#x101;r&#x101;s krievu valoda un kult&#x16B;ra. Visvair&#x101;k aizguvumu, protams, jaun&#x101;k&#x101; laika (18., 19. gs.) kontaktu rezult&#x101;t&#x101;: verste, �aja z&#x101;les, kartuzis, spi�kas, �arka, pas&#x12B;lija, saprav&#x12B;t. Ar 12. gs. senkrievu valodas ietekm&#x113;m saist&#x101;ma izlok�&#x146;u forma krist- (kristt&#x113;vi&#x146;�, kristum&#x101;te), m&#x16B;su parastais krust- ir lat&#x12B;&#x146;u crux vai viduslejasv&#x101;cu kr&#x16B;ce ietekm&#x113; p&#x101;rveidots senkrievu krist-. Po&#x13C;u laikus Vidzem&#x113; liek atcer&#x113;ties aizguvums &#x137;e�a un kompil&#x113;jums no v&#x101;cu un polu form&#x101;m �pigons. V&#x101;rdi d�ind�ala un pas&#x12B;lija savuk&#x101;rt saist&#x101;mi ar �ig&#x101;nu valodas iespaidu. Jaunu sadz&#x12B;ves un kult&#x16B;ras priek�metu apz&#x12B;m&#x113;�anai ar v&#x101;cu un krievu valodu starpniec&#x12B;bu ien&#x101;ku�i v&#x101;rdi no t&#x101;l&#x101;m zem&#x113;m � ka�m&#x113;rs</p><p>no Indijas, armo&#x146;ikas no grie&#x137;iem.</p><p>* * *</p><p>No Annas Brigaderes teksta 286 skaidrotaj&#x101;m vien&#x12B;b&#x101;m fon&#x113;tisko un v&#x101;rddarin&#x101;�anas variantu ir tikai 34, apm&#x113;ram desmit&#x101; da&#x13C;a. Ska&#x146;u sast&#x101;va at�&#x137;ir&#x12B;bas ir v&#x101;rdos pus�&#x16B;ks, smeils, l&#x101;c&#x12B;gs, lokturis, lenkans, �inkslis, ar&#x12B; ie- b&#x113;dza; ar kadu piespraustu vai atmestu l&#x12B;dzskani vai ska&#x146;u kopu at�&#x137;iras: k&#x101;pes, �&#x137;irstin, kribin&#x101;t, gu�&#x146;as, s&#x101;&#x146;�, s&#x101;lims; ar cit&#x101;du galotni at�&#x137;iras: pus�&#x16B;ks, gu�&#x146;as, aizmuguris, nezinus, skropsti, ragus, aizsargu logs, bezdi-</p><p>ben&#x101;; ar cit&#x101;du pied&#x113;kli vai pried&#x113;kli at�&#x137;iras: v&#x101;&#x13C;oties, atv&#x113;rtne, l&#x113;vari, zva�n&#x12B;s, l&#x113;vi&#x146;�, ragus, irbals, lieti�&#x137;s, &#x137;&#x113;pot, s&#x12B;poln&#x12B;ca, izme�&#x123;&#x113;t, dabonot. Mazais variantu &#x12B;patsvars sal&#x12B;dzin&#x101;jum&#x101; ar Doku Ata tekstu (desmit&#x101; da&#x13C;a pret ceturto da&#x13C;u) r&#x101;da Zemgales izlok�&#x146;u &#x12B;pa�o st&#x101;vokli � k&#x101; zin&#x101;ms, Jelgavas apk&#x101;rtnes izloksnes l&#x12B;dz ar Valmieras apk&#x101;rtnes izloksn&#x113;m ir liter&#x101;r&#x101;s valodas pamat&#x101;.</p><p>No 93 apvidv&#x101;rdiem 36 paz&#x12B;stami ar&#x12B; citos novados: jaunkults, l&#x113;c&#x101;js, apsitin&#x101;t, to&#x146;aties, aizkurkt, roga, er�in&#x101;t, mulda, ierot&#x12B;t, v&#x101;&#x137;&#x113;tajs, pigarica, kreceklis, merga, lize, no�&#x137;is, s&#x113;sts, rnuncis, p&#x16B;telis,<emphasis>%</emphasis> ieklikst&#x113;t, �&#x137;irin&#x101;t, le&#x137;e, pretistaba. Starp tiem ar&#x12B; v&#x101;rdi ar &#x12B;patn&#x113;j&#x101;m noz&#x12B;m&#x113;m: gar�a � gaume, piens � biezpiens, l&#x113;kties � atsisties k&#x101;d&#x101;, b&#x16B;t l&#x12B;dz&#x12B;gam, l&#x16B;zums � liels dau�dzums, uzmost � izzin&#x101;t, cie&#x146;a � cienasts. Zemgales un Kurzemes are&#x101;l&#x101; paz&#x12B;stami apvidv&#x101;rdi: t&#x12B;tinat, k&#x101;rn&#x113;t, plada, pasmakre, dziedrs, p&#x101;rtie�i, pau- gas, klerot, indeve, lanka. Annas Brigaderes novadam rakstur&#x12B;gi v&#x101;rdi poli�i, parkr&#x16B;tis, k&#x101; ar&#x12B; 110 Kurzemes form&#x101;m at�&#x137;ir&#x12B;g&#x101;s pav&#x101;ls, p&#x101;pier&#x113;. Sam&#x113;r&#x101; pla�s sl&#x101;nis � 20 v&#x101;rdi un formas � paz&#x12B;stams tikai no Annas Brigaderes darba. Pagaid&#x101;m ir gr&#x16B;ti no�&#x137;irt, kas �ai sl&#x101;n&#x12B; ir �aur&#x101; are&#x101;l&#x101; � T&#x113;rvet&#x113; un t&#x101;s ap�k&#x101;rtn&#x113; � lietotie apvidv&#x101;rdi, kas � Annas Brigaderes jaundarin&#x101;jumi, att&#x12B;s�tot t&#x101;l&#x101;k novada valodas trad&#x12B;ciju, radot jaunas v&#x101;rdformas un noz&#x12B;mes, lai piedotu tekstam &#x12B;patn&#x113;ju zemgalisku skan&#x113;jumu.</p><p>Teksta skaidrotie v&#x101;rdi r&#x101;da ari zemga&#x13C;u sakarus ar cit&#x101;m baltu cilt&#x12B;m un radniec&#x12B;go tautu � lietuvie�iem: seni kur�u v&#x101;rdi var&#x113;tu b&#x16B;t dziedrs, lanka, indeve, no lietuvie�u valodas ien&#x101;cis v&#x101;rds &#x123;elzis.</p><p>Daudzie Annas Brigaderes �zemgalismi� laikam nor&#x101;da uz k&#x101;du �odien v&#x113;l mazp&#x113;titu novadu � zemgalisko izlok�&#x146;u &#x12B;patn&#x113;jiem v&#x101;rdiem un noz&#x12B;�m&#x113;m. T&#x101;p&#x113;c, k&#x101; jau teikts, gr&#x16B;ti �obr&#x12B;d norobe�ot, kuri no v&#x101;rdiem tusls, at- svitroties, ausin&#x101;t, raudze, plegznaini plats, t&#x16B;teniski, st&#x101;vm&#x16B;ru, iepak�k&#x101;t, gr&#x16B;�&#x13C;a, skrink�&#x137;&#x113;t, pl&#x113;vai&#x146;i, miln&#x113;t, skaldar&#x113;t, skalder&#x113;t un v&#x101;rdu noz&#x12B;m&#x113;m atspirin&#x101;ties � atsperties, atkaru � atdal&#x12B;ti, atkaru, patvaldone � valdo�n&#x12B;ga govs, lietus birga � lietus l&#x101;ses, �altis, k&#x101; aulis � &#x13C;oti liels � ir Annas Brigaderes jaunv&#x101;rdi, kuri atvedin&#x101;mi uz autores dzimto izloksni.</p><p>Skaidroti 110 aizg&#x16B;tie v&#x101;rdi un j&#x113;dzieni. Viduslejasv&#x101;cu un lejasv&#x101;cu sl&#x101;ni p&#x101;rst&#x101;v 14 vardi (da�i v&#x101;rdi kop&#x113;ji ar Doku Ati un nav skaidroti): t&#x12B;ne, l&#x12B;kops, nierains, perve, �&#x137;&#x113;ri&#x146;�, skotele, izvit&#x113;t, tul&#x113;t, �&#x137;&#x16B;t&#x113;t, te ar&#x12B; varianti bezm&#x113;rs, strelles, &#x13C;ovenes, skr&#x12B;nis un Kurzem&#x113; un Zemgal&#x113; sastopamais v&#x101;rds sp&#x12B;zmane. Jaun&#x101;kais v&#x101;cu aizguvumu sl&#x101;nis � 22 v&#x101;rdi (maz&#x101;k par des�mito da&#x13C;u no vis&#x101;m skaidrotaj&#x101;m vien&#x12B;b&#x101;m, l&#x12B;dz&#x12B;gi ar&#x12B; Doku Ata materi&#x101;l&#x101;): dreij&#x101;t, trumpas, mantelis, sl&#x12B;peri, klabarjakts, plore, skunstnieks, rondele, salube, ve&#x13C;bomis, unsvats, foreiters, pi&#x137;ieris, loze, starp tiem varianti bok�tie- r&#x113;t, pr&#x113;lene, porcelis, ordnuyiga, lumin&#x101;cija. Tikai A. Brigaderes darb&#x101; sasto�pams v&#x101;rds p&#x101;rmakt&#x113;ties. Par tuvumu sava laika liel&#x101;kajam kult&#x16B;ras centram Jelgavai liecina ar v&#x101;cu valodas starpniec&#x12B;bu aizg&#x16B;tie fran�u � kontese, polon&#x113;ze � un lat&#x12B;&#x146;u valodas v&#x101;rdi � sin&#x101;ts, superdents, pr&#x12B;mus, pr&#x12B;ma, izops. Ebreju iedz&#x12B;vot&#x101;ju &#x12B;patsvaru pag&#x101;ju�&#x101; gadsimta Zemgal&#x113; r&#x101;da ar ebreju kult&#x16B;ru saist&#x12B;tie: i&#x146;&#x123;elis, �abas, ko�erga. Liekas, sen&#x101;s Kurzemes hercogu galvaspils&#x113;tas tuvums sekm&#x113;jis ar&#x12B; dzi&#x13C;&#x101;ku krist&#x12B;g&#x101;s kult&#x16B;ras iegulsn&#x113;jumu zemgalie�u dom&#x101;�an&#x101;. T&#x101;p&#x113;c bija j&#x101;skaidro daudzi b&#x12B;beles si�eti, ar senebreju kult&#x16B;ru saist&#x12B;ti personu un vietu v&#x101;rdi � v&#x101;ravs, Simsons, Danielis, Lats, Lata sieva, &#x100;brams, Z&#x101;ra, Mozus, Jozus u. c., Gozenes zeme, Zina ja kalns, &#x122;ibeona ieleja, Ajolona ieleja, filistie�i, k&#x101; ar&#x12B; Golg&#x101;ta un gar&#x12B;g&#x101;s dziesmas v&#x101;rdkopa �stipr&#x101; pils�.</p><p>Sal&#x12B;dzino�i maz&#x101;k ir aizguvumu no krievu un po&#x13C;u valodas � 7 v&#x101;rdi: kuk&#x146;a, klubaks, bodrs, kupcis, &#x137;e�a, birkavs, mu�iks (atcer&#x113;simies, ka Doku Ata tekst&#x101; bija 9 sl&#x101;vismi � p&#x101;rr&#x113;&#x137;inot procentos � divreiz vair&#x101;k).</p><p>V&#x113;stures kolor&#x12B;tu j&#x16B;tam v&#x101;rdkop&#x101;s lo�u laiks, iet krievos. Skaidroti ar&#x12B; ret&#x101;k lietojami v&#x101;rdi un maz&#x101;k paz&#x12B;stami j&#x113;dzieni atviz&#x113;t, p&#x101;r�&#x137;iebt, bucitis, mesli, v&#x113;rkulis, m&#x101;jas kopa, olekts, k&#x101;rta, s&#x113;tuve, spranckrits, sieks, suseklis, &#x123;ilstoks, r&#x16B;tis, paminas, pl&#x113;sumu pl&#x113;st, linauts, va&#x13C;enieki.</p><p>K&#x101; redzams no visa teikt&#x101;, uzman&#x12B;gam autoru valodas v&#x113;rot&#x101;jam daudz ko dos pat tikai tas, ka abi �ie autori ir blakus, vien&#x101; gr&#x101;mat&#x101; las&#x101;mi.</p><p>DOKU ATIS Mans dz&#x12B;ves r&#x12B;ts</p><p>5.�� lpp.</p><p>ar' � izlok�&#x146;u forma, ar&#x12B;.</p><p>doze, doz&#x12B;te � neliela iegarena vai apa&#x13C;a kast&#x12B;te, piem&#x113;ram, bri&#x13C;&#x13C;u gla�b&#x101;�anai. No v&#x101;cu Dose (ar l&#x12B;dz&#x12B;gu noz&#x12B;mi).</p><p>reiza, reiz&#x101;m � izlok�&#x146;u forma, reize. Tekst&#x101; nekonsekventais formu reiza un reize lietojums vien&#x101;dots, t&#x101;l&#x101;k tekst&#x101; reiza.</p><p>Boz&#x12B;ts, ar&#x12B; vec&#x12B;ts, mul&#x137;&#x12B;ts � izlok�&#x146;u forma no Boz&#x12B;tis, vec&#x12B;tis, mu&#x13C;&#x137;&#x12B;tis. smieklis, ar&#x12B; smiekls � izlok�&#x146;u forma, smiekli. ziem' � izlok�&#x146;u forma, ziem&#x101;.</p><p>6.�� lpp.</p><p>b&#x16B;t' � izlok�&#x146;u forma, b&#x16B;tu.</p><p>ka�m&#x113;rs � ka�mirs, smalks audums no kazu vilnas. S&#x101;kotn&#x113;ji izplat&#x12B;jies no Ka�miras novada Himalajos.</p><p>jaktsp&#x12B;pe � &#x12B;pa�as formas p&#x12B;pe. No v&#x101;cu Jagd un Pfeife � med&#x12B;bu p&#x12B;pe. cit' � izlok�&#x146;u forma, citu.</p><p>verste � sena garuma vien&#x12B;ba, 1, 0668 km. No krievu eepcra.</p><p>t&#x101;&#x13C;u, t&#x101;l&#x101;k � izlok�&#x146;u forma, t&#x101;lu, t&#x101;l&#x101;k.</p><p>gods � apvidv&#x101;rds, vies&#x12B;bas, dz&#x12B;res.</p><p>lieli � apvidv&#x101;rds, &#x13C;oti, stipri.</p><p>div&#x113;j' � izlok�&#x146;u forma, div&#x113;ju.</p><p>dot mutes � apvidv&#x101;rds, sk&#x16B;pst&#x12B;t.</p><p>8. lpp.</p><p>rumbainica � &#x12B;pa�as formas � cilindrveida platmale. dai&#x13C;nieks � m&#x101;kslinieks. Jaunv&#x101;rds, ko A. Kronvalds s&#x101;ka ieviest v&#x101;cisk&#x101; skunstnieks viet&#x101;.</p><p>pado' � izlok�&#x146;u forma, padod.</p><p>10. lpp.</p><p>l&#x101;de � augsta koka kaste ar atv&#x101;�amu v&#x101;ku dr&#x113;bju (meitu p&#x16B;ra) gla�b&#x101;�anai. Seit ar noz&#x12B;mi z&#x101;rks.</p><p>kas t' � izlok�&#x146;u forma, kas tad.</p><p>12. lpp.</p><p>es eimu, lai es eimot � izlok�&#x146;u formas, es eju, lai es ejot. izgadiba, izgadijums � Vidzemes apvidv&#x101;rds, izdev&#x12B;ba. iebr&#x16B;&#x137;&#x113;t, br&#x16B;&#x137;&#x113;t � lietot. Seit � dzert (alkoholiskus dz&#x113;rienus). No viduslejasv&#x101;cu br&#x16B;ken (ar l&#x12B;dz&#x12B;gu noz&#x12B;mi).</p><p>&#x137;e�a � parasti kabata, �eit � ap&#x123;&#x113;rbam piestiprin&#x101;ma kule. No po&#x13C;u kieszen � kabata.</p><p>tai�&#x146;i � izlok�&#x146;u forma, taisni. virsaune � izlok�&#x146;u forma, virsotne.</p><p>13.�� lpp.</p><p>plei�&#x137;in&#x101;t � izlok�&#x146;u forma no pl&#x12B;k�in&#x101;t. Seit ar noz&#x12B;mi purin&#x101;t. pieres auts � prec&#x113;tas sievietes galvas aps&#x113;js, kas nosedz pieri. spi�kas � s&#x113;rkoci&#x146;i. No krievu cnuuKu.</p><p>�ajs, �aja z&#x101;les � Vidzemes un Latgales apvidv&#x101;rds, &#x12B;st&#x101; t&#x113;ja pretstat&#x101; z&#x101;&#x13C;u t&#x113;jai. No krievu ua&#x16B;.</p><p>kartuzis � �eit laikam ar noz&#x12B;mi tabaka, �&#x146;aucam&#x101; tabaka. No krievu Kaprt/3 � lielgabala �&#x101;vi&#x146;a pild&#x12B;jums, ar&#x12B; maisi&#x146;�, kur&#x101; ievieto �o pild&#x12B;jumu. strads � izlok�&#x146;u forma Vidzem&#x113; un Latgal&#x113;, strazds.</p><p>14.�� lpp.</p><p>bail&#x12B;gs � Vidzemes un Latgales apvidv&#x101;rds, atbaido�s.</p><p>stops � sens tilpuma m&#x113;rs, 1,275 litri. No viduslejasv&#x101;cu stop. pijkanne � ari p&#x12B;pkanna, ar&#x12B; zarakanna. Sens dzeramais trauks, kanna (ar&#x12B; kauss) ar sn&#x12B;pi, pa kuru dz&#x113;ra. No viduslejasv&#x101;cu pipkarme (ar l&#x12B;dz&#x12B;gu noz&#x12B;mi).</p><p>�tuks, �tuki&#x146;� � Vidzemes un Latgales apvidv&#x101;rds, br&#x12B;numains, d&#x12B;vains, ar&#x12B; joc&#x12B;gs notikums. Aizg&#x16B;ts, iesp&#x113;jams, ar krievu valodas starpniec&#x12B;bu no v&#x101;cu St&#x16B;ck � gabals, ar&#x12B; luga.</p><p>dru�kis � dru�&#x137;is, apvidv&#x101;rds, parasti ar noz&#x12B;mi mazs, resns cilv&#x113;ks, ar&#x12B; nobarots zirgs. Seit � l&#x101;cis.</p><p>18. lpp.</p><p>izredz&#x113;t � izlok�&#x146;u forma, pieredz&#x113;t. pircieni � izlok�&#x146;u forma, pirkumi.</p><p>kristt&#x113;vi&#x146;� � izlok�&#x146;u forma, krustt&#x113;ti&#x146;�. No senkrievu KbptcTb-. under drapas � br&#x12B;numz&#x101;les. No v&#x101;cu Wunder un Dropp � br&#x12B;ni�&#x137;&#x12B;gs un z&#x101;les.</p><p>H&#x101;cker � v&#x101;cu ori&#x123;in&#x101;lforma, latviskot&#x101; forma Hekers. 20. lpp.</p><p>�tukaunieks � aspr&#x101;tis, jokup&#x113;teris. Sk. �tuks. s&#x101;lijs � izlok�&#x146;u forma, s&#x101;&#x13C;�.</p><p>ieru�in&#x101;ties naud&#x101; � &#x12B;patn&#x113;js lietojums, iedz&#x12B;voties naud&#x101;. 21. lpp.</p><p>kalendaris � izlok�&#x146;u forma, kalend&#x101;rs.</p><p>&#x12B;dzer �&#x101;rku, biusi zornu poarroavis � tekst&#x101; m&#x113;&#x123;in&#x101;ts atveidot latgalisko izrunu �iedzer �arku, b&#x16B;si zarnu p&#x101;rr&#x101;vis�. C&#x101;rka, �arka � sarunvalodas v&#x101;rds, �&#x137;idruma m&#x113;rs � 0,123 litri. No krievu uapica.</p><p>karba�a � &#x101;das pletne, p&#x101;taga, �eit laikam � birka. No v&#x101;cu Karbatsche (ar l&#x12B;dz&#x12B;gu noz&#x12B;mi).</p><p>plaukstis � izlok�&#x146;u forma, plaukstas.</p><p>&#x123;ist (&#x123;iedu, &#x123;ied, &#x123;ie�, &#x123;ie�am, &#x123;ie�at) � nojaust.</p><p>22. lpp.</p><p>netaisnieks � Vidzemes un Latgales apvidv&#x101;rds, tas, kas ir l&#x12B;ks, ar&#x12B; nepa�reizs, ar&#x12B; nepat&#x12B;kams.</p><p>kristum&#x101;te � izlok�&#x146;u forma, krustm&#x101;te. Sk. kristt&#x113;vi&#x146;�. be&#x146;&#x137;is � sols. No viduslejasv&#x101;cu benke � sols, ar&#x12B; darbgalds.</p><p>23. lpp.</p><p>nolaup&#x12B;t � apvidv&#x101;rds, nolob&#x12B;t, nomizot.</p><p>�ever&#x113;t � bezsakar&#x12B;gi ko izteikt, piem&#x113;ram, k&#x101;das ska&#x146;u kopas.</p><p>tipts � k&#x101;ds &#x12B;pa�s audums. Sk. ar&#x12B; tiptene.</p><p>(no)kl&#x12B;ster&#x113;t � (no)l&#x12B;m&#x113;t ar kl&#x12B;steri. No viduslejasv&#x101;cu klisteren � kl&#x12B;s- ter&#x113;t, lipin&#x101;t, l&#x12B;m&#x113;t.</p><p>26.��� lpp.</p><p>�pigons � spiegs. S&#x12B; forma, iesp&#x113;jams, veidojusies, sajaucoties aizgu�vumiem no v&#x101;cu un po&#x13C;u valodas Spion un opieg (noz&#x12B;mes l&#x12B;dz&#x12B;gas).</p><p>klu�ka � Vidzemes apvidv&#x101;rds, nicino�s nosaukums maza auguma cil�v&#x113;kam.</p><p>prapi, prapji � (ietinamais) pap&#x12B;rs un taml&#x12B;dz&#x12B;gi, ko sen&#x101;k izmantoja, l&#x101;d&#x113;jot �autenes. No viduslejasv&#x101;cu prop � aizb&#x101;znis, pu&#x13C;&#x137;is.</p><p>skr&#x101;&#x123;is � Vidzemes apvidv&#x101;rds (Kurzem&#x113; kr&#x101;&#x123;is), atbalsta r&#x101;mis, pieme ram, galda virsas uzlik�anai. No vidusv&#x101;cu schrage � koka statnis. p&#x16B;�l&#x101;t � Vidzemes apvidv&#x101;rds, atk&#x101;rtoti p&#x16B;st, &#x101;tri un bie�i p&#x16B;st. saldanums � izlok�&#x146;u forma, saldums.</p><p>27.������������ TOC "1-3" lpp.</p><p>�&#x12B;da rags � ar&#x12B; bau�&#x13C;u rags, ko l&#x16B;g�anas laik&#x101; Mozus tic&#x12B;gie sien sev pie pieres un rok&#x101;m.</p><p>28.������������ lpp.</p><p>pijvoles � apvidv&#x101;rds, vijoles. No viduslejasv&#x101;cu fiole � vijole. armo&#x146;ikas � izlok�&#x146;u forma, harmonikas. Pamat&#x101; grie&#x137;u harmonikos. l&#x101;p&#x12B;tenis (cimds) � Vidzemes apvidv&#x101;rds, sal&#x101;p&#x12B;ts, ar iel&#x101;piem.</p><p>29.������������ lpp.</p><p>dzirenes � izlok�&#x146;u forma, apdziras. Apdzird&#x12B;t ar dziren&#x113;m � saind&#x113;t.</p><p>30.������������ lpp.</p><p>dievredz&#x113;t, izdievredz&#x113;t � apvidv&#x101;rds, ar ma&#x123;isk&#x101;m sp&#x113;j&#x101;m &#x101;rst&#x113;t. dievredzis � apvidv&#x101;rds, ar ma&#x123;isk&#x101;m sp&#x113;j&#x101;m apvelt&#x12B;ts cilv&#x113;ks. preilene � jaunkundze. No v&#x101;cu Fr&#x101;ulein (ar l&#x12B;dz&#x12B;gu noz&#x12B;mi). cier&#x113;t � Vidzemes apvidv&#x101;rds, �urpu turpu staig&#x101;t. No v&#x101;cu spazieren � pastaig&#x101;ties.</p><p>pelavnieks � Vidzemes un Latgales apvidv&#x101;rds, mazs �&#x137;&#x16B;n&#x12B;tis pelavu gla�b&#x101;�anai.</p><p>jakts � 1) med&#x12B;bas, 2) neparastas, joc&#x12B;gas izdar&#x12B;bas, bl&#x113;&#x146;as, palaidn&#x12B;bas. No v&#x101;cu Jagd � med&#x12B;bas, paka&#x13C;dz&#x12B;�an&#x101;s, ar&#x12B; k&#x146;ada, tracis. d&#x113;lietis � Vidzemes apvidv&#x101;rds, jauns v&#x12B;rietis, puisis. meitietis � izlok�&#x146;u forma, jauna sieviete, meita.</p><p>vel&#x113;ties � mazg&#x101;t dr&#x113;bes ar senlaic&#x12B;gu pa&#x146;&#x113;mienu � sitot ar koka v&#x101;li.</p><p>gubenis � Vidzemes apvidv&#x101;rds, neliels �&#x137;&#x16B;nis lopbar&#x12B;bas glab&#x101;�anai zem viena jumta ar piedarbu vai k&#x101;du citu &#x113;ku.</p><p>32.��� lpp.</p><p>l&#x113;&#x146;i � izlok�&#x146;u forma, l&#x113;ni. a�g&#x101;r&#x146;i � izlok�&#x146;u forma, a�g&#x101;rni.</p><p>33.��� lpp.</p><p>per�as � panti&#x146;i, ari dziesmas, dzejoji. No viduslejasv&#x101;cu versche (ar l&#x12B;dz&#x12B;gu noz&#x12B;mi).</p><p>krik�&#x137;i � apvidv&#x101;rds, elsas, �&#x146;uksti.</p><p>(ej) guli zem&#x113; � &#x12B;patn&#x113;ja v&#x101;rdkopa ar noz&#x12B;mi (ej) gul&#x113;t.</p><p>35.��� lpp.</p><p>eljes rags � trauks (senlaikos parasti grezni apkalts rags) ar sv&#x113;to ejju, ari k&#x101;d&#x101;m smar�&#x12B;g&#x101;m viel&#x101;m. Simboliz&#x113; �&#x137;&#x12B;st&#x12B;�anu. No vidusv&#x101;cu olje (ar l&#x12B;dz&#x12B;gu noz&#x12B;mi).</p><p>savmal � izlok�&#x146;u forma, katrs uz savu pusi. verdze � Vidzemes apvidv&#x101;rds, gara rinda.</p><p>ridze � Vidzeme? apvidv&#x101;rds, �eit laikam � ap&#x13C;veida rot&#x101;jums pie aiz�j&#x16B;ga.</p><p>36.��� lpp.</p><p>ta' � izlok�&#x146;u forma, tad.</p><p>d�ind�ala � &#x101;das p&#x101;taga �ig&#x101;nu valod&#x101;.</p><p>pas&#x12B;lija � pasilija, Vidzemes apvidv&#x101;rds, apcietin&#x101;juma vieta, cietums. V&#x101;rds laikam radies no krievu v&#x101;rdiem noceAenue un Sib&#x12B;rija, pulkstens � izlok�&#x146;u forma, pulkstenis.</p><p>37.��� lpp.</p><p>&#x12B;sten � izlok�&#x146;u forma, &#x12B;steni. dien' � izlok�&#x146;u forma, dienu.</p><p>38.��� lpp.</p><p>lai � apvidv&#x101;rds, jau. vi�&#x137;i&#x146; � apvidv&#x101;rds, loti.</p><p>40. lpp.</p><p>izplukt � apvidv&#x101;rds, iekaist (par &#x101;du). vasar' � izlok�&#x146;u forma, vasar&#x101;.</p><p>riks, rici&#x146;� � izlok�&#x146;u forma, rika, rieciens.</p><p>&#x137;&#x113;rne � koka trauks ar aizv&#x101;�amu v&#x101;ku (produktu glab&#x101;�anai un sviest kul�anai). No viduslejasv&#x101;cu kerne (ar l&#x12B;dz&#x12B;gu noz&#x12B;mi).</p><p>skunst&#x12B;gs � �eit smalks, sare�&#x123;&#x12B;ts. No v&#x101;cu Kunst � m&#x101;ksla, mak;i</p><p>42.��� lpp.</p><p>v&#x101;&#x123;i � rati. No viduslejasv&#x101;cu wag(e)n � rati, kariete.</p><p>lel&#x13C;i � izlok�&#x146;u forma, lelles.</p><p>vazot � apvidv&#x101;rds, &#x101;tri iet, braukt.</p><p>amati, ar amatiem � �eit ni&#x137;i, ar ni&#x137;iem. No viduslejasv&#x101;cu ammet arods su&#x146;us sist � izteiciens ar noz&#x12B;mi: d&#x12B;ki pavad&#x12B;t laiku, palaid&#x146;oties. �tudier&#x113;t � tie�s p&#x101;rc&#x113;lums no v&#x101;cu studieren � stud&#x113;t. Seit � klai&#x146;ot �&#x137;empele � izlok�&#x146;u forma, �&#x137;emba.</p><p>43.lpp.</p><p>nolle � izlok�&#x146;u forma, nulle. vis' � izlok�&#x146;u forma, visu.</p><p>44.������������ lpp.</p><p>l&#x113;&#x123;eris � nometne. No viduslejasv&#x101;cu leger (ar l&#x12B;dz&#x12B;gu noz&#x12B;mi). biedris � izlok�&#x146;u forma, biedrs.</p><p>45.������������ lpp.</p><p>studente � tie�s p&#x101;rc&#x113;lums no v&#x101;cu Student � studenti.</p><p>46.������������ lpp.</p><p>dz&#x113;rves z&#x101;baki � izteiciens ar noz&#x12B;mi iekaisusi, saspr&#x113;g&#x101;jusi &#x101;da k&#x101;j&#x101;m. sti&#x137;is � gabals. No viduslejasv&#x101;cu st&#x16B;cke (ar l&#x12B;dz&#x12B;gu noz&#x12B;mi). dr&#x101;zeniski � neskaidras noz&#x12B;mes v&#x101;rds, iesp&#x113;jams, Doku Ata jaunv&#x101;rds, te laikam: �&#x13C;&#x16B;cot vilkt (k&#x101;ju pa smilt&#x12B;m).</p><p>ne katrs � apvidv&#x101;rds, neviens no abiem. (Liter&#x101;raj&#x101; valod&#x101; ietilpst ter mina nekatra dzimte sast&#x101;v&#x101;.)</p><p>pamilija � sarunvalodas forma no &#x123;erm&#x101;nisma familija � &#x123;imene. No v&#x101;cu Familie (ar l&#x12B;dz&#x12B;gu noz&#x12B;mi).</p><p>47.��� lpp.</p><p>sleber&#x113;t � Vidzemes apvidv&#x101;rds, l&#x113;n&#x101;m p&#x101;rvietoties. sapravit � Vidzemes un Latgales apvidv&#x101;rds, satais&#x12B;t, salabot. No krievu ucnpaeuTb (ar l&#x12B;dz&#x12B;gu noz&#x12B;mi).</p><p>sietava � apvidv&#x101;rds, dr&#x101;nas gabals, ko aptin ap k&#x101;jas apak�stilbu.</p><p>d&#x12B;sele � divj&#x16B;ga ratu ilkss, pie kuras no ab&#x101;m pus&#x113;m piej&#x16B;dz zirgus. No viduslejasv&#x101;cu dis(s)el (ar l&#x12B;dz&#x12B;gu noz&#x12B;mi).</p><p>puliers � Vidzemes apvidv&#x101;rds, &#x101;trs, izveic&#x12B;gs cilv&#x113;ks, ari kurjers. No v&#x101;cu Polier � m&#x16B;rnieku priek�str&#x101;dnieks, ar&#x12B; smalkgaldnieks. V&#x101;rdkopa k&#x101; pu�liers � &#x101;tri, ziben&#x12B;gi.</p><p>gl&#x12B;�i � izlok�&#x146;u forma, gl&#x12B;ti.</p><p>vajag&#x101;s � izlok�&#x146;u forma, vajag.</p><p>zviedr&#x12B;t � Vidzemes apvidv&#x101;rds, zv&#x12B;&#x13C;ot, zv&#x113;rot.</p><p>st&#x12B;v&#x113;ties � ar lielu piep&#x16B;li ko dar&#x12B;t.</p><p>49. lpp.</p><p>�urmi&#x146;a � Vidzemes apvidv&#x101;rds. �upi&#x146;a karite � paral&#x113;la forma v&#x101;rdam kariete. kur k&#x16B;r&#x113;js � izlok�&#x146;u forma, kur kurais.</p><p>ANNA BRIGADERE Anneles st&#x101;sti</p><p>53. lpp.</p><p>�stipr&#x101; pils� � v&#x101;rdkopa no gar&#x12B;g&#x101;s dziesmas �Tas kungs ir musu stipr&#x101; pils� pirm&#x101;s rindas, te apz&#x12B;m&#x113; dro�&#x12B;bu, atbalstu.</p><p>t&#x12B;ne � liels, augsts, apa&#x13C;� koka trauks ar v&#x101;ku, parasti miltu, graudu, ari audekla ba&#x137;u glab&#x101;�anai. No viduslejasv&#x101;cu tine � toveris, kubls.</p><p>54. lpp.</p><p>atviz&#x113;t � s&#x101;kt viz&#x113;t, sp&#x12B;d&#x113;t.</p><p>tusls, tusla � neskaidras noz&#x12B;mes v&#x101;rds, iesp&#x113;jams, A. Brigaderes jaun�v&#x101;rds, te laikam: nesp&#x113;c&#x12B;gs. Iesp&#x113;jams, fon&#x113;tiskais variants no kusls, p&#x101;r�&#x137;iebts � &#x13C;oti sa�&#x137;iebts.</p><p>c&#x113;rps � ar z&#x101;li apaudzis cinis, parasti purvain&#x101; viet&#x101;, ar&#x12B; biezs asas z&#x101;les</p><p>polon&#x113;ze � svin&#x12B;ga p&#x101;ru deja, ar to parasti ievada svin&#x12B;gus sar&#x12B;kojumus, piem&#x113;ram, skolas izlaidumu. Radusies Polij&#x101;. No fran�u polonaise � polisk&#x101;.</p><p>55.����������� lpp.</p><p>jaunkults (sviests) � apvidv&#x101;rds, svaigi sakults (sviests).</p><p>56.����������� lpp.</p><p>atsv&#x12B;troties � atst&#x101;t sv&#x12B;tru (uz virsmas). Iesp&#x113;jams, A. Brigaderes jaun�v&#x101;rds.</p><p>apsitin&#x101;t � apvidv&#x101;rds, apt&#x12B;t, apt&#x12B;st&#x12B;t.</p><p>57.����������� lpp.</p><p>bu�itis � t&#x101;pat k&#x101; buci&#x146;�, pamazin&#x101;m&#x101; forma no buks � &#x101;zis, ar&#x12B; stirnu buks. Tautasdziesm&#x101;s parasti lietots k&#x101; past&#x101;v&#x12B;gais pielikums v&#x101;rdam &#x101;z&#x12B;tis: �&#x100;z&#x12B;ti, buc&#x12B;tiSai tautasdziesm&#x101; lietots patst&#x101;v&#x12B;gi.</p><p>61. lpp.</p><p>�polisi� � Zemgales apvidv&#x101;rds, p&#x101;rzied&#x113;ju�as pienenes. To apa&#x13C;&#x101;s gal vi&#x146;as zemgalie�iem asoci&#x113;ju�&#x101;s ar Kurzemes hercogistes laika po&#x13C;u mui��nieku pusgaraj&#x101;m, kuplaj&#x101;m biks&#x113;m.</p><p>l&#x113;vi&#x146;� � izlok�&#x146;u forma, l&#x113;venis, liels daudzums.</p><p>63.��� lpp.</p><p>sasaukt kop&#x101; � burtojot salas&#x12B;t v&#x101;rdu.</p><p>aizsargu logs � izlok�&#x146;u forma, priek�logs, otrs logs, ko ziem&#x101; ieliek siltuma saglab&#x101;�anai.</p><p>pusrata, b&#x16B;t uz pusrata � ne �&#x101;, ne t&#x101;.</p><p>&#x113;ver&#x123;&#x113;l&#x12B;gs � ner&#x101;tns, draiskul&#x12B;gs. Laikam aizguvums no &#x123;erm&#x101;&#x146;u valo�d&#x101;m.</p><p>64.��� lpp.</p><p>irbulis � nosmailin&#x101;ts koci&#x146;�, ko lasot tur&#x113;ja pie las&#x101;m&#x101; v&#x101;rda. 66.lpp.</p><p>titin&#x101;t � Zemgales un Kurzemes apvidv&#x101;rds, ar run&#x101;�anu izsaukt dus�mas, sakaitin&#x101;t, ar&#x12B; &#x137;ircin&#x101;t.</p><p>l&#x113;c&#x101;js (pakr&#x16B;t&#x113;) � apvidv&#x101;rds, sirds slim&#x12B;ba.</p><p>67. lpp.</p><p>to&#x146;&#x101;ties � apvidv&#x101;rds, knos&#x12B;ties, ar&#x12B; t&#x16B;&#x13C;&#x101;ties.</p><p>bok�tier&#x113;t � izlok�&#x146;u forma, bokster&#x113;t, las&#x12B;t, nosaucot katru burtu un zilbi. No v&#x101;cu buchstabieren � burtot.</p><p>68. lpp.</p><p>g&#x101;, k&#x101;, h&#x101;, e&#x146;, e&#x13C;, e�, �&#x101; � burtu g, k, h, &#x146;, l, �, � nosaukumi burtojot.</p><p>lpp.</p><p>s&#x113;rt riju � kul�anai paredz&#x113;to lab&#x12B;bu izvietot kalt&#x113;�anai rij&#x101; uz &#x12B;pa�as no�vietnes � &#x101;rdiem.</p><p>lpp.</p><p>baldah&#x12B;ns � pie �etriem balstiem piestiprin&#x101;ts grezna auduma jumts, ko lieto svin&#x12B;g&#x101;s ceremonij&#x101;s, svin&#x12B;gajos g&#x101;jienos.</p><p>lpp.</p><p>ausin&#x101;t � neskaidras noz&#x12B;mes v&#x101;rds, iesp&#x113;jams, A. Brigaderes jaunv&#x101;rds, te laikam � mudin&#x101;t klaus&#x12B;ties.</p><p>74.������������ lpp.</p><p>aizkurkt � apvidv&#x101;rds, skali kurkstot, padar&#x12B;t (uz laiku) nedzird&#x12B;gas (ausis); pieburt k&#x101;du &#x13C;aunumu. mesli � nodevas.</p><p>75.������������ lpp.</p><p>mantelis � m&#x113;telis. No v&#x101;cu Mantel (ar l&#x12B;dz&#x12B;gu noz&#x12B;mi). v&#x113;rkulis � v&#x113;rp�anai sagatavots, piem&#x113;ram, vilnas v&#x12B;�&#x137;is. Seit laikam: k&#x101;zu braucienos un k&#x101;zu dej&#x101;s lietotais trideksnis, gatavots no egles galot�n&#x12B;tes. Par v&#x113;rkuli saukti ar&#x12B; biezi, sajuku�i mati.</p><p>nierains � neskaidras noz&#x12B;mes v&#x101;rds, te laikam � ar nierveid&#x12B;gu orna�mentu. Niere � no viduslejasv&#x101;cu nere (ar l&#x12B;dz&#x12B;gu noz&#x12B;mi).</p><p>tiptene � Zemgales apvidv&#x101;rds, lakats, laikam no &#x12B;pa�as dr&#x101;nas.</p><p>76.��� lpp.</p><p>�petns � izlok�&#x146;u forma, ne�petns.</p><p>kuk&#x146;a � virtuve. No krievu KyxuH (l&#x12B;dz&#x12B;gas noz&#x12B;mes v&#x101;rds). 79. lpp.</p><p>pav&#x101;ls � Kurzemes un Zemgales apvidv&#x101;rds, p&#x101;rv&#x101;ls, salmu jumta aug��&#x113;j&#x101; salmu k&#x101;rta, kas p&#x101;rliekta p&#x101;ri apak�&#x113;jai k&#x101;rtai.</p><p>&#x123;elzis � nolietots, ar&#x12B; neass nazis. No lietuvie�u &#x123;elzis � dzelzs; klik- sto�s &#x123;elzis � saliekts, izlodz&#x12B;ts nazis.</p><p>l&#x113;vari � izlok�&#x146;u forma, l&#x113;veri, non&#x113;s&#x101;ts, noskrandis ap&#x123;&#x113;rbs, skrandas.</p><p>v&#x101;ravs � izkrop&#x13C;ots sve�v&#x101;rds, faraons. A. Brigadere izmantojusi popul&#x101;ro b&#x12B;belst&#x101;stu par J&#x101;zepu � &#x112;&#x123;iptes faraona sap&#x146;u tulku. Izskaidrojot sapni par septi&#x146;&#x101;m treknaj&#x101;m un septi&#x146;&#x101;m liesaj&#x101;m gov&#x12B;m, vi&#x146;� paredz&#x113;jis septi&#x146;us aug�l&#x12B;gus un septi&#x146;us bada gadus.</p><p>85. lpp.</p><p>kopa � m&#x101;jas kopa, m&#x101;jas darbi: lopu baro�ana, &#x113;diena gatavo�ana, pagalma un m&#x101;jas uzpo�ana utt.</p><p>k&#x101;rn&#x113;t � Zemgales un Kurzemes apvidv&#x101;rds, k&#x101;ri noskat&#x12B;ties.</p><p>89.��� lpp.</p><p>roga � apvidv&#x101;rds, tuk�a, izkulta v&#x101;rpa.</p><p>trumpas � sp&#x113;&#x13C;u k&#x101;rtis. No v&#x101;cu Trumpf � k&#x101;rtis ar augst&#x101;ku v&#x113;rt&#x12B;bu (attiec&#x12B;b&#x101; pret cit&#x101;m k&#x101;rt&#x12B;m).</p><p>90.��� lpp.</p><p>olekts � sens garuma m&#x113;rs, atbilst apm&#x113;ram att&#x101;lumam no pirkstgaliem l&#x12B;dz elkonim.</p><p>i&#x146;&#x123;elis � te laikam izkrop&#x13C;ota v&#x101;cu vai jidi�a valodas forma ar noz&#x12B;mi b&#x113;rns.</p><p>er�in&#x101;t � ersin&#x101;t, apvidv&#x101;rds, &#x113;rcin&#x101;t, kaitin&#x101;t.</p><p>91.������������ lpp.</p><p>�abas � svinama diena, kad pie Mozus tic&#x12B;bas piedero�ie nedr&#x12B;kst neko str&#x101;d&#x101;t. Iesp&#x113;jams, no formas sabath.</p><p>92.������������ lpp.</p><p>attrumpot � atsp&#x113;l&#x113;ties, piem&#x113;ram, kaitin&#x101;t&#x101;jam.</p><p>tikops � vieno�an&#x101;s, sal&#x12B;g�ana, ari cienasts tam par godu. No viduslejas�v&#x101;cu l&#x12B;(t)kop (ar l&#x12B;dz&#x12B;gu noz&#x12B;mi).</p><p>93.������������ lpp.</p><p>k&#x101;rta � novecojusi noz&#x12B;me, ap&#x123;&#x113;rba komplekts, piem&#x113;ram, veste, sv&#x101;rki un bikses.</p><p>mulda � maizes abra, koka trauks m&#x12B;klas gatavo�anai. No viduslejas�v&#x101;cu mulde (ar l&#x12B;dz&#x12B;gu noz&#x12B;mi).</p><p>94.��� lpp.</p><p>ierotlt � apvidv&#x101;rds, parasti � ieloc&#x12B;t, piem&#x113;ram, v&#x12B;li. Seit laikam ar noz&#x12B;mi: ietvert, veidot apmali.</p><p>96.lpp.</p><p>s&#x113;tuve � &#x12B;pa�s ap&#x13C;veida grozs, kur&#x101; s&#x113;j&#x113;js nes graudus.</p><p>97.��� lpp.</p><p>sllperi � gul�&#x146;i. No v&#x101;cu Slieper (ar l&#x12B;dz&#x12B;gu noz&#x12B;mi).</p><p>98.��� lpp.</p><p>l&#x101;kturis � met&#x101;la stienis ar turekli skala iestiprin&#x101;�anai. Pamat&#x101; viduslejas�v&#x101;cu lachter (ar l&#x12B;dz&#x12B;gu noz&#x12B;mi).</p><p>v&#x101;&#x137;&#x113;t&#x101;js � apvidv&#x101;rds, tas, kas v&#x101;&#x137;&#x113; � pavada nakti nomod&#x101; ko uzrau- got, sarg&#x101;jot.</p><p>99.��� lpp.</p><p>pigarica � apvidv&#x101;rds, no maizes gatavots &#x113;diens.</p><p>100.�� lpp.</p><p>klabarjakts � med&#x12B;bas, kuru laik&#x101; med&#x12B;jamos zv&#x113;rus izbaida ar koka klabek&#x13C;iem. No v&#x101;cu Klapperjagd � med&#x12B;bas ar dzin&#x113;jiem.</p><p>104.lpp.</p><p>bezm&#x113;rs � bezm&#x113;ns, rokas svari. No viduslejasv&#x101;cu bes(e)mer. p&#x113;rve, perv&#x113;t � kr&#x101;sa, kr&#x101;sot. No viduslejasv&#x101;cu verwe (ar l&#x12B;dz&#x12B;gu noz&#x12B;mi). raudze � neskaidras noz&#x12B;mes v&#x101;rds, iesp&#x113;jams, A. Brigaderes jaunv&#x101;rds. Te laikam � saraudz&#x113;ts nov&#x101;r&#x12B;jums.</p><p>105. lpp.</p><p>spranckr&#x12B;ts � apvidv&#x101;rds, &#x137;&#x12B;miska viela, vara vitriols. indeve � nev&#x113;lama tieksme, paradums. Iesp&#x113;jams, sena kur�u valodas forma.</p><p>107.�� lpp.</p><p>sieks � sena m&#x113;ra vien&#x12B;ba, apm&#x113;ram 17 kg.</p><p>108.��� lpp.</p><p>sa&#x13C;ims � izlok�&#x146;u forma, s&#x101;l&#x12B;jums.</p><p>suseklis � suka. Matu suk&#x101;�anai lietoti c&#x16B;kas saru susek&#x13C;i, linu apstr&#x101; d&#x101;�anai � susek&#x13C;i ar dzelzs tap&#x101;m.</p><p>110. lpp.</p><p>kreceklis � apvidv&#x101;rds, galerts.</p><p>111. lpp.</p><p>kosere � ko�erga&#x13C;a, ga&#x13C;a, ko ieg&#x16B;st no &#x12B;pa�&#x101; veid&#x101; kauta liellopa, ko dr&#x12B;kst &#x113;st Mozus tic&#x12B;gie.</p><p>lapsastes, spr&#x113;sl&#x12B;cas, kurpnieki, d&#x101;lderi � da�&#x101;das rota&#x13C;as.</p><p>113. lpp.</p><p>zvanis � izlok�&#x146;u forma, zvani&#x137;is, zvan&#x12B;t&#x101;js, tas cilv&#x113;ks, kura pien&#x101;kums zvan&#x12B;t bazn&#x12B;cas torn&#x12B; pirms un p&#x113;c dievv&#x101;rdiem.</p><p>116. lpp.</p><p>Gozenes zeme � Go�enes zeme &#x112;&#x123;ipt&#x113;, kur saska&#x146;&#x101; ar b&#x12B;beles nost&#x101;stiem dz&#x12B;voju�i ebreji pirms izie�anas no &#x112;&#x123;iptes. merga � apvidv&#x101;rds, meitene.</p><p>122. lpp.</p><p>plada � Zemgales un Kurzemes apvidv&#x101;rds, pl&#x101;cenis, ar&#x12B; pl&#x101;tsmaize. Seit � pl&#x101;ns, neraudz&#x113;ts kvie�u miltu pl&#x101;cen&#x12B;tis.</p><p>�t&#x101;rpi&#x146;i� � apvidv&#x101;rds, n&#x16B;deles, ar&#x12B; no rupja maluma miltiem. plegznaini plats � neskaidras noz&#x12B;mes v&#x101;rdkopa, iesp&#x113;jams, A. Brigaderes jaundarin&#x101;jums. Laikam ar noz&#x12B;mi: plats k&#x101; plezna.</p><p>128. lpp.</p><p>p&#x101;pier&#x113; � Zemgales apvidv&#x101;rds, p&#x101;rpier&#x113;, p&#x101;ri pierei sasiets (lakats). aube � mice, pl&#x101;nas dr&#x101;nas cepur&#x12B;te, ko valk&#x101;ja prec&#x113;tas sievietes. No v&#x101;cu Haube (ar l&#x12B;dz&#x12B;gu noz&#x12B;mi).</p><p>t&#x16B;teniski � neskaidras noz&#x12B;mes v&#x101;rds. Seit laikam � parast&#x101; veid&#x101; sasie�tam lakatam aug�&#x101; uzsiets ap galvasvirsu sarull&#x113;ts lakats.</p><p>132. lpp.</p><p>zetora sv&#x101;rki � apvidv&#x101;rds, zetersv&#x101;rki, v&#x12B;rie�u sv&#x101;rki ar pagarin&#x101;tu mu�guras da&#x13C;u.</p><p>135. lpp.</p><p>kontese � komtese, gr&#x101;fiene, gr&#x101;fa meita. No fran�u comtese � gr&#x101;fiene. lanka � Zemgales un Kurzemes apvidv&#x101;rds, liela, zema p&#x13C;ava upes l&#x12B;c&#x12B;. Sens kur�u v&#x101;rds.</p><p>137. lpp.</p><p>p&#x101;rkr&#x16B;tis � apvidv&#x101;rds, p&#x101;ri kr&#x16B;t&#x12B;m krusteniski sasiets (lakats).</p><p>138. lpp.</p><p>sadu&#x146;&#x137;&#x113;t � apvidv&#x101;rds, iesist, iegr&#x16B;st dunku s&#x101;nos. ieb&#x113;dza � izlok�&#x146;u forma, ieb&#x113;ga.</p><p>skaldarigs, ari skalderigs � atvasin&#x101;jums no apvidv&#x101;rda skalder&#x113;t vai skaldars, neskaidras noz&#x12B;mes v&#x101;rdi. Te laikam ar noz&#x12B;mi � &#x101;tra, neskaidra (valoda).</p><p>143. lpp.</p><p>uzspurga � izlok�&#x146;u forma, uzspurdza. sadabonot � izlok�&#x146;u forma, sadab&#x16B;jot.</p><p>145.lpp.</p><p>Levit&#x101;ns � Leviat&#x101;ns, briesmonis, kuru uzvar Jahve (dievs) b&#x12B;beles no�st&#x101;st&#x101;. B&#x12B;beles p&#x113;tnieki te saskata �umeru m&#x12B;ta par pasaules rad&#x12B;�anu atbalsi. Sumeru m&#x12B;t&#x101; p&#x16B;&#x137;i uzvar dievs Enlils.</p><p>146.�� lpp.</p><p>sin&#x101;ts � sen&#x101;ts, augst&#x101;k&#x101; tiesu instance cariskaj&#x101; Krievij&#x101;. superdents � superintendents, augst&#x101;k&#x101; luter&#x101;&#x146;u bazn&#x12B;cas amatpersona Latvij&#x101; no 1622. l&#x12B;dz 1919. g.</p><p>Lats � le&#x123;end&#x101;r&#x101; b&#x12B;beles ciltst&#x113;va &#x100;brama br&#x101;&#x13C;ad&#x113;ls. Sodomas un Go moras sod&#x12B;�anas dien&#x101; e&#x146;&#x123;e&#x13C;i vi&#x146;u l&#x12B;dz ar &#x123;imeni izveda no boj&#x101; ejai nolem�t&#x101;s pils&#x113;tas.</p><p>Sodoma un Gomora � le&#x123;end&#x101;ras pils&#x113;tas pie N&#x101;ves j&#x16B;ras, kuru nogr&#x113;�koju�os iedz&#x12B;vot&#x101;jus Jahve (dievs) sod&#x12B;ja ar s&#x113;ru un uguni, piln&#x12B;gi izn&#x12B;cin&#x101;dams pils&#x113;tas un to iedz&#x12B;vot&#x101;jus.</p><p>147.�� lpp.</p><p>&#x123;ilstoks � &#x123;ilstogs, ar&#x12B; gilstoks, tracis, trok�&#x146;aina, nepat&#x12B;kama lieta. vici&#x146;a � rokdarbs izvilkuma tehnik&#x101;.</p><p>149.�� lpp.</p><p>kru&#x137;is � dzelzs stienis ar aizliektu galu. Ar to sak&#x101;rto malku kr&#x101;sn&#x12B;, izrau� ogles no kr&#x101;sns. No viduslejasv&#x101;cu krucke (ar l&#x12B;dz&#x12B;gu noz&#x12B;mi).</p><p>lize � maizes l&#x101;psta. Ar to ieliek (ie�auj) kr&#x101;sn&#x12B; no m&#x12B;klas izveidoto klaipu.</p><p>smeils � Zemgales izlok�&#x146;u forma, smails.</p><p>klubaks � neizveidots pikucis, bezform&#x12B;gs gabals. Aizguvums no krievu</p><p>KSl&#x13C;/�OK.</p><p>150.�� lpp.</p><p>no�&#x137;is /nuos&#x137;is&#x13C; � apvidv&#x101;rds. ku�&#x137;is, sai�&#x137;is. ronas � izlok�&#x146;u forma, rodas.</p><p>154. lpp.</p><p>papuve � t&#x12B;rums, ko neapstr&#x101;d&#x101; pavasar&#x12B;, bet v&#x113;l&#x101;k, parasti rudzu s&#x113;�anai. 164.lpp.</p><p>sp&#x12B;zmane � saimniec&#x12B;bas vad&#x12B;t&#x101;ja, m&#x101;c&#x12B;ta vir&#x113;ja. Pamat&#x101; viduslejas�v&#x101;cu sp&#x12B;s � &#x113;diens un mann � cilv&#x113;ks.</p><p>165.�� lpp.</p><p>&#x101;rlietas � �eit � &#x101;rpusm&#x101;jas notikumi. �ka&#x137;a m&#x16B;�s� � &#x12B;ss m&#x16B;�s.</p><p>166.�� lpp.</p><p>tul&#x113;t (jaku) � tull&#x113;t, iest&#x12B;vin&#x101;t ar st&#x113;r&#x137;eli. Aizguvums no lejasv&#x101;cu tul- len � aubes lentes un me�&#x123;&#x12B;nes rull&#x113;t un iest&#x12B;vin&#x101;t.</p><p>plore /pluore&#x13C; � pl&#x101;na auduma pie�uve kleitas vai bl&#x16B;zes plecu da&#x13C;ai. Aiz�guvums no v&#x101;cu Flor � �&#x137;idrauts.</p><p>167. lpp.</p><p>bodrs /buodrs/ � neskaidras noz&#x12B;mes v&#x101;rds. Iesp&#x113;jams, aizguvums no krievu 6odf) ar noz&#x12B;mi modrs, mo�s. lokturis � izlok�&#x146;u forma, rokturis.</p><p>foreiters � j&#x101;tnieks, kas pavada karieti. No v&#x101;cu valodas. pi&#x137;ieris � su&#x146;u puisis. No v&#x101;cu Pikdr (ar l&#x12B;dz&#x12B;gu noz&#x12B;mi). palod&#x113; � logu un durvju apmala.</p><p>lovenes � apvidv&#x101;rds, lievenes. Aizguvums no viduslejasv&#x101;cu love(ne) ar jumtu segta priek�telpa, halle.</p><p>skunstnieks � m&#x101;kslinieks. No v&#x101;cu Kunst � m&#x101;ksla, m&#x101;ka.</p><p>169.�� lpp.</p><p>rondele � ap&#x13C;veida z&#x101;liens ar apst&#x101;d&#x12B;jumiem, parasti pils priek�&#x101;. No v&#x101;cu Rondell (ar l&#x12B;dz&#x12B;gu noz&#x12B;mi).</p><p>lumin&#x101;cija � ilumin&#x101;cija. No v&#x101;cu Illumination � sv&#x113;tku ugu&#x146;o�ana.</p><p>170.�� lpp.</p><p>skunstes � �eit � ilumin&#x101;cijas ier&#x12B;ces.</p><p>salube � &#x12B;ss apmetnis ar lielu apkakli. Iesp&#x113;jams, no v&#x101;cu Saloppe (ar l&#x12B;dz&#x12B;gu noz&#x12B;mi).</p><p>pasrnakre � Kurzemes un Zemgales apvidv&#x101;rds, pazode.</p><p>173. lpp.</p><p>401</p><p>�&#x137;&#x113;ri&#x146;s, t&#x12B;t �&#x137;&#x113;ri&#x146;u � meti, audekl&#x101; gareniski ejo�ie pavedieni. No vidus�lejasv&#x101;cu scher, scherincje � audekla meti.</p><p>26�102870</p><p>ve&#x13C;bomis � ste&#x13C;&#x13C;u sast&#x101;vda&#x13C;a, apa&#x13C;� bomis, veltnis, kam uztin metus. No v&#x101;cu Welbaurn � v&#x101;rpsta.</p><p>r&#x16B;tis � no diegiem izveidotas mazas cilpi&#x146;as. Caur n&#x12B;t&#x12B;m izv&#x113;rtie meti palidz veidot audekla rakstu.</p><p>klender&#x113;t � parasti sarunvalod&#x101; � klai&#x146;ot.</p><p>strelles � izlok�&#x146;u forma, stelles, aizguvums no viduslejasv&#x101;cu stel(le), au�am&#x101; ier&#x12B;ce.</p><p>178.�� lpp.</p><p>Simsons � b&#x12B;beles person&#x101;�s, kur� c&#x12B;&#x146;&#x101; ar izra&#x113;lie�u ienaidniekiem filis- tie�iem tika ar viltu sag&#x16B;st&#x12B;ts.</p><p>filistie�i � senatnes tauta, kas 12. gs. pirms m&#x16B;su &#x113;ras apmet&#x101;s Kana&#x101;n&#x101;, kur sastap&#x101;s ar izra&#x113;lie�iem. No b&#x12B;bel&#x113; min&#x113;t&#x101;s filistie�u apmetnes � Pele�et� c&#x113;lies Palest&#x12B;nas nosaukums.</p><p>179.��� lpp.</p><p>s&#x113;sts � apvidv&#x101;rds, ste&#x13C;&#x13C;u s&#x113;deklis.</p><p>mestava � mustava, apvidv&#x101;rds, �&#x137;iets � ar to piesit audu diegus au�a�majam audeklam.</p><p>paminas � ste&#x13C;&#x13C;u sast&#x101;vda&#x13C;a. Minot paminas,p&#x101;rvietoja n&#x12B;tis un veidoja audekla rakstu.</p><p>lpp.</p><p>unsvats � lamuv&#x101;rds, bezgodis, nelietis. No v&#x101;cu Hundsfott (ar l&#x12B;dz&#x12B;gu noz&#x12B;mi).</p><p>Danielis � Dani&#x113;ls, b&#x12B;beles person&#x101;�s, babilonie�u g&#x16B;st&#x101; (6. gs. p.m.&#x113;.) k&#x13C;uva par izcilu augstmani, intrigu rezult&#x101;t&#x101; krita ne�&#x113;last&#x12B;b&#x101; un tika iemests lauvu bedr&#x113;. Ta�u, k&#x101; v&#x113;st&#x12B; b&#x12B;bele, notika br&#x12B;nums; lauvas Dani&#x113;lu neaiz�tika, t&#x101;d&#x113;j&#x101;di Dani&#x113;ls atguva savu izcilo st&#x101;vokli.</p><p>lpp.</p><p>Apsalons � Absaloms, b&#x12B;beles person&#x101;�s, viens no &#x137;&#x113;ni&#x146;a D&#x101;vida d&#x113;liem. C&#x12B;&#x146;&#x101; par troni Absaloma vad&#x12B;to dumpinieku karasp&#x113;ku sak&#x101;va. B&#x113;go�ais Absaloms paau&#x13C;oja zem ozola, vi&#x146;a mati sapin&#x101;s ozola zaros; t&#x101;d&#x113;j&#x101;di preti nieki vi&#x146;u pan&#x101;ca un nogalin&#x101;ja.</p><p>186. lpp.</p><p>&#x100;brams � Abr&#x101;ms, Z&#x101;ra � S&#x101;ra, Hagare � Hag&#x101;ra, Ismaels � Isma&#x113;ls, J&#x113;kabs, Ezavs � Ezavs, Jzaks � Iz&#x101;ks, J&#x101;zeps, Mozus � b&#x12B;beles person&#x101;�i.</p><p>Zina ja kalns � S&#x12B;n&#x101;ja kalns, b&#x12B;beles nost&#x101;st&#x101; vieta, kur Mozus sa&#x146;&#x113;ma no Jahves bausl&#x12B;bu galdi&#x146;us, resp., litur&#x123;iskus priek�rakstus un likumus.</p><p>Golgatas kalns � kristie�u svetvieta: kalns sen&#x101;s Jeruzalemes tuvum&#x101;, kur, p&#x113;c krist&#x12B;go dom&#x101;m, krust&#x101; sists J&#x113;zus Kristus.</p><p>209. lpp.</p><p>pr&#x113;lene � freilene, jaunkundze. No v&#x101;cu Fr&#x101;ulein � jaunkundze. 211. lpp.</p><p>sipolnicas � izlok�&#x146;u forma, s&#x12B;polu mizas.</p><p>215.��� lpp.</p><p>klikst&#x113;t � apvidv&#x101;rds, ieliekties, iel&#x12B;kt, loc&#x12B;ties uz aug�u uz leju. izme�&#x123;&#x113;ts � izlok�&#x146;u forma, izme�&#x123;&#x12B;ts. Seit � piestiprin&#x101;juma viet&#x101; iz&#x13C;odz&#x12B;jies (nazis).</p><p>irbals � izlok�&#x146;u forma, irbulis. gu�&#x146;as � izlok�&#x146;u forma, usnes.</p><p>216.��� lpp.</p><p>s&#x101;&#x146;� � izlok�&#x146;u forma, s&#x101;&#x146;us.</p><p>218. lpp.</p><p>Lata sieva � �eit b&#x12B;beles nost&#x101;sta par Latu epizode: e&#x146;&#x123;e&#x13C;i lika Latam ar &#x123;imeni neatskatoties begt no dego�&#x101;s Sodomas, bet Lata sieva p&#x101;rk&#x101;pa aiz�liegumu un atskat&#x12B;j&#x101;s � un tika p&#x101;rv&#x113;rsta par s&#x101;lsstabu.</p><p>J&#x101;zeps � �eit b&#x12B;beles nost&#x101;sta par J&#x101;zepu epizode: J&#x101;zepu, vienu no J&#x113;�kaba divpadsmit d&#x113;liem, br&#x101;&#x13C;i, kurus sadusmojusi t&#x113;va &#x12B;pa�&#x101; labv&#x113;l&#x12B;ba pret J&#x101;zepu, grib nogalin&#x101;t un iemet dzi&#x13C;&#x101; bedr&#x113;. V&#x113;l&#x101;k, vec&#x101;k&#x101; br&#x101;&#x13C;a Rube&#x146;a pierun&#x101;ti, izvelk no bedres un p&#x101;rdod vergu tirgot&#x101;jiem, kas J&#x101;zepu aizved uz</p><p>&#x112;&#x123;ipti.</p><p>220. lpp.</p><p>Jozus � Jozua, b&#x12B;beles person&#x101;�s.</p><p>&#x122;ibeona ieleja, Ajolona ieleja � &#x122;ibeona, Ajalona, vietas senaj&#x101; Kana&#x101;n&#x101;. 221. lpp.</p><p>pi&#x137;a bikses � &#x12B;pa�a auduma bikses. 222. lpp.</p><p>26</p><p>porcela trauki � izlok�&#x146;u forma, porcel&#x101;na trauki. No v&#x101;cu l<emphasis>,</emphasis> or:rllan (ar l&#x12B;dz&#x12B;gu noz&#x12B;mi).</p><p>403</p><p>223. lpp.</p><p>izops, mazg&#x101;t ar izopu � auga Vidusj&#x16B;ras zem&#x113;s, latviski saukta izapene, arom&#x101;tisk&#x101; e&#x13C;&#x13C;a, lat&#x12B;niski Oleum Hyssopi. Tekst&#x101; run&#x101;ts par senebreju reli&#x123;i�jai rakstur&#x12B;go ritu&#x101;lo apmazg&#x101;�anos k&#x101; atbr&#x12B;vo�anu no gr&#x113;kiem.</p><p>225.��� lpp.</p><p>sirce � �irce, priek�auts. No v&#x101;cu Schurze (ar l&#x12B;dz&#x12B;gu noz&#x12B;mi).</p><p>226.��� lpp.</p><p>muncis, mun�itis � apvidv&#x101;rds, p&#x101;r galvu uzmaucama bezpiedurk&#x146;u kleiti&#x146;a, b&#x113;rnu ap&#x123;&#x113;rbs.</p><p>227. lpp.</p><p>st&#x101;vm&#x16B;ru � neskaidras noz&#x12B;mes v&#x101;rds, iesp&#x113;jams, A. Brigaderes jaun�v&#x101;rds, te laikam � k&#x101; m&#x16B;ris.</p><p>230. lpp.</p><p>skotele � apvidv&#x101;rds, priek�auts. No viduslejasv&#x101;cu schotvel � &#x101;das priek�auts.</p><p>gardibene � cilindrs.</p><p>atspirin&#x101;ties � atspirin&#x101;ties, apvidv&#x101;rds, atsperties. 232. lpp.</p><p>dziedrs � Zemgales un Kurzemes apvidv&#x101;rds, sija. Sens kur�u v&#x101;rds. gar�a � gaume.</p><p>237. lpp.</p><p>plekstes � apvidv&#x101;rds, butes.</p><p>239. lpp.</p><p>ragus � apvidv&#x101;rds, ragavas.</p><p>246. lpp.</p><p>val�ot � neskaidras noz&#x12B;mes v&#x101;rds, iesp&#x113;jams. A, Brigaderes jaunv&#x101;rds, te laikam aukl&#x113;t.</p><p>pupalellis � apvidv&#x101;rds, z&#x12B;dainis.</p><p>249. lpp.</p><p>iepak�k&#x101;t � neskaidras noz&#x12B;mes v&#x101;rds, iesp&#x113;jams, A. Brigaderes jaun�v&#x101;rds, te laikam: strauji uzsist pa ko.</p><p>252. lpp.</p><p>&#x13C;enkans � izlok�&#x146;u forma, &#x13C;engans. 258. lpp.</p><p>lo�u laiks � armij&#x101; iesaucamo noteik�ana loz&#x113;jot, parasti ruden&#x12B;, kad notika iesauk�ana karadienest&#x101;. No v&#x101;cu Lose (ar l&#x12B;dz&#x12B;gu noz&#x12B;mi). iet krievos � tikt iesauktam cara armij&#x101;.</p><p>259.lpp.</p><p>�&#x137;&#x16B;t&#x113;t � �eit &#x12B;patn&#x113;ja noz&#x12B;me: vest zirga paj&#x16B;g&#x101;. No &#x123;erm&#x101;&#x146;u valod&#x101;m. kupcis � kupcis, uzpirc&#x113;js. No krievu Kyneu, vai po&#x13C;u kupiec (ar l&#x12B;dz&#x12B;gu noz&#x12B;mi).</p><p>261. lpp.</p><p>pl&#x113;sumu pl&#x113;st � apart, iekopt atmatu. atmata � neapstr&#x101;d&#x101;ta aramzeme.</p><p>266. lpp.</p><p>bezdiben&#x101; � izlok�&#x146;u forma, bezdiben&#x12B;.</p><p>270.��� lpp.</p><p>cie&#x146;a � apvidv&#x101;rds, cienasts.</p><p>271.��� lpp.</p><p>izkrekloties � novelkot virsdr&#x113;bes, palikt krekl&#x101;. 277. lpp.</p><p>/biezais/ piens � apvidv&#x101;rds, biezpiens. pakrejas � ar r&#x16B;gu�pienu sajaucies kr&#x113;jums.</p><p>p&#x16B;telis � apvidv&#x101;rds, &#x113;diens, kuru gatavo, rupji sama&#x13C;ot nov&#x101;r&#x12B;tus un izkalt&#x113;tus da�&#x101;das lab&#x12B;bas graudus un miltus iejaucot ar kr&#x113;jumu sagata�vot&#x101; biezpien&#x101;.</p><p>gr&#x16B;�&#x13C;a � neskaidras noz&#x12B;mes v&#x101;rds, te laikam: v&#x101;r&#x12B;ti un sagr&#x16B;sti, sam&#x12B;c&#x12B;ti graudi. Citos apvidos gr&#x16B;sle � kartupe&#x13C;u biezputra, ar&#x12B; sagr&#x16B;stas ka&#x146;epes. skrink�&#x137;&#x113;t � neskaidras noz&#x12B;mes v&#x101;rds, parasti � krink�&#x113;t � krak�&#x137;&#x113;t.</p><p>283. lpp.</p><p>mangot � parasti � diedel&#x113;t, �eit laikam � vilkt. No viduslejasv&#x101;cu manger � tirgot&#x101;js.</p><p>287. lpp.</p><p>birkavs � sena svara vien&#x12B;ba, apm&#x113;ram 160 kg. No senkrievu �bpKoet. &#x137;e�a � �eit � kabata.</p><p>289.������������ lpp.</p><p>ieklikst&#x113;t ce� apvidv&#x101;rds, iel&#x12B;kt, sa&#x13C;odz&#x12B;ties ce&#x13C;os.</p><p>290.������������ lpp.</p><p>val�ot � te laikam ar noz&#x12B;mi valk&#x101;t, vilkt (pa zemi). &#x137;&#x113;pot � izlok�&#x146;u forma vai A. Brigaderes jaunv&#x101;rds no &#x137;&#x113;p&#x101;t ar noz&#x12B;mi &#x137;&#x113;p&#x101;ties.</p><p>291.������������ lpp.</p><p>latat&#x101; � izsauksmes v&#x101;rds ar noz&#x12B;mes niansi proj&#x101;m, t&#x101;lu. tebe nu � te nu bija.</p><p>296. lpp.</p><p>linauts � �eit: linu galdauts.</p><p>297.lpp.</p><p>cinkslis � izlok�&#x146;u forma, cinkslis � dz&#x12B;vnieka gurns.</p><p>298. lpp.</p><p>te&#x137;is � auns.</p><p>302.��� lpp.</p><p>va&#x13C;enieki � parasti: veci cilv&#x113;ki, kas nel&#x12B;gst par kalpiem, bet p&#x101;rtiek no gad&#x12B;juma darbiem.</p><p>303.��� lpp.</p><p>lieli�&#x137;s � izlok�&#x146;u forma, lielisks. Seit novecojus&#x12B; noz&#x12B;me sevi�&#x137;s. p&#x101;rtie�i � Zemgales un Kurzemes apvidv&#x101;rds, tie�i p&#x101;ri. izvit&#x113;t � vit&#x113;t, apvidv&#x101;rds, izbalsin&#x101;t. No viduslejasv&#x101;cu witten (ar l&#x12B;dz&#x12B;gu noz&#x12B;mi).</p><p>304.��� lpp.</p><p>gr&#x101;v&#x113;ties � novecojis v&#x101;rds, trok�&#x146;aini darboties. 309. lpp.</p><p>�erpti � izlok�&#x146;u forma, �erpi, &#x101;tri. No v&#x101;cu Scharp � ass, ar&#x12B; &#x101;trs, ar&#x12B; v&#x113;r&#x12B;gs.</p><p>312. lpp.</p><p>�&#x137;irin&#x101;t � izlok�&#x146;u forma, at�&#x137;irt, nodal&#x12B;t.</p><p>314.������������ lpp.</p><p>kules, bik�u kules � bik�u kabatas. alpak&#x101; kleita � alpaka, &#x12B;pa�a auduma kleita.</p><p>315.������������ lpp.</p><p>le&#x137;e � apvidv&#x101;rds, pika (parasti sniega, �eit � vilnas). �iras � �oras, vienzirga iej&#x16B;gs no &#x101;das.</p><p>316.������������ lpp.</p><p>pretistaba � viena no sen&#x101;s tr&#x12B;sda&#x13C;&#x12B;g&#x101;s m&#x101;jas (nams, dz&#x12B;vojam&#x101; istaba, pretistaba) istab&#x101;m, te laikam � goda istaba.</p><p>317.������������ lpp.</p><p>l&#x113;kties (k&#x101;d&#x101;) � izlok�&#x146;u noz&#x12B;me: atsisties k&#x101;d&#x101;, b&#x16B;t l&#x12B;dz&#x12B;gam.</p><p>319.������������ lpp.</p><p>�un�in&#x101;t � l&#x113;ni braukt.</p><p>320.������������ lpp.</p><p>klau�in&#x101;t � uzdot jaut&#x101;jumus, iztauj&#x101;t. iesprandz&#x113;t � ie�&#x146;augt (piem&#x113;ram, korset&#x113;).</p><p>322.������������ lpp.</p><p>trumpma&#x146;i � k&#x101;r�u sp&#x113;lma&#x146;i. Sk. trumpas.</p><p>323.������������ lpp.</p><p>s&#x101;rmaina smaka � �eit: s&#x101;rmam rakstur&#x12B;ga smaka. &#x12B;patn&#x113;js lietojums. s&#x101;rms � uz pelniem nost&#x101;din&#x101;ts &#x16B;dens dr&#x113;bju mazg&#x101;�anai. n&#x101;trains asums � �eit: n&#x101;trei l&#x12B;dz&#x12B;gs asums. Tpatn&#x113;js lietojums. birga � apvidv&#x101;rds. Seit &#x12B;patn&#x113;js lietojums v&#x101;rdkop&#x101; lietus birga � lietus l&#x101;ses, lietus �altis.</p><p>324.��� lpp.</p><p>atk&#x101;ru � atkaru, atliekts, atliecies atpaka&#x13C;. Tpatn&#x113;js lietojums. 326. lpp.</p><p>pl&#x113;vai&#x146;i � neskaidras noz&#x12B;mes v&#x101;rds, iesp&#x113;jams, A. Brigaderes jaunv&#x101;rds. Seit laikam � pelnu pl&#x113;nes.</p><p>327. lpp.</p><p>p&#x101;rmakt&#x113;ties � Zemgales apvidv&#x101;rds, p&#x101;rp&#x16B;l&#x113;ties. No v&#x101;cu Macht � vara, sp&#x113;ks.</p><p>329.����������� lpp.</p><p>l&#x101;c&#x12B;gs � izlok�&#x146;u forma, l&#x101;c&#x12B;gs.</p><p>�t&#x113;r&#x113;t � beznoz&#x12B;mes v&#x101;rds. Seit autore r&#x101;da R&#x12B;gas m&#x101;s&#x12B;cas �v&#x101;cisko� valodu.</p><p>330.����������� lpp.</p><p>izp&#x113;rt sarus � viena no jaundzimu�&#x101; apkop�anas proced&#x16B;r&#x101;m. patvaldone � patva&#x13C;&#x12B;ga, nepaklaus&#x12B;ga (par govi). &#x12B;patn&#x113;js lietojums.</p><p>lpp.</p><p>skropsti � izlok�&#x146;u forma, skropstas. kribin&#x101;t � apvidv&#x101;rds, knibin&#x101;t, skribin&#x101;t.</p><p>lpp.</p><p>muzi&#x137;i � niev&#x101;jo�s apz&#x12B;m&#x113;jums zemniekiem. No krievu m&#x12B;j^kuk � zem�nieks.</p><p>ku�a � niev&#x101;jo�s apz&#x12B;m&#x113;jums zemas k&#x101;rtas cilv&#x113;kam, lempis, mu&#x13C;&#x137;is.</p><p>lpp.</p><p>l&#x16B;zums � �eit: liels daudzums. kuramais � izlok�&#x146;u forma, kurin&#x101;mais.</p><p>lpp.</p><p>l&#x113;&#x13C;ot � &#x12B;patn&#x113;ja forma, lelot, dzied&#x101;t.</p><p>340.����������� lpp.</p><p>nezinus � izlok�&#x146;u forma, nezinot.</p><p>341.����������� lpp.</p><p>aizmuguris � izlok�&#x146;u forma, no mugurpuses. 344. lpp.</p><p>pus�&#x16B;ks � izlok�&#x146;u forma, pusc&#x16B;cis, pusgada c&#x16B;ka. v&#x113;rzeles � apvidv&#x101;rds, slejas.</p><p>paugas � Zemgales un Kurzemes apvidv&#x101;rds, sakas.</p><p>345. lpp.</p><p>atv&#x113;rtne � Zemgales izlok�&#x146;u forma, (durvju) atv&#x113;rums. miln&#x113;t � neskaidras noz&#x12B;mes v&#x101;rds, iesp&#x113;jams, A. Brigaderes jaunv&#x101;rds. Seit laikam � r&#x113;goties, meln&#x113;t.</p><p>347. lpp.</p><p>ordnunga � k&#x101;rt&#x12B;ba. No v&#x101;cu Ordnung (ar l&#x12B;dz&#x12B;gu noz&#x12B;mi).</p><p>350.������������ lpp.</p><p>�&#x137;irstin � izlok�&#x146;u forma, �&#x137;irtin.</p><p>351.������������ lpp.</p><p>gubinante � izkrop&#x13C;ota forma no guvernante, b&#x113;rnu audzin&#x101;t&#x101;ja bag&#x101;t&#x101; &#x123;imen&#x113;. No fran�u gouvernante (ar l&#x12B;dz&#x12B;gu noz&#x12B;mi).</p><p>355.������������ lpp.</p><p>katedris � katedra, &#x12B;pa�s s&#x113;deklis uz paaugstin&#x101;juma klases priek�&#x101; skolot&#x101;jam. No grie&#x137;u kathedra � kr&#x113;sls, s&#x113;deklis, ar v&#x101;cu valodas starp�niec&#x12B;bu.</p><p>356.������������ lpp.</p><p>puskurta � pa pusei kurts, sugu sajaukums.</p><p>357.������������ lpp.</p><p>k&#x101;pes � k&#x101;pnes.</p><p>aulis � k&#x101; aulis, sal&#x12B;dzin&#x101;jum&#x101; mute k&#x101; aulis � &#x13C;oti liela mute. Seit &#x12B;pat�n&#x113;js sal&#x12B;dzin&#x101;juma lietojums istabas k&#x101; au&#x13C;i � &#x13C;oti lielas istabas.</p><p>358.������������ lpp.</p><p>pr&#x12B;mus, pr&#x12B;ma � pirmais skolnieks, skolniece, skolot&#x101;ja aizvietot&#x101;js.</p><p>359.������������ lpp.</p><p>t&#x101;pele � izloksnes forma, t&#x101;fele. No v&#x101;cu Tafel(ar l&#x12B;dz&#x12B;gu noz&#x12B;mi). klerot � Zemgales un Kurzemes apvidv&#x101;rds, celt traci. v&#x101;&#x13C;oties � izlok�&#x146;u forma, v&#x101;&#x13C;&#x101;ties.</p><p>360.������������ lpp.</p><p>t&#x101;felite � maza form&#x101;ta �&#x12B;fera t&#x101;feles, uz kur&#x101;m skolnieki klas&#x113; rakst&#x12B;ja.</p><p>361.������������ lpp.</p><p>vienu rie�u � viena veida. &#x12B;patn&#x113;js lietojums v&#x101;rdam rieza � ierobe��ots noteikta lieluma laukums, ar&#x12B; robe�josla. &#x137;erains � apvidv&#x101;rds, pinkains.</p><p>362. lpp.</p><p>grifele � no graf&#x12B;ta izgatavots rakst&#x101;mais irbulis. No v&#x101;cu Griffel (ar l&#x12B;dz&#x12B;gu noz&#x12B;mi).</p><p>364. lpp.</p><p>dreij&#x101;t � apvidv&#x101;rds, &#x113;vel&#x113;t, dr&#x101;zt. Seit � kaligr&#x101;fiski rakst&#x12B;t. No vidus�lejasv&#x101;cu dreien � virpot.</p><p>alps � alpa, apvidv&#x101;rds, elpas vilciens, atel�an&#x101;s; ar&#x12B; reize, br&#x12B;dis. kaft&#x101;ns � gari virssv&#x101;rki ar liel&#x101;m piedurkn&#x113;m, Maz&#x101;zijas tautu ap�&#x123;&#x113;rbs. No persie�u � ar&#x101;bu chaft&#x101;n.</p><p>366.������������ lpp.</p><p>rekrut&#x113;ties � apvidv&#x101;rds, sast&#x101;d&#x12B;ties, noform&#x113;ties (par grupu, kopu). No fran�u recruter � &#x146;emt rekr&#x16B;�us, rast piekrit&#x113;jus.</p><p>367.������������ lpp.</p><p>dr&#x101;zi&#x146;� � izlok�&#x146;u forma, dr&#x101;ziens � b&#x101;riens, p&#x113;riens.</p><p>369.������������ lpp.</p><p>uzmost (pasauli) � izlok�&#x146;u noz&#x12B;me: izzin&#x101;t, ieg&#x16B;t pieredzi.</p><p>370.������������ lpp.</p><p>izrais&#x12B;ties � apvidv&#x101;rds, atrisin&#x101;ties, nok&#x101;rtoties.</p><p>371.������������ lpp.</p><p>�arkst&#x113;t � izlok�&#x146;u forma, �irkst&#x113;t. Seit ar noz&#x12B;mi gurkst&#x113;t.</p><p>372.������������ lpp.</p><p>skr&#x12B;nis, skr&#x12B;ne � 1) l&#x101;de, kaste, 2) apstr&#x101;dei paredz&#x113;tu m&#x101;lu, grants utt. novietne, bedre; dub&#x13C;u skr&#x12B;nis � saka par sliktu ce&#x13C;u. No viduslejasv&#x101;cu schrin (ar l&#x12B;dz&#x12B;gu noz&#x12B;mi).</p><p>izmantota literat&#x16B;ra</p><p>Latvie�u liter&#x101;r&#x101;s valodas v&#x101;rdn&#x12B;c&#x101;. 1.�5. sej. R., Zin&#x101;tne, 1973�1985.</p><p>Mllenbahs K., Endzetins J. Latvie�u valodas v&#x101;rdn&#x12B;ca. Redi�&#x123;&#x113;jis, papildin&#x101;jis, turpin&#x101;jis J. Endzel&#x12B;ns. � I�IV. R., 1923� 1932.</p><p>Endzetins J., Hauzenberga E. Papildin&#x101;jumi un labojumi K. M&#x12B;lenbaha Latvie�u valodas v&#x101;rdn&#x12B;cai. � I�II. R., 1934� 1946.</p><p>Latvijas padomju enciklop&#x113;dija. I�VII. R., 1981 �1985.</p><p>Latvie�u konvers&#x101;cijas v&#x101;rdn&#x12B;ca. I � XXI. R., 1927 �1940.</p><p>Kosidovskis Z. B&#x12B;beles st&#x101;sti. R., 1978., 495 lpp.</p><p>Kosidovskis Z. Eva&#x146;&#x123;&#x113;listu st&#x101;sti. R., 1982., 352 lpp.</p><p>saturs</p><p>DOKU ATIS MANS DZ&#x12A;VES RITS</p><p>BRIGADERE ANNA</p><p>ANNELES ST&#x100;STI 51</p><p>G&#x101;j&#x113;ji 52</p><p>Pirksti&#x146;� s&#x101;p 56</p><p>T&#x113;li 63</p><p>B&#x113;rzu kalni 70</p><p>L&#x101;d&#x113;t&#x101;ja 74</p><p>Balsis 80</p><p>J&#x101;&#x146;i 85</p><p>Tr&#x12B;s skroderi 89</p><p>S&#x113;j&#x113;js 93</p><p>Sl&#x12B;peru cirt&#x113;js 97</p><p>Vecm&#x101;mi&#x146;a 101</p><p>&#x136;ekatas n&#x101;k! 107</p><p>Nabagu dz&#x12B;res 111</p><p>Dri&#x137;&#x12B;tis 118</p><p>Dieva galds 125</p><p>Zemes mekl&#x113;t&#x101;ja 131</p><p>�ig&#x101;ni 135</p><p>Amerikas brauc&#x113;jas 140</p><p>Vici&#x146;a 147</p><p>Medus maize 153</p><p>A&#x146;us 162</p><p>Zilie br&#x12B;numi 167</p><p>T&#x113;va pal&#x12B;gs 173 Vakara st&#x101;sti 180 Baltais z&#x101;rci&#x146;� 192 Kad p&#x16B;poli zied 198 Ganu diena 213 Jelgava 225 Barg&#x101; sieva 238 Smejam&#x101;s z&#x101;les 245 Ce&#x13C;a j&#x16B;t&#x12B;s 265 Jaun&#x101;s m&#x101;jas 267 Tr&#x16B;kums 274 K&#x101;rumi 279 Cilv&#x113;ki n&#x101;k 287 �etrk&#x101;jainie draugi 296 Dzim�anas diena 301 K&#x101;zu kurpes 310 Rudens 323 R&#x12B;gas m&#x101;s&#x12B;ca 328 Bailes 339 Prieki un b&#x113;das 347 Nav t&#x101;, k&#x101; dom&#x101;ja 357</p><p>KALNI&#x145;� J&#x100;NIS. S&#x101;kotne 375 REIDZ&#x100;NE BEATRISE. Koment&#x101;ri 385 Izmantot&#x101; literat&#x16B;ra 411</p><p>SPRID&#x12A;SA BIBLIOT&#x112;KA</p><p>2. s&#x113;jums</p><p>Doku Atis MANS DZ&#x12A;VES R&#x12A;TS</p><p>Anna Brigadere ANNELES ST&#x100;STI</p><p>Redaktors Andris Capi&#x146;� M&#x101;kslinieciskais redaktors Aivars Spr&#x16B;d�s Tehnisk&#x101; redaktore Viktorija Blaua Korektore Ir&#x113;na Kalni&#x146;a Nodota salik�anai 23.12.85. Parakst&#x12B;ta iespie�anai 20.04.87. Form&#x101;ts 60 X 84/16. Ofseta pap&#x12B;rs 1. Kudrja�ova garnit&#x16B;ra. Ofsetspiedums. 24,18 uzsk. iespiedi.; 65,97 uzsk. kr&#x101;su nov.; 27,89 izdevn. 1. Metiens 135 000 eks. Pa�&#x16B;t. .Nf&gt; 444-5. Cena 1 rhl. 40 kap. Izdevniec&#x12B;ba &lt;Liesma�, 226256 R&#x12B;g&#x101;, Padomju bulv. 24. Izdevn. 137/32399/B-914. Iespiesta Latvijas PSR Valsts izdevniec&#x12B;bu, poligr&#x101;fijas un gr&#x101;matu tirdzniec&#x12B;bas lietu komitejas R&#x12B;gas Paraugt&#x12B;pografij&#x101;, 226004 R&#x12B;g&#x101;, Vien&#x12B;bas gatv&#x113; 11. Iesieta tipogr&#x101;fij&#x101; &lt;Ci&#x146;a�, 226011 R&#x12B;g&#x101;, Blauma&#x146;a iel&#x101; 38/40.</p><p>274 Mans dz&#x12B;ves rits/Il. A. Kronenbergs. A. B Anneles st&#x101;sti: T&#x113;lojumi no autobiogr. triloflij 2. d./J. Kalni&#x146;a p&#x113;cv.; B. Reidz&#x101;nes koment&#x13C;; beri&#x146;�. � R.: Liesma, 1987. � 413 lpp.: il. � b-ka; 2)</p><p>Latvie�u literat&#x16B;ras klasi&#x137;u b&#x113;rn&#x12B;bas atmi&#x146;as. Ar siltu lirismu apdvestie z|mnieku</p><p>ikdienas t&#x113;lojumi slavina dabas skaistumu, darba tikumu un sirds d&#x101;sni )iu</p><p>84L1 &#x13C;u</p><p><emphasis>[1]</emphasis> ar zvaigzn&#x12B;ti apz&#x12B;m&#x113;to vardu skaidrojumus skat. koment&#x101;ros.</p><p><strong>[1]</strong></p></section></body><binary id="cover" content-type="image/jpeg">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</binary>
<binary id="0" content-type="image/jpeg">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</binary>
<binary id="1" content-type="image/jpeg">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</binary>
<binary id="2" content-type="image/jpeg">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</binary>
<binary id="3" content-type="image/jpeg">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</binary>
<binary id="4" content-type="image/jpeg">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</binary>
<binary id="5" content-type="image/jpeg">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</binary>
<binary id="6" content-type="image/jpeg">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</binary>
<binary id="7" content-type="image/jpeg">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</binary>
<binary id="8" content-type="image/jpeg">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</binary>
<binary id="9" content-type="image/jpeg">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</binary>
<binary id="10" content-type="image/jpeg">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</binary>
<binary id="11" content-type="image/jpeg">/9j/2wBDAAUDBAQEAwUEBAQFBQUGBwwIBwcHBw8LCwkMEQ8SEhEPERETFhwXExQaFRERGCEYGh0dHx8fExciJCIeJBweHx7/2wBDAQUFBQcGBw4ICA4eFBEUHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh7/wAARCAEkAXcDASIAAhEBAxEB/8QAHAAAAAcBAQAAAAAAAAAAAAAAAAIDBAUGBwEI/8QAVxAAAQMCAwQGBQcIBwUGBAcAAgEDBAAFBhESEyEiMgcUMUFCUhUjUWFiJDNxcoGCkggWQ5GhorLCU2OxwdHS8CU0RHPhFyaDk9PiNVR18TZFZHSVo/L/xAAUAQEAAAAAAAAAAAAAAAAAAAAA/8QAFBEBAAAAAAAAAAAAAAAAAAAAAP/aAAwDAQACEQMRAD8A01HMlXUu9d60q2YKKbTt07qZZqpESpnRVUyRdK578koFlXNEUl3d9Jo8iPCiJw6cqKS7jHJeEa4iiRjknYO5KBZvJeNcshTTlQAxyRETcJdlJIg8Basky3p76KBJmQoK5ouarQOF0Eiivi350q4uWXEipTUS3LuVaJpVTUl5V3JQOXEE1y3JQzFF3ZpTZM0LNF3V1TNAXdki9lA4DcKpnmtBCTeulM/bSTWYFqzXs76KWetF7s99A7IkPZiq6eLNcqIDqiSoiJ2qmfspDbKnZ9lE1prVV76ByjghpDPPPtozK6jJeTQPDTNFNOLcunclKoqoQlnl5qBdBECVEMezeiUiu9FRSoqDkSopd29UpM9SjpFV9y0DhUEdKN6d/dSbhaE3+3sSiDqXTqyzTtWiOatJEpZLnQLuLqRSVMq61pzQlyX6aRQiLcua5UI6kaFwbkWgdioaVXJFRFo+ocs0Gmq6BZNvJUVVzoJkhZEpKmmgcKoq4aJRCbAl3rSIakQ19vZSakYmma7qBReVR8Xsqs9Jtzu8GLao9quMa2pMnCy9KfDWLYqJd3fVhX//ADWTdO1wfvEy24WtcNJjsZeuyGc9JH4RHP8AFQXPomulzu9lmSblL67s5ZsNStjstsI+LL7auTLjfHv5R5aynCci7Wq1pZGX24dxjuOKFv6m46Oki3Dr8nh1Vokd1Vjptmtm6un7vnoJFTBc1REUa4GRuKgoiDl399M0NEFfZ/bR21IuNVTT7u6gWyRQyU9OniojigTaIiZqq9tIv6lMh7s/2UmRqiIid1A5BwEF1VTeWQ1wiRU9yU01kqcW6uiXbln2UDwHBQM0RFXNVrjbgk32IJL202HWmkc137/srma5vIirmuWVA5acEiJFFF7qHqyT5tEVKbguS5ZqlG2hIqrqXLKgW1hrzLNNPZQ2oqWrvXvpvrXaCu5dSUFJMss6BxqHeh9yZpQTJURd6p7KaieRqmrPNMqc60QUTNEVF3rQJ3WVFgREnTnNACORInMpVUbhiZ+Jc/lio1tNQQ7NH45T3xEXgqA6S8WFZyW7dWV+QrmyssT4+UnyH+H/AK1B2iWlmgzHLfIZu2NpsY3Z0uV/wXDq2Sau/wAqeKg0sL1OjudTkWQpdyPjGBbiV82m/M4q8KL7qFU7At0du0Jpm22xJ0o0Vye09K4nD/pJLi8qeQUoUGutKmkV7tHElJIiI6iiuSb91AAUFBM+btoPllypn2LnQdI9a6csvbSSLki6UyUV7aUUc+L20mJFreRU7OygMBpnvTfRiHSaHmuWW9KCgJO5ISCn9tGMdSaEVULKgC5KiIK5LRCyQss66DaomtSVSVd1ccAhcQy+xKDmSask7q6hesyyzySukJkqimWa7866gKBquWdAoqNqufeqdlcRRXNMqIfCiGYr7K4SObEUXJEXfQGbQDb06OyiLoRNWjsrqKgtm4S6UHmItw1U5OPsOpcWoKuT0Vx/Yg91RdmZdm4v5qC1ZZ+XzV1XPVB8JUzS5RIj7iuy1b0JoPW2QiP21y3Xa23AtMK5QZK+xp8SoH+rgVV4U9lcQtOnvz7ErmyPi1LqVU31wQIVEs+ygCKggaluRO6uFp2CKq5511xtTVct+dFRtxNI9iJQdbNURd+VdZVFU8lVfoooMmjfESZ5UZhsgczXsIaAyCm9V3Zp311CJDVFNOWimwaqmkl+2jOAquKqjyjvoOISIipSZOCpb/D20ZW1LaEn2UmrK5Iq/eoAbzQgpO9yEpFrrIQtgDjex4kn3N3a3aW4QQ0b1ijYDm3qLv8ACVaRiiWDESO2W/r8luLyZ8y/5UqjY6uLrOPDBlHUZtlsR1GNfCb58LQ0Fvtr+WKVZVGXesw/95b1eEuX96pwtKaVQkIk76hohshdLVGeySUTZD+EUzqbVtNn8Y8RUHS0LlrHLP2d1c06RyEdy/toqiqogou+jN5CKIqrnQFfLIEXtzFP10gRb1UUpQgXUu/v7K6g6WjTLetAVFRW0zTfnnQRVyVd2+g3qQFHLPhRK6jRImS0HRX1unPcKZItAuEiVN6JlRhBEbFFFFzJc1pAQXNdW4c6BXtcyyozuaoiIPKma0VQXTqTfRwRdnvTt3UCeXYviz3Uk4qIibst+a0se5VEU4R8VIkikSLlnkPZQd4VIiROHPdShqKZLmiD350RQUkyFMl9lDQqiqEma5dlBj9yuI3HEVwxA3G67NZ+TWtl3VsW4w8Lkr4kzqFjlIfO2wrTHRyHK19TJ3T694fnH3Cz5W/D+GtGxRhafMsLHUYsZu6G5krjC6Baj8SEynuUU0/TVD9Fypcu52aFFZhMHG9Iuq658wA8jCF4eXi+tQTtlDD0OK9PkXkotrcc+VSXD0+lJKdpZf0YauHLze6hQtT0qfCt9was4nKXNmxWrLaNxGxH1zpqm9FJOHf8NCg2MC1aCPxJvJaCLvJvVwpXCy0iOeY+yuKGSLl2UBzdTQg6c0TsL2URTRBPUG5U35d9cJRzEdWaLuRKOLeWpCXs7qAwuKjqbuHLdQM0UVyzRV9lc0ZEi71SioK7ReLJKBwK+rHNVXdRNSKGlB3ilFHLsQlVESuouSdnNQBMtfZmKF20ZSTJc9wqXbRRQtCKm4e9KABmi5rmnsoBlu1FxCg9nspNTz3E6pEXfR3ByHSJaSTd9KU3mJsmFMTERAFXP20FVvs0iJ29zNs9aLRuajR+Ipb/ACr90eWp1iFBusO33CdbWmpDYKbbRblYUt6IlEKdAtdjiPPvJsVAdnob5zLfuFKa3TECQpMSCwnrZO8PKnD/AKL6tAWw4inXm8XWC9h6RCiwT0A/IXLb/QmVV3pIi9HmE7U3erlh+MM0kMI/Vi0EZ+zhq5XaPOk2ZG7bLSM6oDsz0avrfszrMcW2M8XY6F68oq2O25N5eNzT84XD4dX8NAz/ACe8eXW63CXYZzb0mMAq9HPmVhM+Ul8tbSRqq6ayvo2sUe1dLuLWbSy03bWozGQeRwt+ka1NVTiWgW1CjmadidlFUm9Y6k4s6QHPUq79y5LXdPrVVaBYzb0oma50CcIlzPM1VO2iIKKma99d36kBFyRBzoDg4uQoiqOZb6AOKIkJKq5rlSZpllpXNUoCiqOtF3oW/OgOR6Ry8XZQNdLWfi7KT9/j8vlpG4SW47LjrpCINptFVV3JQVuXdkk9IcS0MMs9UgR+tyPGe1LhER9nNqphj6DHnSmjYe+VrMjA54fmizrD7Zjm6w+k244hjs6+umaOMdvq+7L9Q1o3pa+4lxtbrWTHU7euyl7Tkd4Rz0/toJ3EzzVqWz3RGXs27qKOeYBPNCrRFJMtaLmKpnnVVu1sW5ALQ+tjNkGv9eipfC67TDMTXnrRoQLV25jw/wB1BIm5kobt+nflXW01Ci6c1X20VG0VNW9O6lNm4LZKK55JmlAU1FSRUojapx6vbuoAiqOXYqFnQcTtRF3550BGxLVmiZ0dSLjUh7lSiJqRtUz0rp3UFVdmqkqrn30BgRBXt7qBCu0Qs80y3pRXNyCXeiZfTXRRVRVyyzTKgWbJERVQeHLspQXBzbQU4e1UpsuvMURURETL6aKJKjm4vdQKvHmpqSIme6kRIdSKI9lBwXNaqi7qIiGJiRKmS76A66ERSyRFUqO1vFNI7yLKkXFXLeuSas0pdpSUkTNERFzSgVQkDcW4vZVVxdbmnjZWfM/2XGc63I1pxuHq4W/iHi/YlWSSwhtJqXfSZx8hHWmaUFCkQDZlT5d0uvoUp2l25z+QYrSFkw0C9xEvN9nmShV0xDaLdfISxLiwrjG02ulFyzX3+3m/ZQoJUTzQSQM1Lt91F35ZISpv/XTltoAHic4UoI2Kouab6BsK6l3DmqL20uju8t30rRtAac/Cq78u+uIO7cm6g6ribslpAHC1at2edLogEaKWSfRQ2YppQE799BwCVQXJEyXctdHNE3L2UdERBMUFO2kwEtCqmSZ+2g6iplknspPehKO9N3bSiDlpXsVO6uOdq5p20CQuFv8AcO6oXG1x9FYNus/+hiOL95R3fvVYBbHd7h31nnTVKGTZrfhVh1tuZep7TKEbmnQ0JIpr/ZQL9GbbN56NrId1YzWOAinNqUk4NX01DlIL84Vkzo6svyp/o0c/h4i/hbbqw4mYuthsVgtWEIWfyxpgl2erSx5v/dTXpAkqF2tMFqK/sXJRq262g6Npsy4S8vNnQKYPfxjNudz/ADhft+wi6W2m2G/Evxe0f5qNiWDeX7KwWFH0jSknD13lMtlq4x99JXO/QZWB5bsF/YvzV2fq+fWhDry9++qz+ccvBkJly8W+fspomkNuKo85FzOeZw/3RoLJhRhq0Y1xBBJUV6e+lxbVeZWyHJR+6VXJstXHzfDVP6OsKS7abd5vV1uNwuJwxFG5HLFReJRSrmAaeDk+Kg44SqukfFvWi7QjyPLdnlSruhG1FE357lriogsCunsWg62SqKrl78qAGiOqapmmmuIKNoiIqkid9JS3CBjJttV1LlQB98UBwkXJct1EjuG4wplnl3olNjARDI9XN2UIRqguoKr7qBy0/wBuee6qR06zmoOApBIuTstRj6PNq7U/DVze9xImqsv/AClSywfATuWeGa/YtBXeh/DGws0jGZR9u86htQIq/h16qsmA5+Ip6zFlx7bKetjjrDb7jmkz/wClZ/hrHEqBDg4TfXq8OI6bm1a1eva8I/e/mq9dDZIXpfJjap1snDkewtXLQaXbnnWrRF9JdVjSVXWew5RLy0hhLPa3mB27CepfVE/WfzVGX24JsIkBnY9ckzWgjtbTjPizIv1VN2WNs73eZQfNvPh+JGxz/toJM80RMlRMu2jmaoeWrNFGg622qISdhdudGJpMtSpnu3ZUCSqGpR09y76TXiXJEpy4gakXVlvoII5Ko0DMlIURFTOiIZqg5pw76c6derVuRBzrhAgou7dlQIiirkilnklHTPJUX2V1tBRSRctPZnXdCIeWfDluoEXN2y1Z1wMhLevatGNpVTJN6IuWdHVhNQZkmdAjtSEdy6s0riuooqCiqLRwb0IKb8sq4aJqVBJc6AilmO9eylQPlVe5a442OyyRFUu2g0KKokpKKZ0ChIpDmnChb8qO9mRNbss9yrXdCCnCWddJEJdRloyTctAi27qFULu7FoUZGNQJpXLLtShQPskUFFUyRclowlm2mW9VSjGooKAOSkib64ioCKPw0BDQkQ0TcqJnSaEqEPvTfTlNO9F8tJEg5p7aAqpnmu+uFlkOSrn30dEVU3pll76HAiZn7aAEu5d1FJS7iXLLupZEFBUdy5pmlcEkRVyRM/fQIs//AGozn/3pQd3FyktFPIdyqirQMblPZt0J6dJFzYMgrhoA5miJ8NecZWOYl+xw9OueE7lc7qjuzt0TWTSRR8PZxZlWyFiW6Ylvcu1YWFpqFGPYSLq5xBq8QtJ3r8RVMYYwvabDFedio65IkOq+688m0dcNe1c6CpW7pDu8CE05iHBV2tUNrJp15FE0a+JB5tNQvSRJxAxYINxC8jdrT19mS1c2mvWQk1dpCO5RrY+E0VFUVRRRFQqxHpBw3eo+O37Xh1X2oN9i57FvToQvFw+Ee/P4qCCxbcZVuw6M+yra58J26dY2rTutW3nPDp95CK/Dy1acIR8S4nxda5WJbNIt8K0N7dkH+V94sk1VT2Ytlw1gq84UuY/96nZidUaXVlqJR2ZDp4fFW7YZuD76t2m7MLEuMUU2njExy07QC7woJJdWSuLmm+jLqIgIlVct1HXNdSdqUHE4B0r20HHkDItW9a5kSt5eGg4CgiCm9VWjZ6cwX2UBEPMMt+WpSRPdRtoKMgQZ5aVySuGRA1r3Z8qJ7qBrwgIKmfYiUDN50i1CLaiWrmpu+ptuIibyJe2pQUUBXUiFn3U2MUfBDUMtJUDd1zaMn/m4qicW4ejYqw45bJTmgT7DH9EXhqXjqIllqBFRd+lKcNmOnTuQNW/dQeQsV4euuE76Ma6xTEhXNp7wvAnKQ1qmFbFjOHattg6dbuqXNBfXrYet/wCtaVj7C1txdaFhTR0OhmrD6bybX21XcM2jHOG7K1aoPoOWy183JccJo0EvanfQPsCYL6lcVvV9nekb727bPSDHwgNXlllqIw2016tV/d71qMw5bHrajku5S+vXOZ8+94U9goncNTTv8PDQNSVTVUUkVEXOlyMiaU1VBzTKukI6M8kSjSFFGMkEV0pQJIWe/PMUTcvtoGZCzl2+72UdpEUMhHcNH0IThIW7NN1A3bd0mSZZoqc1KOZKK5JmmXbXSbQU37sk7PbRBFVPUBcKp2UCQbnMtKZ82r2Uc115Llluo+gVbTdkWW8aDhDmWQ+HLP2UCTa70RQ35b1o5omWab1y7a4JIrRZDx9iJXRyUkLSqJlpVPMtA30ZiGkkWjKRZlwZKq5UqIBkmlE3LXUFCLJRy3UDck3KK5JmOdGRMh1ZZ6kSlFDNd6diUqYIIJw50CThrnkPfRdROBkS8u5KUVByT251xUQV7KAiESGqeGhSqomgT7loUCp6lJCQVzXNFo4oSkZZZZKlBXUTSKFvJFVK6Li8aLv7KAPLkhLnREQtRFq3pkiUdNPem+uiiEqqiUBETMU0jl7c1rpiqiooKJvzzWldY6Sz0LkvdRHHBXdQJnkiopEupErhIWWZDwrSykOSZ5Umbib1z3UHUTmqsdKMq4R8B3Z+1O7OQjSIL2jlQi051Y9fNVa6T3FbwRcMky2mzaIvYKuDn/ZQOsFWaJhzDUO1Qh9U02ma95l4iWpB15qLHckPFs2g7SWoG/Yjk2ua8MWO0+1CitypfNqVjI8xBO9RRNVOL3NcLBUuY6zsjKG6aZnq0cGY0Ey4iacyJUTNKp0nDU+63WVdVursR2aoght/Osxg/RivxcxFVocfe9Hi/wDOp1VD18patNE9LMMWWJMdyV9yOJttN8ZmRD3DQZT0+N/96MNux4O2WDkUl1tvkbVxBHUVWm32694cfjS7hcesMLc3W/W//LSCHZ8XmQ6tcS3MyrTK9MbN5+enykU5UHwj92qxdrgwxbrdha6Tcrh6RjRSTzoJahc+8iD96gvoakbJBXflvooKisoKrvUa6pkhHnkm/KgmWaLuXfQdFcyXzUEBVBdy6qZOy3mbe/LkerdbYcNBDw6Eqp2+34qu1miznbtLacksC+ezmadxJ5dnw0F02S5dinxcNF2S59i8eXFVSHDOIij5Df5Sr8dxP+VKQXC2LOsb8SbuH/jHtWmgvC5juPh+2kV7d7i6OUeJBrPZPRxfClOOniV15PY65I/9Slk6NIupp2e8Dq96i7I/9Sgtzyk244QiOhC3ad9KtuGQJk0aezNKqDWEXrUjy22PDVG/m83n9P3t9Mli3mRss3IUT/lznx/voL4IOK6oq2Ijq1GSj20dI5kyv4qobljvYtq4wYuL/wDUH0/tWm7CY4A1bZtYuInf6WcT+1KDTBAwRvLf4qDqFx7l5uas0Cfi8T0FbGmV+G7rmv6hp61JxcI59Ummq+S7jw/iCg0NxBJpFXtzypE9oSGi8uWmqUDONFZ4os//APk2/wD06XBjFmw4otwz/wDqbf8A6dBc07D/AHa40a+zhrL7jcOkBl5xluzygy5D9IjpL7dnTLq3SRm0q3oE2vd14SJPuoNBrzhiO74c6A6x3p5dVZzo6Q0HJblbHP8AmKuv63LuqFlW/pOz+R4xjM7P+kJHf5aDWRLcusFz01wCXVxBu01mzdo6RAja3sfsOLpQsziCq0zeY6TGnNTeNbSI9xOtCn7KDVWnM1HcfMVBveg8/bWPyXukJpflmNrW693bMmx1/u0tgvpFvcLG6YOxT1R+Uvzcxvh4u0frUGrtpoIkUSTflvpzqQUT30m88quKbi56UzWu5giKvbmiZUBnlz1ZZ0BUhLJUVUVM6MyQ9ma5EuS0dTDPSioq5UCTaERqq9iJurkgiQhyTcqUoGQpkq0RwwVFy7lySg5+H7aFDR90aFA6FsUMcl4UFEroiiEW/f3VwFzREXtJKNkKLu30BibVUXSuS5pnRQQUcyTcglvWjCqat60mbnAu7vzoOjv1iua59iUFDUCpkiLXM0TNO9V7aUaJDNUyzVE7aApgujeg8vdSSinLku9O2lzJdA5gqLy5UjtN+lE7aArqopIqd676ruP5MGNhwvSZuDGdfbaXYcXERZJqHxJvWrM0oECqqdpbqp/Ss1tMPxm8ue6wx1+X1g0FkRhkgz0pxIifZVM6b5qWro1ur2aJrVoA/wDNThq4Xy4s2+PGFeKQ6+IMB5l/1xVmfTNia0OvFhyZbuswmmhkOOouvQuoREiEeUeagvOGp3X8Kx7nNkRFaktIWTfzWlR5akTgwYTavssstOtNCG08WnwjqrK8CuO4Vwja7SjT1+vBFtUhRlEG7eBcXrC5R+2tShyUkW13rEF1F2f1xMvKPt+vQKWtNrZo7q+MdX1vfVf6VMPhcsLyJseMjl0gZSoRpuNDb49KL79P7Ks4uiLYiI+Hl9lKES9i70IcloGdqlt3G2w7lGLJqSyLgKXizHOnPIZL7aqfR8U23SbpYX9mseBKzi/0mxc9YBfV36R+rVubTaiK0ED0hOmxgW8vB3QHkX7Rql9IVwnNQMHWOFPlw+vgAOOR+AjEGx4auXSFFWRgm6xv6ZnZ6/rFVC6Um9r0hYMhov8Au2ZbvhQf8lAtZej8rW/MktY0vqOuN6N7m5PrU0SzzfR8qc90nXx1qOpbdxs9Qj7ad4pxOzIJ2yi8iW+Np6+42vE8S8scfiKm7FxRcAXt56OyjLcctk0216lvf82heL63moJC5YZxIUWG/ar7iiYyqA5n6QAS09vfXZWCrjIaJZt8xcQuDkoBNbX++tDtTv8AsuGuWWcdv7vDTpeNB1bqDC750Y3hI7SRbxfpe1/Ry5OgQ+tvrP8AE2Fbzh1pEm3Cc6qrsz2alsgLwjqVd9ehcLPzFWe5MXP5U8etwNOri0Jl91KgOmIEctdpBMl1XJrh9vbQZ7aeizGciKivXGa0jze0jgjrhaPrr3U7Xo2u7UmLGn4jnLIPUjbeo83FXv0/3JlWl3GDt8bWxh6fMhxPRpHs48gmhN0VROL7Fpy6OH3yViJc5TspsVbR8SJ0hL259xfTQZGfRXeGLiEdy7OIbCZuanCRRVfi/l31KxeieZIiLJ9PXZ5U+b2amyH4i3l9g0/x7hvBsGc05LxDfY8xwhdyBTcV4v5VqtCspVTRiTEb6O622YEB3bPf+IXYNA9Xo5xMMZZv5yv7Ee0zdeHh8wjzLVCUr7IxH1S33y7KqbsnFd1ufd1fx1t+DYN1hYklDNfedyhRts3IkE6aEqEXby1nmDfXflBOI92dZk7v10DKJhbFu3P00uKGmct2z1OEv71QKYXuz92eWNDxA/k76ptAXk8WouyvT2KL7Aw7Y37rcdqrLWaILY6lJS7qzVemDCr8fYspd7R/+3jtkdBRGbFqiuybkeMmzReJUYIha9y6i3rUQ/a7dKlOrBmTmwROJJ+Tar71y7ErSV6SLNKlZLiN6FBX1fzRcnmIsi1Evtqbw6xgPFjblvt95uc+SgCRiZrxZfdoMFcuEkTVlLpLFc1DNt8iSo543XUVXpDzi9mZOkv99ab054StWH7za41lVxTlo5rAzzz06cv7azaSzMYVEREz8/MPsoGOjJzPNVLT3rWl4VF+Z0vW0yioRIy0aL5ODLOs4kEZqiORibdPNFy7vfWuYKjhH6SbMDbpKq2tszJfEueWVB6BFCRsgTlIUGjEOaIid1JbRUDL2JnXUdXVkNAs12knfqozQIJiXeOY0Ro01EvelGRxERTXvXOg66pOujlxEib1rjiOZbly3rurquNj36VrquiQivfQcMEyHT3UKUJ1vNdKdlCgeIKAiJmiqm77K4IoKqg9mS0VUQlRUXf2rXRcBXVVdyZbqDiCoAjmWaouSV1scyRFy/60ntDVE8ufDRSVdeQL2r+2gc6BIsuxaSKKjhtqrhCKFnw99GFwhVFKubQkDJE3Z0CpABImolTJabODxqqKmVKG4ob1FMlTJM6QJSJE35IvfQOEFERPfVduItXPFMW2/OtQw64/5RL9GP1vF9lTYKqIIJvUhqu2LEm2vsy1ToHo27NhttGWoH2vCQl4v5aBbFsFya0jEMhZuKibYvomaxmS+ccFPNWI9JNsh4Owsxh6z6pjl3d6zLXIlcNlsvVjq99btJhwp11lLsXUediNg+5mQoberlp6tstzVwcmNRmG5UjncVMyQRHSI/RQeaMOSr7MjTIUC3t29v5xILupBc5REnCLmFPjrZejWC23ZfzsuV2mTZsprZStqWhiNpLSQi32DlU9iHC9kvk1uXd4PWHGg0NKL5hoXxcpb6yQcHYVn3a6W/0/Pjo7cDT0VtuDQJadXFzZrqoLReemK0MXM7bh+2y77IBEDWwmTSl7NW+hcuky6wn4drftNuSfL0/JOtltQ1Fy8vbU9YsP2ix7KHa46RW8t65fh4qZ4yXA8VmLcMUsRNbW+O4nAeseLdlQPrAb3563i43dh22J1JqLH2nIYtZkqiX20hjKbiO94UR3BLyo5JdFt1z9KAauIhzrNv8AtdOdd5zOILar+HJXzGya+bMeISq6YM6SbliDDN8vCWpiOEbdCDiIjLT4vvUFfxvcMT2XDt6jycQyX2YbrLcZpxkTOQBaSIiLy6qexRXEeJMIYgaea2TkJxHE+Lxftqf6UpNwDoyclxZiQpoR2lcPZ6tpqHIm/tzT9VVro6+WM4cmNvInVoDmafFqRKA+MsCPpLabtaaIjjhK75lI+Ii1efLhH6ad3KzyIHR3fZb7KxlcjDs4/hjsCu5P5qvo3m3O9ZhvJ1p1vTtgY4iDX9Wi32KzdrDcYyOux0fFGjJQ4mhT3UEnET5M1/R6E4fu0qvYHPzVXjxZsiFqNZ5clsRQdoBt83sy1Z/spH882W+F6z3htxeLka/t1UC1rZAY5PGe02jruRe3JwqrPSGwBS8ONubTQV3Zz0jq9tWmBNamx84jKtaH9Ohci0cPwlUTepfVLxZ0eY2u0f0a+bQWR5UEjJYZXHbJKmYx7WS59yZuf9KqnSHjd2Ey7Aw1KtERpfnZrzw6QIubSA9q1e846z9Sy4+tY+xUdXx6s/7qbybTYSz1QLWHkPYBy+agxa02a3YhmPSHb5NxA+z866ruwZb4eHURU+ktss5W/D0+Ha07Fl7Qg2nF4dPrHPp4Rq3XrCWCSuTt1uT8ZhlG9DkYX0Bo/iUR7VoRLxY7gaSCn2mBZIWjYtK41tHNPLq8oh7KCQw+wsLE1whK/tljxoobRzmc9XzL+9VCwfYVe6Zp9xUjzZkvOiOXYerT/CVXCNi3Dk2+y50B53Z+qB+4OcMfvHSKrXMAOi5fbjIHSrj8p7MkT3j/AIUD7pob19F1149SoIcXl4xrzda7BdL7IZhwY6y5K6W8205NRcxFXqPHdtevuF51pYTPb6RPw8Oea1TrTe2MGWZmCOC7s232SHm4+vi/voIS/dF9stWDmSWCpS46D1g23NOnzEqr3DTP8nMU/Pq4IjStttw9y5558SVbrLjspwvx7xaLk5EdMtg56PLSbXlIatHR5Hw6LBSLLb1jqnAqqwQGX059tBVulmw2W7YwtC3l9pmK3Ck69Z6fYg/bmVYVeLckC5v29GM5cWTnFd4uTwiI16I6VLVGu10t8aRNch64kkRJC0kWejhL3LWJXEVeurVvN5+2pDjfOg0W2UfhLxafD8JUFEUnjko4r+tUy7vf2VtOG2dXSpaEEFQUtDOrJOXirIDAzdR8GUCPryRfb7627BAOL0kxicVC/wBkNaPi91BsCpmihmq6KMySpluTirglmpKOXFRUXLLUnYtA5baJD7e+jZeq/XqoISItVjGeJrjbZEG22G2+k7nI1HsDPZiLIdq0Fj2ffzmHDprunj15pl3ZVXIV6xKTW1m4UNhPIEoDc/DuqQseJLRdJT0WLIUpDHz7Cjkbf0iVBJ94l8NCh3iPuoUEmmlG8x+ykANRzLL6aUbBRXSvYNc0pvTzUCSbyUS7q4m8VIe6k7tPjWqE5PkooAHs4tfuyqNs+J7PcX0itPOMzgDUkWWCtPKPt0l20E0ii4qD3ou+lNKgmepFzXcmdN5SG1HNxhPWoBEPvJaybHkGLYziXq53a8RXXWxV87e4Skjq+YeXL4aDWprrbEUnXtANiHERDkiUxbv9uIwaktTYal2dajEAr9tZdJxnIt+HUvLV8evkVvUbbLukFNz8PaNSmBuleFfbc45crfcYqq5xmsbatfbooNOEhLQ6BI6hD3LqGoHG8A3IrF1icM63uI82vnD9I39oav1VXGcUYew1ijMFVq0z7f1raCBFHzQu0dPw830JU3+feGzg9d626sVf03Vndmn0rp3UB52OcJ2yekSbeILTqpvAxLxcSai7qmYtzt0qMMpibGeaLlcBxFFfoWsu6Z8ZWq34JytBxniuXq23QEDXQPMX91eebgj3VWZqOGjKm4DbaEodnioPSPSv0pWqzW1y2WG4pJvbiogKyCGIL8RctZvJ6OcW3kJ2JsQSmrVsWetIuzyz8RcvxaqzKyMHKnxmidPU48CJ+KvTPTRInDgArTA2yzJIptE8jAJ60vo5aDCrb0jYqtKmkK8OuoX9Om0y/FT2JcZWKpPpnEqrdMnNnGi/Msp4nCLTyig1S5jBjo1jp3VrHRlh+RNt1oQhV2JOmes3cjWrMv2IlBTbxiLq9r9DR4rDts9ds3fYJEJcv3RSpiddHYGBcPWMHSDriq4Zj4xQl3fvKlQfSpZQsGPrhao+6OCobIeQSzVB/bQcYnNz4TCvDISHEBwAXwERouX4iRKD1DjUELA+sEzRRaQUX/mJWS9HDKs9Jdwtch9Uiwo5Cw38JOZ6U/FW1zGUutvaYkZJwptE+MUEv5ay65j6H6eGXur+puUMfWeQt4/y0F3wVEFm73mZmnr5REH1UQB/xqytbJyXo7tWo6gLJaCYZnNy229nLfcyAF8JlUs9C2shl1HnU6tu0foz396UCc9g5Suo4gta3B0G23qc0+/VRkZhvLksRpVT+ppO6wH2ZPXYMj13PsuUHi8OovZ8A1Hxiu7FzdV+C1k7sg2jfjLTxFv7h5fvUDS+OvQcYQ2IEfYsuw3zkbPk3E1pIqkbu71W3uTEYafdb+YR9NI6uRN/206nI16VyVN/VtWv4ddRWILg/Ehg0ymaOTIzR5+VXR/woEUm44XZbDCVnaz+cccn6xDy6ch1U7V3FS+qViwt8vid/wAtTcjY5b3nWuPQGjmP4aJs3U2qq9zcu7loIMouInszlwcNL9KOFn+7TQrATqKk3DOFpSr2aGyTJPw1aZG1VpEBxRLzZU1Fm4/PDc0X67A8f+Sgr6WlWLd1JMGWh2Jnr2DcgQEy+0apeApyWfpAuDN9eZth+v2ceQ4OXEaadJezIa1x95llIrT3zsg9AB8WSnULcsMWS6X56fdYMS4L1cQbbNvV4lXdQFW+yEkvdStzctr9G43Ob4/urUdKxZdW5LUdcMPqng/2kyPFTe8WTo0t0lG7jbrZBeJNwmSj/fTi24Z6PjLVDt1qfIkzRQc1f30C8i73OcGyTDIuo0Yruujer92iDiXFKScgwW54fWJcG9Gmls4LN0aw51LZRJUN3Zq3w6NJcQ6vtoLh6z2pnYQ71Ptyp6zJZuoz/wDM1UEHimPiu/3K3P8AV4liag7X5Q7M182XYOn4aonSrFv9xKDbhfj7drQcmUn6T+s0+EB99azOhDNYNtMSyiE+9s2T/uqt4o6LYLwrPh4luMV1pODacQmXdqKgxXFdvjwLFAjoXWFaV3a5N6NB6tP01qGAWXD6TGC0OZBZmvF7lyrM8XRijzxRmSzOZ6uW9tog5R4hLzeHf4tVa50bEJY/lnpTgs0RE93bnQahstmoppRKSPNEThyXVupZXFNFIk7V3Ug9qMXFQl4eygqnSHiDE9hgdas9nanxUAifeUl1R8vFp8Q1lWGOkeZK6R4F7vLzRMvNnB2bTJfJwLlKrv0nYluE5mfhjDlolvyFZ0SZGWQtiXiFPF+yqJhHC2PG57yKKWWI0gntHGhIzL4aD0QCo8KELu0T21EYntAzIyz4DrMO7xvWMTEb1ZkPhc8yFy151tmLsfW0n8P2i5SHUiPPbVVaHzcWrVyj31OS+lS8+iHrbcl2E5praNT4PGGvw6h7CE9VBtuDr76Zj5SozkS5tJ8pZLePlQhXvRdK/qoVQuiS63+9X63XwwVIka3uMySJv58iIdOX6tVCg2snEyHPt76SQ8lL39lF0KaIWfbRS+c00EPiuQ78jjMqnifc8R8PKP6y/drNOkuIFyaS4Qbsnp20OC+CI5qVpNWrIhq1dIzZNX+2TBJQ2rBR/vC6JVi8bYsY2kdZ1M3luebiufo3GfF/r4qDfbBiVq6RbDezXZxZrRIS+Bl3lRC/ep3iCLHuSOorqNjG+ckZblHTWQdH+NbA1h264bnSFZa9KkuzRolA2ic1EOrwj5qdScY3/C2IZFku1zjSLRM0ei5KKDmtCLl1DQXb0FhCPFbkyLhbHXQ+YlOOtoDI6u4c+b4qa+mrZ6YtTVttiQbJbXTcfubqaAknpIdkyna5nq7fFWSY3ewIxPdW8OK7Pc3n1ZdRf5Krd8xVAdbN2zjeEddbEDdmz1c0qPlFOWg2L8odG52C7YkSKLBNyHXtmYCC6Mlz4areDLpfbvaY9vYuMaDGHJiVJV3WejxCLf8AfWTQmn8QPvSJ18ZbVsNo65IfVSNfKPeRe6pa6WGHhi3R0uNweC9Tm0kOR2ly2QLy6i7iXfnQWXHl0iYxxzPlGiOW2FFIUTsyBtO37SquYybZjha47HDoioZh7CLfUZan1g2a6KqZ9a0xwLPwrvX+yhGnOT74w7NydFDAC+ge39lArgxp57GNnBXQEClhq+jVXpcbhGuMS+3+XIYzlMnFgMudqM6tIlp/rF3/AIaw5nDcnFOMY3oS2qxCkvJ81yaOHaOfV4q06+W5nDWPBkyH3VYkI0kfwoBDw7NKDNMW2cvzVk3yKOUVu4qwu7iAU9Wn9lbjhF2C8FmSPM2iwIybRG04dJDzfu1CdK9wt44SZsqIiOynWlBvZ8G5xNVRGHL76IjHc+o+tm3AI/zmkNOrZoX7tBU/yh0f/PN1UY7RDJz7o5j+9Tqz9GF9duQEk6JtpEJqYbfjAFdHh/UlaPjbCce946tcmW+r0SVtBOH4VcEOEv8AXsqftMGcOLrpc32m20NGorGv+jaHi/8A7CoBid3ZBhsHfnHLm0i+5UEqb4ot7E7EOa/OtW/bx1+IHEVKLjIlfxtha2jlmsl2Uv0Ntln/ABVZFjIVwal6uRsm1HLtQiFKDgvFoZea2WhxN/0e6o68XmbY4LsqV1AIwafORfsGmtom5lKtBJ62A+TR/V7W/wB1afSEcJMgaRUPPPPy0EfHxlbn09VcbI6nbvlEBatPxJT2Pi2ypHV6RdLRs07m5glw/bVfuwyGJpC1ElusAXEI2cXhIdPYhIWpahTluMyGtphuC+hjxK5anAUi1cpac8uGgkY3STZZ+MIkGOEVUc9RtHJac2ru9tW+9PQ5jG7ZONty2Q+oQLVOw5JsckusW/CEeFIF0G3fkukE9bp4SJPBU3KTYXx4U7JM2N+LTnQTt+X1EfL/AOaZ/jqKxnJ44lpRc2pzmhzZObI9OnPh8eVS9yZeeWNsmfm3BP8AV4qajZLaN3W8dXUp3YhqXKnsH2UEFJgeirJKjs3+Xslc/wCaTIlp9XqXv+t7ac4WhP2u9utNPzHobzf6VzVodTSnN8SUWzWaW9JlvXxptxpxwdmHh3cZF+L+yrAy0jS7JPuBqoFZDWt6KmXGDxEP4SoMSdUt9rLjBGxL96kZ82NAbF2bJYjN6hRSdc0oiJ30S2tp1mVMF9HgkGPxCG7TQYT+UDBVLkshnbZOTHNovh5WuHVVFwdh+ffguDsR1QbhtbXMUXi93bureem66MQbeyxMsLtxiO6TmKiaRAdXhL26qr3Rje8LpIetVrs8xhmTpzcy2rr2rco/QNBdsKQVakWDrz+2ejWpz1nwkSVkPSLZn/8Atblj1pWo8lwWNu4WrRqHNR+FK3hiGyzcWmmV+bg6NHw6qxXpHYs7+JcRTbl6SajRtjq2eQibunId60Fn6M5kezYlewrBgPSobTe1V51vgY+EfMK9tXy+TXYeGbhczY2ot7cwb5taatw1ifRHL0YhaNVkIHVVWS6vHtEHTpH4dNbPAfYumFznK06kM8+DnIx+qlBhF/ViU64VpTKI3HlKH08OlotXuIa0TorUncX3kzTRogxPVL9UkrLiiMxbneHGHnpjMpl19tHO4SVMi+3L9lbFhZsQx1eXATTrt8Ten3qC9iqJu7q4mlG3E1J2U3YIlPjFeIcxpYBV0M0REz3UFSxntrde7FdmXkRl1wra75lF3iEtXw5ftqwibatgquDmXYirSV/skC9wOoT2lcZQtoGS8TZ+YF7qwPpfiQsG4ttL1vvL8w89bsd6SREzkVBpmO7fLcjq1aLHDnPTpAhIJ89AoPmIk7azCBZLO+c3D0cSvmIZbyetitfJYfF5qvUTFuIsT2hUwnhWQsVA0uyppC0JbsvV+aqz+T1cZdoxfPsNxBxlw0UjFQ4hMV35pQb/AGmMkaBDi8CK2yLWYjlnkNCuOImrh30KCWQ2+IUTLfRFUFcFUTJc6M2iIihlmXtrogAkCqua50FdxxbAvMCO008DLzD4uiRfh/mqsRrbGQlmT4DLyu7mw2e8NPxVJ9JmKXcNvQ4Ee0jc5E1D2aE7oaXT3asub4aqrfSRFb2DOIbBMsjvxt6w/ElBCYQwcLfS7dY1onvQoHVRdlZoJ69oRDsiEq0Od0b4Kk2zqJ4ejkqdjgDsj+twUj0d9QlYixDfol1jTm5htBrb3adIqulfx1eERc80MfD30HnjGnRHh5i9w7RZrmrb7kY5D8d3jNsB7FT+ys5xHhRmHcHY9skbdqO3rku6Mtn8OWe8vdXq6BbGmMU3y6SNltZbbKAqcyNDq3L9qlXn28WTEMjEt1szEb5BLlnIclNc7gcwiRUFXstiYuV1gMWWM+89/SucH7vlSj9I9tW33WYkmQr8xr1Tjnnd06nP5asuJBveGkgy7RF6hbIjnbz8peL4T9lVTE13dvtxtzT+W1NxZL31zy/lQaCEnqiMssgvA2mtU/ZRrYXy9XU3bMNpl+ym7+95wxXPPcifbSsH1jMt4uA0b2f7aD0B+T5Pg+lJcNXtpKbht7PynxcWn71aVi7DULFcAok9Sa3qbZtbiAvCqLXnboauvUcXw3/lbsVDcNxxuORlp0ZcqV6cts6NcYYTITouxzThMV7aDDulTBN9tMG2XSZO9OQ4MlpvZ/NOpqJOb2/9aW6ZIC2pLIywwqNLLB9xtv63LWx4kt6T7RKgqm0R1nME+JOJP3kqIujcfFOGYcpnJXw2UlW/GBJQK3CO1JbwzdUeWJ1Z9M/Dr1CqaamLY/1iTM9R6qM5oRzz5c37eGlo7H+zmmXk2uTY/YVduEiPb4L0yQ6DbLMfWal3eagzq63kU6aYiqyjqRbeLH/LJ4v8ErQVl29IyvLKYSKmogf2o6f11hvR91nEGLLzjSTHVYIsuONeRT8Il5tI1PYLttnumFXL4/Z46qbCvJD1LsNr5hDl4qBFjFTF26WpD9omtSLV1YUffUtOom80UkTv7dNW1/GOFGXEbPEEHVq05bSszTo0umKlW8j1KzsOrl1Vrdwaebh9pc1W3B+GWMN2J2FiobYcQCVW1ebHW4Ht3UGhQZcd0BcYkNPNkqZE2aKmSd9RF8xphy3SFaO6NG6n/DxU1un+GsKxo3Avlzaj9HMe5bEBJJSR3SQXE9lWno39M4ftqR5mGmbarq7T0qEXaK3p/pB8tBb7Zd0j9beZwpfdM2Ztz2jaajIh+t8NFteIrLIxG7Dfdm2iV10Zei6N7NDbFvLhKnnSJjf820hPMMw5qyU8Z6RUdOYlnVFZidIePJjc43GbJaeEwVUEhD6urjoN2alx3owyWXmzZNM0cQuHL6aiGcQQ5TpsQGJM5wC0k5Gb1NJ/4nLVBi9G1+S1uxGMWtzIqPbTqbzBA08XlcIV1ZVUS6ScWYQupWSfb44sxM/kyJxadPDpLxCntoNml3tLf6652uXHiZ/7wOlwR+tku6ok76ziqS7BwvNVhG9O0uqt5CHwhq7V/hrOIZ3vF1uhXjHN8Zg2RV2jMNFFkZGnxENSmLxGRhRmbhq89QatzZ7NlPmpH4ub4aC1sN4bgPTHlOVeHYP+8TJq7UlPt2YZ8H4eWksMyncRRpl0hMtWi4DqWOMdzVtgHzj7CrK7tdpX5ksMdQ2DTT3q3XF+cMR1PbT417PvFS3RPifZYsSRJLavSpJN7JtW0ZbAh4fWF7NNBu1tdg4kskVyUwhNHxK254HR5h+6tPrfBt0Rw3YcWMwZcyg3WUXm6vTLpPcwjil4Ebd2kmO02JhrL5zIl7exKm5l8WyyYKXvEu2tUtnNqS00LKm9p1aXNPhJOWguyxWvSnpBHfWdW2Wj7+qizLfbpyK9JgsOounPrLYlxaf/AHVmFsvuJJsz/uRNW+Q3V9Y5Mb2Udn4Q8VWW13N69XKVar/bYcfqp7wbkkXh1Jw+JCoJCVhXD7+3hNmGhWhDq7SiGxFP8y1JYXgt27DkKCLYAjTelRTzVWbbcMC5v3NtmC00Kk2BgCi6aiXu4u3zVNTcSs25EcuVqukSMvM+cfMW/r5KumgxTpKgs2m9XOC0vrdkb/q+HQ064JIP3eKtSwS825fLq21xCESLkXt4Sqp41sbGJMe3Qkf3RrIDnmz1FqGrfHm2PDeIDSbOabdkRWdGXMmSKPFp5U4h5qC1ahFRFU3olKN79KIWnfTYSAt4FqXuWl2V1BpVOKgofTZiS6Ycw6jtrR7J53YOTG+LYj5vrFVHwzb8Pli+Pcb7hOeUR1n5BtWye649zE6571/DVyv23xZ0gtYcTdaLPplzP653wD9FW+U/b4DzM15Gdoy3xvp+ja/9y+Ggjrjb8X3SIkeM6xhuD3G16yQAeXypVdlYIhYNuVuxfHnypspuTlcXZbmojbc4dX3c6smDbwuJpcy7bJ1q2xtUSMBrp1knORD+Eaiunq7pasDPMJ89OIGG/wBeoi/doL+ygAWpd6KmaUKa2zrKQIjv6Qmh1fhoUEsDgoJEq5Fl2UVHBXTmm+ioOQurlmtE3jnuzXTQZt+UfIhN4atzUxp0wWWp5s/OpkBcv2qlU/Dr875PJwzjKNdWmv8A8vuyfucW8a0HHrDVzxAjLzmfUwZDID/pF1n+6iVEY4wHZTsVxusmE0w81DccacTgID083DQTcZ68Oxs7p0cWo0f4nBjTGzNPfvQacoMORGXa4HuzIimQGw8AkP6nKjMC4Yui4ItL44ru7Mx2GJn2Otai38qjXLuz0q29smmX8O3dhGlDjbJp0/rUAs0+1TJEx+yQr6zs9nEkOTdRB9UczLl83xVM2ayNPEu17WOPy5l76peHZXSDiHCbbDuHLUkR1Vb2fEyeyEuZse74fq1KrN6THrYtujYaahz+r7M7pImCQ5/CieIqCk/lJ4jjyY6YVhyNKRFA5Ij4z8qfR4vu1i9tFPSrJ59gKKfdHUn7a1W94G6RY9qn3O5Jatk1GzdV3SfB4tPxVlllYI7pDDP5w/5sl/ZQHctxN3QYerjbNdS/ZXBiPBh56U5w5ylbz+yk5cl5yY9OFeZxV/uo0i5lIs3o40yBHtqq/blQap+St/8Ai64PLkqJH9Xn7yrZZOGJrtxdegYkuFtZkSCfONH06EdUebPy+LRWS/kssJ6UuRIi5I2G/uzrfnFbZAl5MkVT1UFbO33Rl+LMu1+mTHGkyBuE2LTRoXDqNO9aqXR1KvdixlMhrCly8OuulsJDmknQ/wAUzIquFpuE6Xa3JEhjZakVf/CTl1fZWc2/Fd1jzbXFZZiPO3Ijk+XYtat2X2UGsycVYfFHV9KMbtW5sSIqwzph6QZN7eSxJb37TCdUD2UleOQBeIvKPLura5oQ+ouXaTLGMKMIBEhaRBB4lVPrZZVi3SRgeRPizcZ3CVk6631hG3XfraWx+gdNBNwpV3W1zsPYU6hHt1phmtwlSeLN3R819aoC0dJDNvw/EsuHLG/PnNNipLJ+EeLSI/FUThlbQmBWWp6XZ5Zk4m1biul6z4iHsqKwME8scTo1nuE22bb1Sbh1thq5SoNeiYkx/NscP/YMSG5OkCASEf1G2JePR9HmqL6QcNYslXPqtpkvPx3UDbOrpCQ+fi4vKniy06akbThO8xYwpccZXs2SVE9UQjkI9iVMPYQdfim0mJr1xjoIjdQsx9nLQZbC6N73Dj6mZKm6i5x2orvz4DzO/CPl81aVBxBhfDzD8ZcUlcI6s7d9mSet5trxIJeL6KcXHBDswXETFl2aWQgobfDxgPKO7u+Gos+jly2Ycl2224hkgEnV1gHYzZ6/h1c40FbseHSxdfos96GreHYSktv6xwum1q4R+gfDV46QL3e8PQrZItMSPIiK/okgacWXdp/bTTo6YnWKS7hue/ter7I47i97BeEfqrw1oKRmBUlNEUct+dBTxx5ZYNt9KK7tQk8atR+Iy9nD4axzprk+nrvDxKEVmGkqMGhoXdo8YCXzhCO4eaiX28LgzHEmQyOqA+qo00qDkrRcX3d++rA3Msp4GKBBjsWc7s4Kp1d0VXQPE5tHC5RoBgXrGI22XWmIMMWWgbbcX10kB5R2Y8rfLU1Dip1r0TZUzvW22kqbJdF4mGfFq8OpfdWd9HdzYgzZCvsPPQj05NtO+MeIR1eLmqLdxZfHsWS7vaXCiy5RaEBreKJ5ffQS/SqseLiybZI5PdRTRIda5z6zp06iIqqEZeoSIstImW0/pw1CQ+b31fJPRbjS9C9crjsUmPes9a7x6v8AW6lYnQ1dpjG0n3aM3p4QABIyEfZlQDo2jOqRYouEl13QvVoMRrnkGo6fwoNRmPbReVxYzh+TJzf2uiMy2paG2nOX96lMX9H98wnES4RbiT7ETR6xNQG2ZcJcNcwBg+64xmuXV67bJRdQFfz2rvDQa/0NPIGE1gPMpEegOEEhvxgXm0/FVH6UWGIuPZlxS4w2BeVnZ7SUW2Yd/pNI+HTqrSLhhlg7wNzYkS2XBQOsuN/pxHuIaybpXjMYl6SmrZYnmn3NmKOK2mvi+IvhoLDfr1h16VKsuG9hNk3zZpKX/hkUf0urzfRVsCyYtSzTber7MmO60kfJ10uDzaSJO/w51U4vRNDhRmX1ustmW3+kj8PF8KVZItiurA7BjGd8/wDEyd/tGgh4SSp12xVcY1vfg7CyhG6u7zgYivD8XL203S42PCeEPTOIv9rzrtoSTvHMtQ6tP0JUjKwhiFVVGccXBdtxyfk4/Z+yotnogtrjzXWLxcHorZkbjDnjoIbAsrFl6vWeHJM2x4eXsWX8p/DqqQuHSFjHB17eg3+C1eGdoKR3G2ya230U6wxfbLhsiw7eZZMyoQGy0hoXG1q4XB+yoXFeObXiN23W+2QJ0h5JgcZsadSCu5R9tBLdHV6vjWIr9Ku2GbpCG5O6xXZ6iFPA3n3pvX9dQPSBjyJKtjMfCrcnZNLlLadaLtEdLZfxKPxVtraOrFHbJm4rafVGo6/4XavNnO1jIKDFd+fGM2Ik4Plzy3UHOjRnYYItzfVnI7hBreE2dn6wuJd32pVQ6Y2lmYow5ZHlad67MaBtvmPSJanS+9wj92rFaZV3t+G8rkWVzPWibVR+TsB+lcy+H96s4w3eixp05wbyXr2WG3Ui/wBWDfDqL4lIs6DeyNRFPZ2UKIpJuQ++hQSmeaZ+yuJpz4lyozaZrq7loS3W2oxSj5GGyIqChxWHn8Yy1ey9bNL9JqDZAKJ/mqD/ACh580bBHtcF51pJjqA5s+Z4fL9FSdvJILlvfcXPgM3/AICMtqv081NsUTmLhiewsvpm44Dh9XDSRGXYOX4qC9YVceOxQjd8bQJly6B001x7d/ROFrpP/oWCIA8xcqVOQm9jGEXBbDQm7R4ap/TDoXB5MK3tFlSWI5DqyzAnR1f2JQJ9Gkl0MIwTmLsnFAR8xFuq5NGDqI6BIQkmaKnfVEtpR7PDaZkLsmUT1fjEBGp3C14i3LDfpdGHYULUSIb+7WA/pMvCNBA9Ptw9HdGF0MfnHxFgfvEn+Fed8NW+3k/c5Ehf/h7Pqvr6S/mrX/yoJ+xsVnhCue1lk4XvER/61ikll61W956Yuy6zsD9X5SFVoK7KV9onWfmkVf8AWqlnAFbU453q7o+ynS9WWJOf/TbQG2vrcxFTFsSJgWvauVB6J/Jfh7DDU24q38+9ki/RWrYiJ5y3aGkz2x6XD5dAku9fw1XOhqElt6OrQz/UiX3j4qu6Ntusvx/BvEtdBTpUxmbGeLYPNNON7L6RX/pXGMM4ct9v9JrDbWUwyLQH4hEeREqw3BIXzCMptWwH9u7+6ln2Uejtxck5uP7tBW3oRXxgbY8x8kcDM9n4B5tNRPSNAevsx21AiixGtEl893DtDTZt/wA1aJFabaaFG8kERy7KhGGNSXm5PfpQJlv6rY/5lWgxLCc382ujG2CwjE1+4PCLSup81r8VTOGcGphR97E10unXJTmpxxG2+EOLUuVR2HmZj/RcMNm2MXTt9S45o08ZcQl7aXw2/fAvczDr0z0hDYFdb+jcBafm9Sc1BfsP3iJiOxBcIj3yZ5dQaw5PdUdcr/ekj3Cdh21syodry6zIkSNOsk5hEajegFF/N5+IrjbmwluNG2vh4qY2OysYh6Q75BkXF2Dbm5AgduB3LrReIlGg0WyPrc7czcmmtmrmk1+DXx1JSW0e3oC6u9UrN7Uze7H0py7JaJDr9haAXnAPj2OfK37q0ZkjNT4N7i8Ceygp/SgxLahxMRW7dJtDiOqHnZ/SJVndJq84cQmnto3cGx0bPhyE6Ei42uTdXrUryPSQb2isaF5Sqr4YuP5uX1cIXD1TKq65b3F5Tb1co/VoKD0xWB8cPMtNR3kgQT9Q784r7i82ou5BCoPBztgtGGps2PFbvt7LWKNSWvVww08xV6MmWSLcGUiuNtuwnlzMD9lJHh+z24VbhWmEyy4frSDSI6B81B5mu8D0PhV5X8kUvUIiedeIhH4U8XxVGwosjC1rjz0TZXWaqdV//TtcpOl8X8NXvF95wN+cj86YK3T1wbFlrsbFveWnwjtC/dqXv9qnWoY2M7tbWJ5TpTLTMVOSG2XFp4eagvOFLVdIVhhHe7s7cZStbRHOcPNpqWZ2ey95nqqCuVxPAMVGpsd6bZTPTGRvidZ1cWz094+XTRcHX+6YgbckyLB6GjBydZLidoJ2UyL6LEJlHGnOA8+ISGqfg+1wuj7EsxSZ/wBm3Nz5PM7mC8h+7ylVyez2277h+EqdpamZ0B2PMZB9h0NBgSbloKpinEkK7RvQWHJrcuVPXZuuR+IIrXiMv5ad4XwZacLwm48BNs/2uSP0pVNWrD1ns+foqBHip2EgpvL61RFyxUWHGXXMQkBReLKXGVM/qmPPnQPMRXa32mzybnM4GmG9WWeakXlrMrbccQ4idZuci/M4dt+09XGUB1ucXv7qtKYlwr0g2OXZLVM2VxResNtuN8S6C1falVrFODMV4oki2eHbVERFBOvlJ4wTv0/B8NBoN4u0W2WiTcnn8mIwZmWXMXspthW+RsRWVi6RIxR4jo5CJ9q1Tulaw4hl2yw4Ute1loZ/LZCchkI99PMSRn7H0fMxrL6l2Pske2fE6DX6QgTz0DCLbHrp05rcmESRb7TGBt11U3A9pL1Q/iqJ6bH4TeKGhfFM4luM47YnozedNREvfp3r9lX3BdjhksSVZLt8hbjkqxw4heNS4nXC81Z10qRn7l0pwX2NirvWgjNtOcmpsRc4vtLKgmrDgzFLLjBzukCW6y2guTGwkEJs8OrtqEmYuxnGj3VyNiVGWoboJFSU2O3kARerqfxvi292/ECYcSyiKuojiqy1rKWH28o8IoS/WqsYtsdmlQ5d/YfV4be6hyprerXImFytNl5G6BHEYKkO1y8cX2bIn3FM5MVHhAAjCXlH92mHRBfiHpOtUeNFbZiubYGhTwieWSKvi05JSN3t9qbalyVgl1KCz8oelcZuPEXCy0Wf2F9UqjcNyI9vvODyjP5Pdb9a17PWiOovrcX3RoPWIooju3pQpw0CI0gFln20KB3s+cOTw1C46NTsgQEXfdJDcP7CXi/dRanE7VQuzKqpiJHr1i9uCyvqrPFKR/4z3An7qH+ugrV1t5AL1yRc2jTJE+ryiP2VVei526z+k6U9Mjtv3CPA+TA5q2UMSLv+Kr3KsN9LEsSCz6m0R4+0ckc5G72aRp5gywJBucuQxdZe1WQXWHHI4htBTTpbEvYNBc2wVEdQRElDty8VULpcdcULDEFCycujZl9moq0PNvyctZ7j5YL+KLRt33WdltDjtt8plp4iL9dBnvSbcPlbNqeLLeLz4N8OodW5v7xVdME3JmThwX5D+VqiOlk463oDWPDk2PiFP3iqFxrgpy+zmJTOzbedcRlo0XizLtNfqoirVws1sYRGLc1G/wBh2dAbg+PrLw87pfCBfvcVBkH5TMt24Y2ttuaVSSPFFVy8zioq1TekZra4pW2PyEYEGgIyT2iCaamOki+R5/TI+bCokcHwFc/Y2OZVTr5LW73a6XN5tciycQl8q7hoI/qxSIxq0mrfl9q0cNAMMlq2a6CUsu1cuGhbgeC2PSGj1KyYnoXtXPdXCMHSixWg36ckRO1VIs6D2N0dR0HBlsAQ0qrA1ZGFXsy99ROFUGPY7e0K56GhSplkhzX8NBHSYbPpDbKuy2mkPi2iF/lp2QCjm0BNJJ2LRJOxenxnXvnG9Ww+tp5vrUjB23U/lTvrdZfdTPh/doHBGYgqAmeXbTWVn6OdyZ2fAfB8SjTw3BI0QU1aebKsw6Z52MJT62nCr/VhjQjlzFbXJ0xz0oKftoKQ7nG6Lrb1bUyjqD191pvXo1KWohGtIwWzY1sbS2RWSj5cXtz8xVlXR3ieTb8KPsTGH5DcZeFpR+cz4cvxUvZplyw5i2E/Dtb0Nu7b3Lb5dO4y/XQbDBYbZdUwjtsg5xFoDTnUTfcH4dxDcWrlJbdZnAu95hwmiUak5suU2w1K2Pg40rsF3aKfrOfi0+WgmbVbrfaYzke3xxZaNdaqu8lLvIl76yPpP6Un7JcfRVikRHZTeraOpxaC8tWXpjxLJsNlKNAXObPTYNIPMmfaSVmlr6NygyVl4sXYwwiHJkr/AEC6fViRebV3UDXoyTFeJsSy5FsvixJK6TkObPU6f+vLWx3jB0e7wI1vdek9cj/Mzj+cEvbnXOiWHBtGFIQwmGtorKG854jX31d2Xge5lVFX2UGbW3EmKcGq5CxFZ5V0aT5idCDVq+kaZ3tnGPSFKcaZeew7Yk7Uc+fe+sKVqcskSOQZGvCmqoiJN0SCbyPmTTQQVtwjhyEiQYljiKWzHaK63q2g+bfTRep4JdSDPmqNjeYJ+M1ITXsXRLlH9Y6alL3drVBksHcLiwwThaQRwtK0tfLTbzxHZ77dJ6AEdCYjxz3gr7vi+vQJW8Xr3cSvM1g22BbRu3tPDkYCvM5p7lL+Gpd5E5Wv/aJVG4txNAs12Yt6C7MuD7etqJHHU5p8xJ3J76dWS6MXe1MT2GtmLo6sl5vJvoJBlo2xDjzyLPspxE2bbK5Z+YvrUxV3kTPR4vdXTnbC3BlltzNRbb8Jlp76B4SbZlWl7FD71Yb0yYesOHrJlDtoLKlSS9e66RuBklbFhe5S5dqjy5Oy2j45PAHLqElQ8tX0VWel/CzuJ8Lk3GkJHeYLWJlyfeoKT0T4cTCeLbVJnyWJHpe3m7Fy/RnzEPxcNa43KVyGCN7kMdXxV5Vwzeb1h2/Wy8v7ZxIb2yjtuOa9efCuX4kr0S/i2C1PhhdI8u3OOpvYf7D+qXLQO3pgu3Axbc2hLvpB95VYPQ0iOFuWlZKs+tKGzuc0/W+mqNjq9XuBYXZFmjqZOLoed0ajabXtLKgj+jWPc2Olq6QbdJVm0tesdDi2fF4R8paqol5xHOgdLs6cTG1FuU8kZt13gbL5vX+7nW14DtT7TFpctl8Zcszccusttt6lkul4yKoVmyYEnsXArxHhzLq1IlSDXx8LhFxaeagnsDxbRHfWeNwCXNlxxAEddEyRkd3D7iXUX21GYywS/I6PfQFmzR1ZYKvk4ndRF8OX8Necrac6VchG3I71kz0sAzmijv7BSrT+cuInbFtmr3fEkMPbJ5Fd+TNgXCP1qDTsTxCSzQ5smPHGzYdTKNteSQ4I8OkfFrL2+X31QrjhybDtNixC7Ij56usaxUc3nXDEvD2+FPulUFi3Ekq8v6ZF7nPMMtbNtHGxy1/CI/21tPQBY7YWD4dyctbZTzccyfeDiTi4SHV3UGoMuKjDWacw5qi91CgfEa99Cgl+8iLl1ZVG2S2sxJ94mMq4rkx8Tf2/uTSgp8NP5TzUSKUtz5ttsnXd/cNReD9r6Bjuurm5IUpJ/DtC1CP4VoJKWiKCor+yRWyz+D4qh7fAJWrey0885b4wDsPlGrrXi2hL3pUtORlpknn3xbbEcyIkHJB9lJRW3W5Ruk8htKg7JpByEBoH+WldPdpyrMcd5zOkGLDRp3aR4SkHBw+sXTWmqepNPfqyqLW1w3sQ9cyzlbBv7uRHvoITqT43BmIXqUZbEQc5uH9KX8I/rpVq6K4zPmD8nbKG6ceMvIjQ5aXV+vmv3RqSuib9j65VkubNxfADQ8Rf5aq3S0+xYuj2+TWF9dKbGOn1OwRH7NX4qDy1DXb3BxXkzdcJfWfT2l/bXLukgZLyd3Ann0B4dX3aWw3EdmYgitNns0PUJn7B0rnRbtLlzOtuNxxFhXyMF9q5/wCWg4gkzh8WwTaHKf1plz6ULSifrWpi0YddexFBjMpsxCToXz+r7f2rTHB0VbnfIiOnwRQR5wk9glrVP2VpHQxqumNzlk2hADJvEZd21czz/UlB6AtoGzbGQy4kBKVe9U627m5z6dABzEXmpVSyaQU7UGuZ+qOMvjFeMfDQKKO7KmdqddlbRxWdm2jxaD1/Oj7aUm+shmy36vgEdfNppwykdtoGgTIR5U9lBzmXdw1XWEz6SJSLsv8A4M2XxH64qs7vu+sWmqvdGhj9JltkqqZT7e/Ezz/SiSKP8S/qoHl1GHHiquiOyyzvdyQR+LUVZ5Y0/OTE72I2suqCGwh+5sfFl8S/2VM3e4wGcV36Oq9Yc1xusNovIAtlnw1nVlxFb7FeG0srr/oW5qXq3E1bF3y6fZQa+4pSYxIoLmPv5qhrjDxEIqVjiQRE+2RKfXSH2V1mU4jKu6kyL39lPMTWe5YpwwNpiXL0ZGff+V8GojZ9iUGC4uj3S9YjmyY15kXz0a38plI1oRtR/o/hq5W2x4sxWtvs2KLy/wBQlxSmtN8OtzSQ834qtF2lYcwBYyt1sguvE8mzYYDiOUXxVXTw50nMYfhToFwZYSI2YRYrbnr2wLSWy1eLw0GvwLU3EiNx2xFhpsEFEROxKcxlbT5l0HdPsXOsjjY0uGIbJDw1Imq1cprhNyTDhMGx5vt/xq/4DttpszD9rtzBNutaTkqq56iLNU/YqUExLkK14VXUtMpzLpEkgGyzVESpR1G3CRVFckSk5MyOMomDJUQVGgyG+4cKBi9MRXW2LdrRJZ2L/Bteqr5svJT/ABJco9ol2obGz6dae+UNW9t3adWUeV0S8heWjdJ/UW5TYzCuzst7UxHt0OQTQGReIsvD8VV2KbHQ9dmJFxYYnv3FnNxIykpxgHwCRcwrq4qC3WuVCPbW+0Jt8YzWvlzgatcYvEREXhTVwpVrix4NqYg25kxJY7AgQEuZGvmX71Z43hmBLj/n45m+xNXrE9GZTjJxwLh1NkPMKeJFqxSLZhjo9YkXVmIQtHo1ZukZ7/iWgs8pneS6eAvdULIlJHxxannF0RepyTE17BIdH9ylT/0rD6qc1XtnGBNepV4dPmrMyuUvpSxAlqhmMKxwHNbjmeTr6f3UFnw3jMnbMsDC1pW7y8zecVfVR2dq4SpmS1UceWzpVvUhqK+w2lukcPV4TnqvrH4q2OzWy2WS2swbXGbZY8KCvbSD+IrFDvPoeTdI7MvZbQWzXLIfpoMKw7bZWJbZPZlWzYybW2DEFrLgYy4tWnxEuntqx4ExjIxpLlWLEdriPA3pJpnZ70y7Uq7WwPSeL7vdITm0h9XYig5llrJCVSIfNpz01Jx8PWOHdJF0g21kJbnzjgplqoG6tuk4ost6ETctcmJHhRAI3UbRv5zM+Uaezfk2h1vk3DVOxfIK54nt1mvWcKxv6XM04hmO6vmjLw0D7oygzCh3K5o31a3z5LjsFnRo4e88u7Uua1m9/fnR+hO2yQFEnRbjKacdTtcQicFzVW3QYl7YnT+vSmnrYgh1FsWdmTXDxCvt7qxbEk5gei22i+qfLbxL2CeQjI/8aCh9HMhnD+IIeIZ6Zq0kn1Oy59LXD/FUJeVuPXV22aO3JRk7LuTVq08NapabbGufSTIt9vjahSJKbleHZmSaSL8JU4ldH95nYrSUzGTqIISrtefqzekBEfiURoKVh3BEx682Fl+ZGej3g1HNldeWz7a9PwYrMKKxFjgLbYJkIimSIg1nk2d12Xga82+IkC1jPejNxcvhIRP92tDZuDT0gWmvWGXbpoHYtCaJ3UKUQxRB2m6hQUPp5xa1asLT8OwEV+7TGUAgaTPYNLzEXlq7YOlxZuGoEmI+LzTkZtUMexUyyrK8PXe4wukXFebaOQnroO0uijn1c/C04P8AR91Opsu4DiB6FbZTGFMQp6w7W7pKDcfKTReEqDTsT2xq6xozEpRbityW3XWjHNHcl4U/FpqQUVJd1UCwdIU6RcUg4psVyssqN/vEk2yWIpfT7KttmvtpvLau2u5RJg6tObLyKlBJAhaVRebvogAYzhf2mYK3wjlxJ9tGVTyFdGepKbW6QEqGLzejSollpd19/m7qByu9QDweIaonTwxan+j+7x5j+b0ZtqW2jfMBatIkQ+zOr52Jn8PLWJ/lDQLw1OYvkV1SgXMGoM9o+EeEsw1e6gp9ntg2bovm3KSmxnLFd2S/G4Q/y1lzpPsx2xNVRo0Vwd/3a2PFmILNccGXLDl5ilYr1EcREDIjbcL4S8tQkfo4J7C9ruse4MzVlzRhtJ4NIkWov3aDOosuVGjvtsuKJSNzpJu1J/pV/XVnwBiW44aJ5lGNsw6odaXx7EeYR8tPrlhiTCtkRJ8XYrdGxkI7lwaB1K5+zTUTbI8dzVAekbFZ+naePR4v4R/eoPRuHOlDCN3BtvrywJBlpBuWmjP7eypK8Y+wXbY+2lYjhKuj9Ge0Lt9g15anRZ8aLDkImaT89kv1eGoe3o/muzTPL+/dQbTjPpwmPCUbCkFGh75crm+wah7V054vbtuzdagE4gaQdNnSYl5s6zZqHKN8WtnvcRUDf28OdL2iMr+5+P6lrW455w08Rf4UF0vPS7jWX8m9JdRzaDa7Jvj+tq8y1Xbpi2/PsW+2v3191qM5t2/Waj2nm1c1QssjcnK9s9kXePsXwin3a4QOOAp60JzvD2J5l+ygunRVcCaxa9dZzz5tdXd6wfOS/wCNXrB7Y4hvi3ubHRlED/Z8PLkb1c30lVN6DUcXG1vjnkrLuratr46uUu9s4OuzywpjV3sYOO746bUoxavmy9w0GoCyzJYTaIiecvhqV4RhKEckFNOaLVew/PjyrP1lvkc4hpVhXXexfMPw0FAlPsvdLqMzk2rkKIPV9pxdpbyrVnZCPser/hqq3rCzd1ulvvT7ptSoetNTPDtB9i1MJIS12+S9clTqscNZHnxKNBnPSFbvQWJ7bimDB0uyVJhdZ+qRwuwi+tWpW23pbLU44q7Rxxdu+5/SuH21Byzl4ssL0nqlnh202yyWYpOrp96JpEfxVTcOYyuFktZ2+9i9d7TkrcK4RuIgHwi6NBOW+7XaXfYt8KblaLlIKAEfk2JDyOfe08X01aJLLsjN1t1FUj/DWe2rHNkxFHw9ZFBYMqPNZ6wrrWQaWvEn1q1FYpDGTSqEm/Tl4qDJygY5axxLvTNrtL2009WdkSOAGxHsEarWJbPZZ0xxuXi1bpiF2WASkVv1Efi4h+qla/iC7MWlLdBK1S5bzu1fVWOImWh5i09/alYl0pWSPDbhYjttxYmWyXL2gJxGvFxEC+74eag09kScw/couDb3a34TjSNvRXULS3q5tJe/i3ctL4mvT/5z2HD5MMy0kkpObRsSDSg8u+qpZr1eTZhXpiNBGBcZwQldVrZnw6tItt+EA4u2n+M5/W8Ps4wsslh64WOUA5cwb+EuHxeGgp+JTuVzu5YEtq7bqso/Wov6Hwj9nFVuwdgc7DblYnYHK6SyXNZbc0U4fL7qlOibB3o5j0pdWV9LPanX15uIi5a09ncyac2rxUGcR8KX1qU1Its9cPRP/kgdKUZ8Xv4U+7TrGFhh3TGGHGXYTTpZE+678LQ8v0ZrV02RayJN+f7KQ6mjFwduartHTYFkAXlAfdQKOCICjYIgoPhQMsqjkN1hAAnUTV7qZLOkTrkiwnl9HRnC6w5/Tl5R91NblAaVXb3c5yxVAPVInEMZvV5fERUEndpDoA5HiwjlmOlCFdwjn7SqGxkkNnDcr0n6yO3H4viXyj8XlqbiMrN2SvK91T1WzDxqXNqIqpV7S+XbpDuMedC61bcPA1Oj2+Pp1THC7NWfePEWmgsWCyvcLo/Rb0vyltlXGm3PndCJqbEi9uVUdvo/XFfR/blkSmYLzoDJa2bZer1HqIe3mXVxF8NX/pAmdWwNeHETJwoRbNPYS5Cn8VScVlWYMOHl83HaH4tyUHmXCGJbjgjEk5mBH9KssuvJKz4OAeHUReH21rdv6UYM6Iy83ZbpJZeEDVyIyroieW8FVP7axW+9WSxh1aT8tdlyXJX/AJukRL4a3zoUgNxOja2aV07dTeXd7S/6UFRt07EeLb/b7GxY/R1utDrcj1h+tBrJcuFa2CJDCG3pZHJU7T9tVGQy9bOmWC9/w10txRvvNrq/hq8GeTiCK55do0HQaLRmRZZ0KM0eg12iZovKnsoUFfs8SxrjzEse3I8r2YekGtp6hzaDw+r81NMd2SzBbUauGHJF7tjWria4n4X/AC/Fp+ikeieRBmX7Gspr/fiuzgSfukSJ/YtXS7SH4trlyoqArzDBvDr5eEVXf+qgy6NeUixEj4HxpBmZu7NbVfHC1/VEi3j9C0xxuRC0gYn6OH4zvznpixujq+tmPFUB/wBoGAsdTmYuIcEvRpDoZekIfEYKPi4d+VW61YavKMbbo96SNu1l/uczTJa+r5hoK1YHbPIHK09J+LLQ6qZO+kWdWipm0W/G1sjNDhTHuG71FaTIW5CoJLvz3l20tiO5XxbbIg406NnLkxll1m0kKqvxJ3pWKy2eoXNGLHHuoRHyz2FyhITn0J3rQbJccfdKOH9mWIMKw5rKrvkwdRjp+keGnDHTZh+SmVwwreG2k07NNkh6181UKLOfdh+jzx3LsrDX/Ct2Z1r62rKuIK2/YKnSyrScfzttd5vvDQS/SpioekGw7DD2D71tkcA+sOx9AcPNv91S3RRiSx3obThu5r1C6WiT8lbb+bkGIl+9zVUbtf1eidWf6XldY72mYhJ93lrPbutnjTdVnuU94mt+1d4Pw6eKg9iYjw1AvUfqsgEUBb0Du8CkimP3svsrJofRlIuGIlnTrc9CBxszc5fEWkWx+qFZJExli4WlgBii6Nx0HZoiv7lEuzfVhueJMc2O2NPM4qfdiuH4HNQ6vrL20Fy6VcLrAw+xIt6K0xbm+rNtttaQb1FxGVZVDt8lmRKNiO9KipvVzItBD/7qlbH0mYrt8tJMu4PXRkhUXoUstbbor3LU7J6XJ8jD90t9uw1aLUzLVNpskL73+FBX7TarwgzcTGj8d1XMoritc5FwiI/ipSFZWoUpVdV+aANd2rjVC5fvHu+7UViDEeILw+jz9xeRMvmk5Gw8Ony+GkrDiG92mW1IhTyaJvtz0r9HNQWKJgHFeIzV6LbyJhFRsn1PRtHS+c/UqZfZTjF+G7Ngy6ZT5T06Q05slaRREE9VqItI79KahqKk9JGNXdsiYiuDKf1enQH4aq8uQ/JkJKeeNx8lVXXDXNTzoLn0Tvo10hW7L1oqrmvzGBJvrX+kWAxOlQsGYetLMaAju1uTzbWnWJ5Eja+3VmpVj3QntX+kKHsme8vuV6Fu/WcOaSTIoT8o/lfk2hfNOfyl92gaQbfIYFsUTJETLLTUvZmDNNo4KNip6cvhovW9qm1+bTl0eLVUxBZFyDGcVM1Ic6BpIJl1TEXURsO1FqMxThuLfrR6OuBOpGXjzY4dJB2VJPs7Gb61rcZkQGHlpZHc9ojvg/0K0FNtnRrbWLYlvcut2lRV4iY2+htfiySrPBhW2Kx1SDDaYjN9oLy1ItkooqDvySoq4oexyZEkM13rQV3HK2ZySFrh4eavFzebQ2WhTSICviJe7Kq5gTDWI5V7uK/nXcrdDjaQTqjmtrb97Y7TmQamUsGMbhiW4vtI1aWHNmwsxxz1uyQdJaEqf+VW4mcOYTjQSKG0Cvuz3C0ApcvLvIl7aCj4vvGJcKYlsaYiRmfAZdPZ3VpNBmBDpISHzd/3ab9I9gsMjENok226CsC7SkCUy28GhDL9OI+EstSVaLy/ecWzBwXc4iWvSvWbo82msHGfDsy8JKv8NJYewp0aXyRNjQMP5lb31YdNxDFVJPfnxUEjiCz2nEEm34dBsGLRamevSyRfHyttkQ/DvrOrta5b+I5t2ioUHCsuUBtSWousPVjpF3Z+Xm31ecY4HwZamWG3inWmNJkCy/1N1xRe7hE/YlKeicVyrnOhxsRMWuNbUBGWW4o+tAh4dX7yUCcafc7dbkfh40tF2Z2f+7ObNpTT4VQtxfWq1WC8wr1Z4k6C4px39aKeWWlB7Uqr4WsVqnRVfmWO39fjSCiSPV6vWD4k+tV4jssx4ggw2LYAmQgKZIlA6TLIvdy++q7ePST94Zs7LDmxlgRvyvCDfLpT4qmGXF0IGsS1cW7up2qex3fo1J5dVAwn29mHaeoR12bYeqaUfDUPbLe/IktPSUdahxvVsNucz5f0hfy1L3C2+kWWm3X3T2aip/1vu+rq/sp3luRPYQ/eoCo2mjT791Q7lifi3qbeoU5Wn5LItOtucTaiPZ9FTijkS59me6q1Gnv4rdeCCuwsjOpiS/43iEt7aD4U+Kgq+KL8t66O4j06C7aVkT2GM3ORR2nMJezhrTNObSmO8VESVfNklU7pQtbMuNhu1iy0kRLywBt+HSIrw1dNWlhFHdkKon6qDzHg22WZbzckuMfJbe6/cp215HAT5tr6urfW39FrzE3AtoVhN2yX4R5l7qh8KYdwzesOvyruxtZzjZMSnU1cezc+a/dqT6HmmWsBwxiplGJx4o+fNo2pZZ0DjpCYynYclou+Pd203eVwSGrOraZCu9ETclQmNN79hieq2ki4t6P/AA+JS/ZVgUtypnu7qBDZ5Eua0KXz1N69yr2UKCqsYLLDWJLvirDa9clXLjchOSNLRl4t9VnGOLMY3e3O4Mh4LuNtutzYyWSZibQNeItSf631relVMl99cLWJZp2+2g8r9MOB7R0fwrEdmvL/AKWy9e3tByz0/OD5aiLd0kyAukCbdo7KOJ6t2dE9TJ+vmPCRfSNepMSYXsmIoLka721uUwRATidhEo9m+q+HRR0ejo/7rxF0/Gf+agpidL1vjQnur4t6+n6JqXayA/q6gKk435QVt7Z2HX1VOx1sv7lq7SuiTo+dbQPzcYb94OGn99Qd96B8Hztr1FZkT6jmsfwrQVi7/lANPx9jY8PEktxxEQpAiY5fRTYsZ9K8hNS4TY2Pbo9FF+LfSN7/ACfr2O1W0XqG7p+bR7UBl/KlU3F+E+kqyRkS8MXjqTLfzjMpTD72mgk7tb8V3s+v3BmHA2qhtMozUYE4vFmvFUNi7DWHbbEekJjSDdJ39E00W76vmqnSnXHchMTVzzEq7qdWy3yr3cUgwWFVw+z6KDT+gbAcLEkqVdb161lrsY8J/WrSul7CtvXAE440DaI2rRJsm9OQIXFWd9F+M3+jeS7h3EcD1CuDrdYNCdAi8yd9bQ9jTBp2cpi4jtytAK7QVf8AD5dNB5xxth6K1aRkxeudUiudTaNNPHpHUThEPmqnK3uyqVeIjvBv2claF55VjNKpKnN5fLxU8mW243gNUCyq86jhg87G5D0jxcNBW1Df21PREw7ItD3WJCMv/wBbq/D8X7tOMIP4XRVjXmMuyH1jrnjf8rQ+WizhtzxPT+rNIx+i2bXDqIeEfd8VBCvRG0yEZLZ6mUXd4fctMXQcRUUYzh6lRM08XuSncrdv6x+prwf63U5GQxk9IfXyZN/D5fh+Kguv5PttQ8fbOQLyB1N8VPvTUOVbNh6OzMjFboPWH7VYndnG604XyiSPFqIi8KFy1l35O5SZGNJMsm3E0NCmvuyVcq163TFvDFzulkmTLZqUzVpxpt0HzQeYfLq00Ehh3YzVlMvs5KH+lWrBHaBhpuM1ubbTJKp1slA5JamLerWz1hsTVvajr2q7yGrSw+1st7wOLo8BDQLXASdYUE0IpZkmdRzTRHIEAQdSomvKpU1A0Ek0rl764DYIKmLaIRKi7qBJ6ITbwutuogKm8aKkZUVHkIT38tLvPirKu6kBEHfqXLTTbrUZO2SxyavnBoHLvzX3qp1/gYjg4mdxJhxhmWzJjixMhOObIz09hCtWc7lbkZzK4RR3/wBMNNJF3tIJqcusIPeUgaCvpccSJMYuUjDOwg7LZS/lIvPc2oSER9nFVh4J1ufOwSIQm7xgbelEM/iqrY86RrVZ7DNKz3WO/ORNIgBCSipeLL3VH4LdwDa2xvTd5ZcmOoSuSn5a6iUubMeWgvSnFhYbaTFchh5Y2lX35C8O1HyivNVMs54zxDcrleoEyJbIc9xGozj7et5tlvMRJB79W9aiMVP9GDwvzHrtIuExf92bYmOOObXw5D2dtaNhhyUzhu3re3WmZ2wDa6yQd+SUB8J2VjD9mG3tvPSCVwnn3nSzJ0y7VWnL7ez9Y238XD7aSO+WdEyK62/cvF8pGkXL3ZEUlG7Qd6cPykaB0DLr6gQ7vNTltvRqRz7tM27nbOxJ8TNe7bpS79wtyIBHcYbaJ/WpQPfVKmpO+m72QLpTvqq3XpDwnanjalX2Ltg3E2KKf8NRV36TsNxl2orJdb87YD/MVBf82kczVUy+KqziW1JCuDFzsLeyusmSIONIukJLXMWv6qeKqhiHpEstwsBwXYM1pucqMNucBDq+wuGtLtNtt8AlKI0orp073CP+KgiMUtba/wCF2VVHF6644qfQyVT8ubDYAtvKjtbNN5m6PLVDv7HpHpUbipIda6tZn9ps3NOWtdPD5VrLbRhq1WbpSfs15ntvMRFada6+S6HwIeIS/l+rQKW7EV1t8S/u4fi3BqBcZ7yRp2yHY/eLTnw1qfQdI630Z2pSXJW1daXL4XCrl2xTZ4dnmWnDgjcJAR3U6pb01C3qEuIu5KpmHMK4/s8Npu2R2oUF9ppXGkUXuPxFxadNBpYqk7HLctFR2LaornZpL1zn82lP3qsogioqZbqzjoKacasF1SWOU4rq8UjVzZ7u3TWhtEfEKlQKq2KIqIlCitlkSoRUKB64KCZZe2idr+VChQHXcmSdlFcRNNChQdb+b+2g0v8AbQoUCa+OuEiKCAqZjp7FoUKCmYz6PsI4gt82VLssdiU22pi/GTZnn9NYXbrdHw30pW+BblcVhRDNHS183bQoUG5YhsVmuJxnptsiPG5zKTSb6gR6NMGzWJbp2gGy/qjUaFCgp2KcM2qwv3Vy2tG0UWEyywurPZiR71T3++r/AGaw29cHlaWhcjxyDQqslpJU0+2hQoMNwJa4R9IcKObKEy/c+rONryq3q7K9MT+jfB1xWOxJtAbFgPVtgSiKfqoUKBncOh/AMwkMrOrPwtOkKVjnTzgbD+F3WnLPHcY2nhU8xH6EoUKCX/JlFOuXVMu3ZfzVs+MVG04fnnBabaUI5GKIm7NaFCgodp6I8FO2aC67Dkm46O0MykLnq00/TolwU21GdCHMQvb113/NQoUFksOHLXhwXItsB4RdczMnXScJftKptpfVAnw/zUKFAzW129ph5kYjezklm6CpuKmRYYw8qG2VmhEJjkqE0i0KFAEsVia1ttWS3AKLuRGBohQLaEc1G2QUyXd6gaFCgPJgW1n5u2QUz/qUrr0WHoaa6lF0ezZD/hQoUCLmHcOyFMnrBbDVF3KrCVITYkWWh9aisPoz83rbRdNChQIPWu16c/RsP/ykpNbfbR3JbYf/AJI0KFAGbbbBJCS2Q8/+UlGdYhkKiVvhqif1KUKFBFX3B+GsRgyxc7PFIAPdsg2f8OVVi44awxh92M1Cw3bHEPmKQ2Ti/tWhQoFcadThYMuEiJabay4MMnUUY6biy7anehqfKuXR/a5UxzavECajXtXeVChQZL0pz5ttx3ii526U7DlNRY7KGyWnMTRVLP8AVUng/o6w/e8MTbxdXJ8qcY57Y5GZDu7t26hQoJbomtsGV0MuGcZsCkI+DxNppVzTnkq+/wB9LYqxLdMNdHzMq1uAJu2/Xk4OoRX2indQoUDDoXek27G11sYy35EV6ANwMpBazV4u0s62INyBlQoUCjQoWeaUKFCg/9k=</binary>
<binary id="12" content-type="image/jpeg">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</binary>
<binary id="13" content-type="image/jpeg">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</binary>
<binary id="14" content-type="image/jpeg">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</binary>
<binary id="15" content-type="image/jpeg">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</binary>
<binary id="16" content-type="image/jpeg">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</binary>
<binary id="17" content-type="image/jpeg">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</binary>
<binary id="18" content-type="image/jpeg">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</binary>
<binary id="19" content-type="image/jpeg">/9j/2wBDAAUDBAQEAwUEBAQFBQUGBwwIBwcHBw8LCwkMEQ8SEhEPERETFhwXExQaFRERGCEYGh0dHx8fExciJCIeJBweHx7/2wBDAQUFBQcGBw4ICA4eFBEUHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh7/wAARCAEbAXQDASIAAhEBAxEB/8QAHAAAAQQDAQAAAAAAAAAAAAAABgMEBQcAAQII/8QAUBAAAQMCBAIHBQMIBggGAQUAAgEDBAAFBhESEyEiBxQxMkFCUhUjUWFiM3FyJEOBgpGSoaIIFjRTwcIXJURjsbLS4TVUc9Hw8uJFdIOEk//EABQBAQAAAAAAAAAAAAAAAAAAAAD/xAAUEQEAAAAAAAAAAAAAAAAAAAAA/9oADAMBAAIRAxEAPwCxOZZOSIqKScVrBLnyzLtyzXwrp53lFRTMc+FYu4LiayEhRM1SgUVwUEgRVL6qZkhJoPTmgl+2nbZNo1xXt8KTdVtNIgaoicOPxoEVX3Tibaoinmip4JW4y8oIualrzyX4V2ihp0avGum0bXiJLwXtoMBFyLSOXjWEjrrqOZKpCzkmfxrtxxkSy1Enx4VguA2SqTq5KWkaBBRdQ1Xby5NKZVyYkKmOSIvBaXN5sDVSJVRaSd2Cd16y5ssloFWDQjPPPSKca4JvS4WSLlprnWAoQtlxLPVXYPEqaUXhozXOgTh5tKpmHdEaF8TY2bgXB+Hb4fWDZHSZbmkU/TlRawonuiZ9o0A4okWKdc3YMZhne/2ianc/D86AmwncJtxtRy5CiqquWoOxac3eWzEjG8/qFGh1aR7VofsOIY9utbcB6FxTV1dz80emhLr1yud1k3CfcRUxBRBpscgQU8NNBOzcfsxX2ntpxd8i0gnDQn3U7m4ngJEZmIgm6aZi2PAi/TVezpciHIZcVsZaayRTMM8hXwpdhu2kClCbVlO8qGWrj9PwoHky9z5MknCaNsFFUUFKodw221bktGaqS91VzVFp3oRvcUnUMSy8eKV3HCA4eo0RDIFFoezNfjQc26Myj4nkamq8SKpZmE6iLtZKRLwVPCuIDIMy16y3kQlpyRe2pGe7HaaV+DJFow4KK+K0GmCOJKKPKRHSVEVXMuyi61z1ab16lNo0QRVfLVZt3R56YQyzcczy4IlGNkInl0trmHBNK0BuJqHNqUtKZLWErjpj4KQ5JSragrScqZZ8a06YI4KdiIuWdAkokKZKCIohlXYmWhEXJV0ZZUoLrJbgaVyXhmtY6jbStigakVMl+NAgLJqgkicF7UrrbPSYkKL8CXwpdHUbbzVERF7tdqoK2CLmufatAiqaYetOB5ZKqeNNzzHLNFRF8KeOONCmhP0VojbcQFTjkvHOg5MFEDIRUVyyXKkWhUHEzVSXT2r4U562GgkLk58kSkikNuGmlU7FTOg4fJ0wQl45EipTPbdQ1PSmWpc0p+0uTSmqp2dlaVwNHMnD5UCLYIbiKvFsUzSkyZMjVRTLJadC8KNcMssskrgHiFgdXaWa0CTYKRkRlzqmVdIJkGoRRVRONdg8HmHinjW1dFVRQVU8FSgRabUTDjnorb6KoomXjnSoutIJrxrZPhoRVHhlQM1A8z7VTLhwrsFI2y3B5sskpyTwISJnkq1onhF3Tp1Z0CYnoARRVRUTNa3k6RKeWZas1rGXl3i1AmlEyWnCPBr7PCgaJufXWU930rKBiBOKgoqonHglLihEea+NJxQTTm4XOhd34U5RtV5vCgbuqehCFRX/AAWsFg1HW4qass+FdGTaO6BbXUKZ/fW23lITI0TTlQIgDu4SqYiKFmvzpVkTBT5hVCXt+Fc7gkLhE3yoKLW9bZ6kyyb1DqRKDbwqoLmQpxrSNKnOZIQrzL8q00TW64BNquRZIq1gvptvJt8iDkXyoNKCEK5LmumuckIRbFckRELOnICggCIiKpcK4zFXtCIiZppoG5tqp8DBEy/bW0FwAcJHBVdOlM65JB5s0XkRUrtkRQR5c0IdRZUGNNGq6VPtHT2UEy8DrEkPSLe+obmo1Z0cv6KO9zW5o8hVyrnht/u0FUXBG3IGRbeSdw/MHkqL9mtspvRZnFzUGjvctWViOypL21ZZTa75sd3XQTcoWl9tlpl1Of8A/wAvvoISO8cVo1fFSVF5ePbWCBkKHt6SPi2grlTsm04syG29AqSIIlqL9NJSEZ1o4iK2LYogJnQJONm2yLbqNuKaZrw5l+9a7da1Mq4C5H3URP8ACuAfbjvgRiR58cs+FLQpTMiebegR1l259xKCUtEdyG3rvKqbhLqEk7KSk2eXMlm5HREjkmoVVaKIiMTEWPMbFWwLkRe2iSFEhOtKIsZZJpVB7ESgrVbM626hS3TZXSndTPOjLDVpkq8KqeiOIoSEqZKVEhw4cZjVtA4g5IJFxpdXtQoiZJl4JQbVFQMk4UmTOrmVVz7furtws32xXiieFOy7FyFPjlQR6IoknblnShgW8hIq8a6ZkLpy207/AArZPa3BUjRFE+KJQcqxrRANVTJOFKALoNA2WSrnwrkD94iKi50ojjhmXusxFaDCYzLPPJfGtAzqUlQs0+FdJIMxVxA5RXLKt7i7yIiJxGgaEySuqIrwXjmtbWOTbeQ5Ll204YezPJcslrbrgoJZLxyoGYgSAoqilwyyrSsOcULNEzRET4U5cIVabIRXmVc1SkgeVMh4ipLnxoOdhfNmlYraqOS6vlXRuETgZqifGtk9ydiLlQN3BcVEFEyUe2lWmnBJVUeBD/GujJNpHCDvJ8aXF0UAETLPKgbux0RAHXnmtbVhV7QXJE4ca4eJFeXwRE4VsnjaYTjnktB0rObglpXOs6sWaKq5LSjDxuChcueVYT65JqHPjlQIIwqmTilyqWWVKtsrnnrTj4LXI/YtkhdqqqpWiIhMT06uHFKDjq+fHOsrfWdvl2c6ygxNSErhEq6uKZ0qOrMUVV40u3pJBVcjRONIC8qGpFpTNeCUCb7ZIWaESoXBa5cbEU0AqoqplTlHVFEHNF1LnxrHy3DBBUePbQNhaH3gkSqicUTKumm21VFVVzRUWu1ccHU3qFVUclXKsFwkc20RFRVRNVAlkKGSK4qjnnwrgmQzdXWa6g4Uo2QNNOZChKripnTlhNTOY6fnnQNgXIxBFVRFc0yrThJvIqqYqtKNvbRuAqiY6tKEiVqOonqyczJFy40HAtgrgivHh2rWzZIc1Ii4JkmmtOvKDxJuAuSdlbF1zJedNSjqRKDTY58w59nCunWxFpF1qK5cVruA7rIzdVADLlT50HYxxVGF12CMlGx1IGpPjQT8i5wDdSKCkSDkil8Sri7Whi6suZ5g4KJpWhjCkltbkDKvC7HRcyNfFaOhd91rHLLOgqm+2N+2SyHIhFTVFPLvVAE4j0x2IIootAhIRfH76vOQjU1sW5LQOCPFEyqusc2O3wpIPwm03XVVTFVyyoAdluSCuDIPrOolUUDtFKdxIjLg7zWto07ROuevORVyVpEBCRC0p4V22qSDUm3l4qSoPxoCjBcvN+RAlfi/+FR5bGtpwsjItQ6uNVpg1JTk3ddTh9FWFhpG3XpD0aUrnPtGCn9np/8AtQTshsTTiGX+FJhFTa1eJdtZIUuCo5nqX9lK61EUXtROyg4JhSEVy05ca2oKRCipnzJWCZITnNqRAzpLdMxFUVR4pQdaPze35v3aw2BUQFvgXlOkWLvb/aTltWXG62A7nV/EU9Sr5aXN8CIETgHlyoHAi2qkBd5B8awWkzy8MqTcXWLhN8URO9SjLgiKZr4caDYsCmSKq93srEaRVy7EWtSHSJQNnuaclz7abbx7wEiqgovGgVWOIZaBRfguXhWG0hNmgomS9i1w24QuZIeeZdnyrCcUWCVVXJD4fdQdaQRAAfMmX6a5SO4IKi5qmfBc6RJxNY5Z8ONdE6e1kKrnnxoFHYyEmoOXjy12bC8OwUpAHT0jqVcsqcGqlGTNV1KvCg4JgU45JnlW1ZIgFRXLjy50kZZgqKSqiJki/OuicVEASVdSeHwoOtrUKknDhnXCsLtqikmkslyrpp3JnLiufCmJSHE1as1XPSiUD4WUUsuConZWAIqPMWRItcRzRAU8yzTJET51xmWriK5kea0C7bLaAfqTsWumWBEl1DxVOC0ghJkqCqqWXZThpTUhPiqinFKDOr1laekk24oonD8VZQaaB3UaKPDTwyrGmlRxCNtMlSlgfElJMqx5Uy4Z50CchlPJxX4VwgcgooaVzpZHUzyVKwnARdeldI8FoEtnl1qHjl21o21EQ5FRERVpYCFQX4Viuj2F3c6BvtKQAQhwVeKV20wSOrkuQrToSTb4dmdck4KCgohcV7aBNxtEUhROK+akds9rwDm5aUB3JEFe+vhVUYh6VnmMTz7LhrDzuIPZokUtxh7LT69KZLq0/wAaCznGCyTkyrs45Zjz5UBYV6V7bLu/sPFFuk4aupGItsyyFQLV2ZlR8jqLkoqiopaVVKDvbNNej00D4jwxbknuO/8AmD6z6vvo43P1+bSVNbtDGcLfNtkCZIuWdABEyVvFNvQoZInZxGp07rJj21HAVp8ERMgVOK02eIo7zrKokk9SinDitRcluTttkpaSReIJ2pQT0zELqtK43EVgw5V08U/bQ5fEauDK7r5q4q6l45cKcFJKK4qK7raJUFBTxWuZ5RZTKuC2jRtLxRfNQBbjRNNCxtqqGWWap4ffXBNuAak2SNtguQZ+NS8gJAKu+mSLnl8KTyiyFRBJEVFTIU7M6CawGclI80CTcZQuXPwo/wAKIg2VjcZyc07p/iKhizW96DBZigm49KPny8KMGCzjkiMnpQuGmgcvoOYr8qrTpk6RzwtanYNgBuZd/wA+qJrCKPqP0l9JVYbxlvgPHspEoEBevCMNhG5hEbgacxIi7yl8aCg8PdL+PPZjJyY1qnsu5gjqsuAuoR1KJKCaaJI/STjjFhQLZhzCqW4rkxqW4S9W2xl3yH1iPlphjXokesqNXDB18mR31laI1rd5wPcLmUfp08Sz8Boz6EbQUCxuuyHHp9xOQ625O8jrYlw2/wDd0EzhfAzNtt+1eJI3R5eY3FTIXHPMRj2l9xUWNxm22xbb0iAjkiInBKbr4hoP8NbabXPPiHLpKgdo2IrkWSovaqdla2kLJRyRULhSDepCNeOarwGsbI23ENRUVUuxeygXVtVVFXLhWpQiMdDRB1aqTeNUEUJFU1XPhWiFwmUzFUUi4UG2WRR3TwXNM86UJodCjwyVabxHSU2tzgqJpyy7aVm6tCaOGdBjjDWXeyVKSMwAEHIkVV4rl4Ug4ZoWaIpZDkVLipnt6ms108Uz8KDtBbdBcl0cc8q7bVM8lTs8ayRkWlEHSioqItNWzcaTRp1IvBM6B0rLacVJNPai1pQBSRRVCQqaEW4Zpx5V0oNdN6uGS8woqJQKGrSIuleCFxStG02OjUmZulmnypNAQkIsuKrWxA1IFTmUaBRsBLNM8lSlQbHRmq8UpqIuKaqreSp86wicJTbEdJCOSfOgdIABpIVTNU4rSsUc811JmSUwNDzHLPinZS7C7aZrnmqdlA42QX4LWU0UjVc+NZQOWk0Dn2rkiUlNJQURz4uLxWumyMHjIx4EvCkCIlNS06ss8loFBy2xEzTJeytHw0N68kVeK0iSKqAaiupErrNTIU093jnQOTbURVRXiRcqemk+JZgSohIvZ6qw3CASJU7q0kgkZI/l2cRoHKPCqZIuaj8aY3B24dRc9ntR3JPNsg8ekSL6ipyokq7it6kL4Vo45pF1JxXVnlQee8a44xocyRh65XmDhCaz9rt6l3ELiJC54cPhQvgS427D8y7RmMSQ4d2fayC4dZ1w11enkz1D2+WpX+kRHjM9Kivz1QmXbWDjrSccjHl5qA2LVh26xHn4SONbafu0B1h6XYWCfgYmatmKYbTQg1cbXGJ15FLVxccJP+K8tWVhLE8HDRWmx3C+ddtsrjDlvSG1dbLj7tzT5eHerzPg+8+zJqpO99anVykxsiQDD8IkOqrh6OJVli3hm3NW61jBvqn1V0tTT6Dp5hbyz4avBS5aD0UTWQoSmioq8cq5QgHsPzctDWFZSNSpmGtSKsDTsbjvObRd3V8xXUNECCS8vD4UHPVYvXM8k9WvzUMYqs8SWW0j6tOuc4eXmoq2TXl5fhTKdbOvf+ogaQOgrWRb5UGcrwubi6u98qQWVHlOqwjm2mvvfOpbEvX7S04526g0mXeoRjuJO/Kd335mRc3l9NASQZLUqZ1R1NxNX7tOJ8e0Wlvr4o4ohpBtvvEbngiJUGxP9l/l8pzQwzzGXxoxwawNwjxL3OaAJbqksNlftGm/UXzoH9kw/fHrvEvN3vDjTTbZbdqY5RAl/vF/OF/LRWBpvECeFNJMtIjiG+60CKKIKuLlmtdRXAfacNktw0XiqUD0m2xQCTkX40P3dSuGJvYSSX4jLUPrT6x+UzUi0iOvw7FKpwFIwRETinbnULZE63d7zOVzXuSUjh8hbAc/5iKgHp2GkjKzG/rM91yavVmpLup6To06nhEu62WnlzqZw4TtkuIYcedJ2GjKJbXj4EYinMC5eZK6xTAaeueHETazbuGvc9AiDur/AC0liV1l72bcGHmnUhXdts1A9WkizBR/RqoChpWyBc1RCWl9Se70kOXZTY2E0uGioi0mDahoMiTSPbQOGTFxzJzgS+amN0u9stwCU2To1d1BTUS11MfBiOTueeXEU+NUv0hYk6hJBEa69c3ORln1F/00FzQLlbrgx1iA+DqadSpnkv7KkEQF1Iqd4c+3squeiCHeFYlPXZIxuK2I6wDSPx00drnuh9GVA4NpppdSc6pyp+GsN1rLJOVE4JSS5g1/Ly0k2242KruZ6ELh6qDcyVHYinKcLJloDcdX4CPatQVhv13vMYZUSxE3EfTcZWTIRpw2/KSIglkq/OgbGeOJdxSfhZ62Q7E67G29+8SdkHBLUPu9Pe/epLo2l4Ru9o9nLfprk1nQ1J3bgTZax5SJvm7vpyoLDkX25t3MmX8OTCitEKjKjuA4nH4gvGpuK/HkNmjTzbhNnpMwXNEWowGZkKIy1FJJsdvvqbvvdPq1eak0tbbcs5sI9mQ79rwzBz/1UoJp3h6A1V1uN5fj+moW33N12f7NuTPVZzeo+/qakD8W1/y+WpIdWgfl/LQbBRRCTPgI5rTiOuttDLxHNKasMqplx4KSiVLgpCOj0oqDQbeJsCFF8UzroXGlz4c2X7abuCpIuacURK0AlrVcuygeIoqS8uSZUmrooCkKDnlktJLmXBdeal41ttlxRVEQe3xoMcN8dKDlllWVhawQRJpc8qyg2iEoLmvGuGkQ3dvVwEP2rXJoSKDe5mhd6u0a0viSHki9nzoFQbASJFXjlXBE1qTmz1eFaUlNdWeeZZVoGwIAcDtVVRUoNukKGrZItYGgBVc1yHiqVo0InELUmWXFfjSm0KAXNnqTjQcbre78tOqkLn1h+A+1EfWM+Q6G3UTPQRDwLKuzbQTVtO4NbFEN4RUuRaDyQ7tFMuLF1eWZdY0l1ie+5zk9zd7V8PprqPDt7Se5Z24y8hhrol6ZbLCwt0lPTmHHosK5xyfdVxOTf82X7P40NW9Yk1lz2fM6yoeTy0AndOr2uS7DZy46uTvcxcEzp1YXbnbJdtjo+LMZ2SGl5tNLrevt0n2pREVrhcevMxEVf7z0/fWuhzBETEfSZ1V0v9XQF3nOOpDHVwTOgv8A6OsBu4Rud2vNxvDt4u1wQd15RyyQaNGnPdbi8hmXLShCJLwXgSUkAirenV45UC0qYEZvceTSKDqJfgNN40uLMTXGMXW17CbLPOgjpauUqwN2+4Gcs7WZlHlgx5NWWlxfp4LSWCsQQt9HRf20c7weXVQEWJbHKuq+6+yMNJ+Ui/DQRdsODFdJhpg2jLsEatqGqkznyKlQ+MJsa0WGVdza99DYJW/VnQed71Iful8SyJvdUguflH1v+H6BqxMKyFgYthOq0uWQt/aeqoroUsTsya/JucfnINx/zEbhFmpfzUv0iPQsN4oZRN73sgWPwF20Fn41Vpbe6rjO6sfSafp5aCOjPHMyZf5OHLjDjRjYfLb0fnR8Fo1RXZ2G81ZzcyEA+sUqn7qaWvFqS4iK2+KGYki8RUdPZ+9/CgvuMmqQQpq09qaqjsKIa251829G/PfdT55ulW7BO9pR48zP3pgusPqyptgmY1MwrDdadVzbRQc2e7qQl4UClzPViaA4meTEZ81+CKSiI/8AAqrTo5fX/RBCeyV11zECG456yWSnNVoMM7uJZhmKq21HaDJezmUi/wAEqGnWiBa2bTY7WykWM7chcEE7vDN4v+FATXuajMXea4O5cgesvnQvGvVyUosP83ua3z+n00pjAkJAjg9kbZa1OgywXcLhKU4ubkc9SeI8tAWdJ16iW6M46cz3cRgiL76rLo8tM273T25dGN6TJUQQP7lryp/mKt4nVrFeJf6vx80ZjaesB/fOeDf+arSsMGLY7JGaf1alDJOHYNATWsGLfBGJHa4J8+Za3MlikU91Ub5e/rpuw8zJFwmtzbbT8NAGNL3FuCq1xjNDz6z5f0rQWPGuUGQ+TLEgD0p259p12q/Gq76NZL92aCTGZdajk4Wzucu636gT01YYMkjA55p960FCf0hMSW/FcdnCGHh65MiyCekvZe6ayHu6vjVP2PB9wOQBXK2qkZxO0nUDQPqq3sa2H+rfSqrbUHqluvDGtgPzRvpxL7qSKFnOU13NrRq+mgBMB9JeMrDBkWe1SI8m3MrydaHMWebwXwo7w7/SDl26QUfENljqSpkjsHsz097T5qHsV2hpMMuQ7Zb9/Pi4kYeZObx9VVkVluUyXFgQ4rz78glRuI2Ckfy7KD11g+TiHFtqw3fLsdrZVtVkojCZqqZKmn+PNR2enbJUy4VX3QXh694bwG1bb43tSdZqAZ56Gy7BX51JY7xM9h9hxiI005Pc7geX9NATq9toCfHjqpUH9zSvxXLOhPA0yTcbYT01zOSR6zFexF+XypLG91ftzTbUF/N3VrdJe0U+XzoDEXdWSCHlrpt/MlAh8Kq7CuOCvGIIzLUtdv7HRwqymmjQhPxX6qBQ5CNl2KWfFK0stRHVsZ5/OtCwWWg1XPwroGQEs0zJMskoO+sN+KcayuerF4pWUG1RF28xzzSuXMkeQiBeUeFaUsiLlJMuxK5NSyU3EVUyySg7B0SDnQUTwpWOSkK8qU20qQiOmnTaK2AiCdvaq0CbyZmqZ5BnpoZwxdZUI7hZrxMFx6HIFWJLi/ax3C4Z/UPdoleBdRIi9teccZN3yzY5uMNZzzspp3PfkLq1xnO7w+kv+FB6LJ4hA1IE5iTKuGnBMmk7M0KqixfjxP6oWy82snvaMCQJSWPI+OnmSp13EDOLcEDOsubMyM40+OXL2EKl/CgP7zarbcoZxbrCjzYxJzNvDmK15UctqwMc323dHNufusZohb3dvWkdfMOrzDq1Ve/TFPuzXRfPm2X3TytIaud0tjzEnz01V3RVJxaxglqz26yQoTUx3jdlc4+8LlLT5iz7tAC3PCM72mS44xDGsarq0turuGmQ59g/Hsom6NLg3gG+R7vbRkTsPTdEKdOlRTZED72pvzFkmny1aH9R7ZEldZudunYxxFtA6r0r7BPLpEexPNTvqSSXmL/cwFyO17qAxkQI01q0jpHzERfHy0B7FntSooPRX2ZLZpymyWoF/TWpFzZhse+Tb7ofTxLJKAlg26yyesx7m1Y3WHNSSMxX2gRd4SaH83mQ9lGcfqmIcNtvppVibHFfUPNQLX2Cl1tVwhvZLm1oQK85YTVYN2fw9Ifydad0MfWPan/TXo/DrjjtvA5S/lCcD+lR5Tqjukq0nG6R2SjxxAJYK3ufWK60X93OgufCF0KVZoitkKqK7RinhpqP6UHmfZyQ3VDNS1mi+ZFpj0UOF1SUKoOYc6CnghUx6Y5MRi2vzXHRRYYcwl2lQNOiK6se05drYe97G0n9PEvVQ108cbt133X5PMY95+tl3f1q76JWpllciRHNnrV094+53+HeX+HLUt0/wUW0SpSM9xpHf3S1UB1gd4/6vMoS56gyqmOkNpUxhHlMvdx9xo/wkH/are6ONa2MN3yZf8KqvpLiOu4qtqRMnPytzX6iHQXGgKOja8TGrpHhPdiplRP0Ort4TKIv5i5TGl8urS8VBxI/FcjofKoiKovxow6L4Zxod2bcmdaNy5OSFLTllrEVoJ2wzXJNxu+Z6gbko0IenIBqHxK9njnDDPHJetH8sxaEf8a1haY1AxvfcOqL3WnXfaTa7ZaAYUUTvfjqD6ZrgEG42Vzsdbiy3gP0aUHm/jQQ3SzcOrsPROvZy5sgYoZeQVLm/dSmFmnt2zD8qcbO4LbBIn1Lp5ai57KXe9HImzc3Y7aAjfl1Oj9ov7FosuNvYYweKPZNK64LaerSPEqCD6JbPJeubclyVuGa70r7y71H1yvCzb51FhRUNelvh5ac4Qgwrbh2S8LXvHgUh+ukcJ29mLAlTri1yISmi+igaYymvWb3MN9zNzt+ig2wR7riXErrM1PyRv8A3Y85fV8EptjuROnTNlj7WQpa3G9XI16fvKrJ6OxZYwruqm0uWRmvbQSeHo8e3POsI9uykTnyb4N/AfpqZkmBshxFO741W12v62phdL/VYAatfeJVXVx1EveWiXAS3SfY2p90hbbn5oNzVyFzcw/Ggjely0XW/wAW3P2NIj0u1yye6ufKL3KqEOrwXjVS3W94jsdygQsR4VctzU7+znvoXZXo63PxHdxlHGzNMtQjVJdOEZOkLF0DD2E5C+0rRr60/uaGGyLy/i5aCBud3YtUZ56YqI3t9mY6j1d2o/8AoxThe6TLs+/luuRCNnc5i76d39FOQwVhawPvyMQ3Gdiy6xXNpq3scqJ+JfN91SUPBGJb1NtZ2KxsYNZtrRutOuuiUl3Vzai0/s00F/S5rUWK5JfVRbbbVwi+CJVQk7/WvETspGpO5IUdAPeQQogmXe93SwLarpa3ol3H+2qvJHeAfM0fd5vTUh0Z2RpIDt3eTJw+wz7w/EaCTt7LNhsz2f5hj+aqMxld37vc3bbZVeVG/wC2SO6H4R+J1ZvTLfRtdtasMLmuE/u5fmU9ZfhoGt1iixrY03BbcUlURUfWWqgK+hrDMSLB68bKtq39io/xKrOR0tJH4B9NNrHB6ja48fhyhzh9VSDUf8ActAmrxCqL4Uk2Zi7qRcxU+yl1bHSnGtsMCmZKvZzZUDkNzT3UrK6BeXur+2soI1zcbRVQiE/FK6Micb0Z55KnFacykyNTRMxXtWkHMlyE9A86ZcyIq0HQOEgIS5oQ8Oyu2SJG+YhVFro3gDPU60BZ5IiklcAqOkPFtck46SSg3KXJwNHj5qoHp5tZS8XN3EXl2nNVqMO5o93u6k/eq+zyzTPh99BnSlboT2GHleAnnuuC+3zDyOcB/wDn4qCisOOuzbaoKzzppTR6yHlKt4HusqyS7nZ2pTjHVzLTp8Wy4jyfpWpKBsNKQsoIkupSTV3iLtWuBsrsjEjc8VZVpuPsuZLzH9X30E9JvEnEdltODnbsmqbNb38+8cZBzUS/TpH9NWzhWzDaLE7b3ZbUhxn35lt6ebPlEU9A8oj+GvP/AES20rr07IT6P9Xg6ntHhy9gl+nmr065oJpXUVG18T8f20EZbrjNciEdwZ6oiIbih5ADUWWr55Dq/WqqMZ43jXufBC0XF7qPV5Brb29sDDSJaXxL1ZEWlPw0RdPV4usDDK2y1MZu3JNncTui0I6j1F8eUq8t3NSbejnqVFNhHFD6SXuj9KDwoPWnsbDl2etEdjr0V+3REYVxe+yJaSISIh73MP8ANWdC1wlPYXnMyW1Dqd3lRWRX822LikIfo1L+2ozol9tzXJlwkoxHZuBsuRZwajCQyDWnQOpeUuX8VSmAr3aksr7kybbosuRcpT7je+LX5xf8BGgJbQas3q7RVz4GDwfhcHj/ADCVAPT3bXCsA3KMphJhOI9kn0pzD+5nVgjdMOsr7UeutuaWT7vWkhOcR4iP81Q+PrjZ3MPLKS7wRbAyzLeRR7tBA9B07ejziPuZCLX1D5aGemyTGutwjQGVXOVNFo/wDzL/AMKU6Osa4OtUa5v+14TebYg22gl4UOz8S4butyBIsSdPdDWbDjEYi0ah5v8ANQGfRLGQI0vEU77EZGxC/V7f5v8AhTnpfke2MHvLD+1Now/FxpXDTDTWB7Ta4aTM1U1XcbLUA1PJZLTFt6PXKY3GjfWen9tA66NkeYsAo8nvNKc/d8tVrjKzXmVji2zIcN1xrce1/TyeNWBdL7OjyLbYcNMRLg9Kjk+k1xz8nBpCRPDtLj3al7bAvnVlZm31iU959uEIgn+egry5utnr6/8AaIGn8NTnRDMJ254iZzNW25LJhn8Cb/7UzxTgjHD8nfYutieZd9cQwMP2FUr0T2W52qdd2rjA2N/a0PhKF1t3SKounzJl9Xx4eNAY630PSgoaqGRrlxyqvelaI3JvtoWRzMdUlAYerMRy/wCFWR7re+07n/GgHpdVgp9sajSAYm7Eg2TcYNwR5URSXT2ZavGgBcF25Z2LZ4oi5dba/UAQT/3qyrpanZtyagsspsRO3Pvai+FB+H8K3VJKTrtj6LEa5Pd2+MrWY/jXsowWz4Iciy31uxOtJ7+Y4t0c7o+ZebsoJd6Gy6jO4ru1H8jfdqDx5MW14edZcRdqRqMzTyinNQ9hnHNgS6tWjCsuM9Y23CcmzLjLLk+DcbPnWiXHsy233DbjEG4wGl5dx9wV0g1q46fLnQVdEdeI2nGH3VduaibGvvfIdP05c1WNdBG1WRmybxvOZ7jrpLx1VA9Fq2ZLldbncJcBrqrmxFzeTV9TnyQu6P3UQYptLl2J32bdojIu6tEjMSEC097KgCmsNzMTXhrS/uxWHNbgGvLqBe2rJvF5iYZtvUmf7Vt8n4aiMMNWTBtjehxLxDfNe4u4OrOhy93aFcestvvsuO+GhzVQCvSdf7pa8NTH7ZIVp2U+O44jmkgEvT86Z9EGB8V3OxKbl7ulitk1vcU20yOSPl0+ke9x81RHSjCmXWdYsPwGXHXJpZiDfav/AM416YjQGiw9Ft85nJsUBv3f06ch1J6aAVw7ZLdgy17FptupWly62/xOQZd4vV3fh6aLGpbL46o5K5pLQeS5ZF8KDcbw5rbTT0R+bIQbu4YNvuCPvTyFsh09oiS6vwpVd4tvsmLhu32UvyedKkB1t2M66yevd5SIfSY6l+oioLlLVPuUy0zIapAcjDqVzzKWeafPSFROBX7oxbbnabzN6ylnkKw0+nIRtaEdHV8+NE0Wey/dZsNWVVyCLeguU9wSTy/D01D4Oftt2mYkktGKA7dTZRM/Q2A0Fd3N7rt5W4y2c3NOyjy+nV4VKYctqvYni5Z7TfOfm5anrrhe1txAGNcWSeBefW4NSGE4LVrjuHJlxyI+5tujQEDhKKKqJ2LwrBdcbzVMyPtypZvZcTNVQs+ZONKE2g5lw7KBs0Rlki5oqU7E02lz4LpyrTasoOpxREi+K1wRtKZNE62iZZ95KBsTxCuSCuVZUiLI5JyovzrKBvId3GUDRkhdtR0rDmHpt0bvUu19ZmC0LaG6alpFPSndqTcayFQdPJS7KGsRYeuN5kNu27G94s7bYfYRdvbL6uYaB4mG8PGquM2aHrIs1zRSX+auX8N2OSyrTlrbYQS7za7a/tSk7NYbhBh6TxneJpIOa7ugP8tOmrRKR7UeIro6CpntmYKn/LQN2sMWdpr3jTshU7TkyDcy/aVRWKbHg0oexLhwm91Cy2lVS/hUu/CvLtwEWL00kHseB6EJF+ilpnU2WOonfhaVrT3NtpdP4fhQVVYuiCzzyV/UTKNrz57n+Omiay9FFqsdwdnxnJbaOcmgHfdfu1C3TFkFL1crWj9xdlxnPdr1xzI2lHlLhpoQxG8MjD8sjn3OHLAFMHm7g+jaF8xzKgsXoQ0vQb5JaElYO9SAjuKnAgDSKZfso4Vdpc+pu+g/q8lVL/RbnSnsFyYzoNjHYkKrSj4qvbn+xKt/eTf2lz19/wCkcvj+tQA/S1pOx7KuIyiA4Zup3mh06VVP3q8q4mfgu3gGoSK7EjoLbKj4plVp4/xPLxDeL5BkyVSEjpx2ou1o5BLT9p5s9NVe7HjyI1wmuh1R1oxVloPTkX/tQelMM3JbXgZY1+uLCv2pjcFqJ32xRBESER7vAhT1aiqM/ozuQFwtcTujEbrkWWayd/RrbQvVq7o96h3+jXF9vRLqkrfVhqQ0466vwHmEf3tK/qjRN03YKw7EtMG42xmRHuj8qPGXZXkkanNXvh8xd7jQGbmM+jVhFA77hoEHn1CoKtRhY+6JVR1lbtZNLnEyVngS/u1WE3ClpSVLUbey2YCoaya4UrhPaueFo7rrcd1xlkT+yHnLxoLNj466LmGcmb3YWw+lsf8App4PSV0eCjWjElnT7v8A61UV7ONBSI8lutuTkgQc1xh1AK1PR41nfje5t8Jpf/2w6e93aCww6Sej5Uy/rZbBNO8mvs/hUfN6V+jhkdmViGJMRfzbDRO5/wCWqyxfaYsvD6RGrfbWXcx0Obfd5qaYhs9qYwyMxLVDzjvoeaN6dI6hoCPFPTNh1GIf9TkdGXGUkjg5bxRr8Pe1J+rT+J0sYoYRG52F4UuW82PGHI5QH558qLQjemYPVbQTlpiIrcseRI46XhIfNTzDLcS6MOkzZYqI244GjQnlLKgeYm/pA3aI91IcKMxnm+3cl68/3addDnS3e8V459h3WFEaSSBG31fk0En/ABqH1YWK9u2QrZE62vDQrAj+zloYwDZXrX0yRH46KEdm7KDSp2OJx7v4cqD1U0Lja9ieqoLFOIrThW5+1b7c0belNixGjNtEZ6E4mQilEqmwWa5Ln2VWfSvAkTcS4UeZDd2utZoicdO2lA/PpWwcSKqndD4KiarW6uWf6tdxcfdHVzjHEkyo7DLjSbwTIRtISfBcx5qrS1njtGGZ1viOzYcvrKdVVNG3pLS3UthnB92uOI5CY0fQNqIElTd0muXd0Mj2IKeZe9QWS7d8CWyKzc2/YMZjl230AV/iNLLjLC81dK4hsqM+vrTaDUbcEw/h3Bq2q1xhSKiE+5mmfzUqqK3QLI5HbuV0tlvRy5OG823sD49wf2UFzJinBLsvIbzYTPLuo+BcKewpWHZ39lk2mX60FwF11VkZ6JZbuzbltdv2X4oONOqyPlLm/wAtMJA2eVImQ7jbYAtRtL8cxZRDVtfH9/OgtyVAw5nxj2Pj8m+T1U1k2rATue9Bw06vycb/AMtUxvWO8qxbbPhi3dcdXbV10UMwTTqItP0Dp/WKpC14awekWUp2GG9uPkwDmkvLwIv20BphfCtgi9LDl1sdxhG17L4Q+s69klLm08fglWNLXJMlXZ7wNp+rq5fVXm7obtgL08uzLK023boO42ua/FvKr9x0zdNYzbK1uz4LCbDbjfJzlpItX0pzUEZPuNy6nBtxRXlflu5xVaT7MB5tTxeX6q869NV9uM7EzrL6wEVxfeK07rP3eoR3C/eX9ar36bb5iSyYLSdh5GXVUth5Ub1HpIeJD6a8fyHHnTIpDmpVXNaD1F0NXqfohDcbi9P9rpvtttcixwbLSOkfSpF3ajui0rDGn31xYYFcY96lAZGuekdXLy91fGq46EcWrbJzttcjq71pQRp1XNBtH5eb0/8AVWdJFrueE+kN+4K/PSBMk9dCVF5EPc5vu1d6g9LYbagXKE+b0C3uZ6tadWRM86SewdhZqQZR7FDZMvMjaoSfxqqrCs563by4qvjlulaczb0gWnh46dVSSra4V7dZsc++zNtsesOSLoZCH+7FPFS/loLSftTEv3DrCI233OZR0j8qZPYb22TGDe75Gb1ZKwMnUh/eRIRJQRarlaIMmXvNG7u+/wDyhwndH06l5qkLVa4d+uT03rFyaRzztzHGtHhy5FQEw4RtSOo7JCTLPJFXflumKfoQq6/qdhknFN2yxi45ZDnnUXerYMKAvVMS4hjZaQD8t1F/MJUIWmDim939GYXSNfNlF4ptgRB8PCguS1xwtcMIUBSCOHcFwjNU/StZSQoYtti/JBxxBRFP1fOsoHTjbqomleApTdpvSqIKcVTTTx1xtt1Bz7R1VpSESTh2UDbsXb74d3TSN0aflWt5Y32xoQIfdIPnTyOYZmujsXKlQEOdNHYmdBSWHca4imEcC5ztqSiq2h7YiWoeC6v1qFsUSZMzErUyQTe7saHOPNylmn+NE+MrdEt2J5zkVvLOQhkXq1Kh/wCaofEaNOusTnNvcWgEL9MRvEMGUw4eT4G0q5fBM0/hWscPPphp33yu9ZMfs+6H009vdvJLa1IBwVWO4C55fPNf5aiukuSkLDjNsTtd0rr9eVBZf9FyGEvAl2bdbUwSeuYF5uCcpffVwzGjOFLabmowaNFoc0atBVVn9F17ewfcXsv/ANQL8X2ad6rRucRqSJFKZWVGfaX3ZLyqQ0Hj2+P3ALvJ1T/ajyun1b3gpo5u8Q+qk7Sr16u9rtBoltj7ubzqeUB8xfh5qvVzANsujIzZeHIloiqCmYPuajaFeK/dXXRf0e2ey9Zk5Qrq+9nk06mvq4DzC2JdhZ8qktBH9AFtgrKxCuG31G1K60YkRqTuXFFFcuHaiL+EqO8fpCghaZl0fzabujZ/Z8upRVB/itCX9HJ51JeL2ZUfZcS6FrbRPNzctS39Id9YfRo/LQVU2pbDzafVrTKgFJzynJmoPvs8wP8AF6f5qZdH9huqYeVppNaOq6B6eA/aL5qTwbiGRcrQs5b1hvC3W+AOuOdalL+Fvy1MwWYgx2Vck3vEa5nm5cpXs+L+IWx5i/doHWNI2F8P4Gl267XKK5c3NAttim87q1cuSDQHbf67XeM4lmwu6CI5/aZPD+Wj9y6yxVOrRrZZYid9bbHzee//AJDTh+7SU+8Wu5RnITSvSHo8jQfX5Ljh6tOf0j/LQBuIcGTyDrGK8VONvOfZx4y63SUu7kyPep5PwfcoWBDs7lx9oznWAVxjzgurlD767ZkMnfJUQ2moytadasqI6iX8Nbvy3yyOM3KETL8F3bBBYUTkaiLLu+NBysaR1doMutE1JEuPhklDmPo95w/g2ysRJCsqqqsrZd0LukWr92jDEzGL8OYcO93ayxHIZc5qw5tGzq7uvPzeXlpliLDL10w+GJ7bcXYzz6sxoIk7/a9WnVpbJO993e00Fc4Ttzd3vquE/PR5xl5xt3LVoktjqH3nZ2DV49G9pALPgK4SPfSZZyZLpkndUmFLh+2hiyYPxnFuV0tTMx2Za7RckUmsh0SAIebbL1qJcw/VRZBbKy2KbPt9xJWnIxSLNFyJWYUkjISYEe9w1DwXzUBvJxThiHcXrXIxFbI1wFVaUTkIigS/BaHLZYcUSSiT1xVKdcgzXds5kcRB5rs1cmkqrsEuNy6TnVxZYmEnLFDblIg6OUvtCH1LqGp7pOxpIwpa2YMBd2W4naep33XqUfv5aAh6YMRR8OWhJ9tuKrNecCODjDP2fN7z5DwGhKz4lwvcbr1mViK4Tp20EdvrPIenvadOQ6qrG09IuKpszqsmfBZYVfe9ZaFQTVVp4QsMdi72uy+2LDdJEyK9Obk7XOijp5NX3F/LQcY4kvDh1xYW6qTXRi5eYAcLIv4U3xAwzJw3IZVjuMJsevl4p/y1JYrtE6Be7JHkdnvX/d9w8h5f51qRtjPXGzae2vslGgFcbPK5a7DiVV5mn2kyzHXsODp/xSt4v6m1bXLoO008sMmz+sfl886g79bH7lYLe+wu6jMaSy4ndLSK/wDUI1I38WbzgJR3slEGi8vPr06qBlgDrlvSbckyelRWghNL3/yiRzF/zD+7RJf5rVsw1M23sghR/cenPT5vjxprh+D7KZhQl2vymdIlr9ehF0/4UAdKGMluivWO1x1Rr/aHPXp+HyoDv+ivapEk7xf8nl2+X/1D01eYlcLkkRmZDOIbbqm+AviuhE1aRJfgtAn9GhnqfRhFdTgshw3S+rjp/wAKPJjE5+IXV52zL5fyjbEi06u7/loAPpxGRZei66xvbT6vzHf7ofMWra5fKg+P015JFgD7h5rXp7FT3SLfEaesFshToDW9G2ndLx7o8pOkRaULPm7K8+S8I4qN+Q6tglhtOGDqA1kgkPeT9FBN9DmHJGIccWtX0yhMO5uqi+DfNzVb3Tw9P/0Zi8kgZDNwuIG07ycA8oafHu550Of0Th3rneNTHBI6dvNr+mp3+kVCtkDAcebbFb23LsD+0HdLMMiEfly0Cc96bZMKIjrTTjpC1th/vC4DpGoZZDuF8PNPv5OS3lEMg1annC//ACpd3r17nQmH2XvZ0aMkrc/3ijkA/q8aaLqvmIZb6MK9EtDWy183dPvf00BLb9xYG9MRN2Qnl8n4aO8LNM2zDvW807CMjXz1UWGXLiiu3S67u4+GSMeUB8ED9WiNJjzts6s48u2HKAelaDVyuN1lTFccdFE+/l+6jnohhbMB2a7tbrhkH1aarRYU2VNRoGjyz+PL99XdaoseDa4ccG9AinERoJYGNaalbTitZSzKiLaIudZQNyVXFc1qq5d2huRebxDu7rLWDrxJb8j7D7O2Y/rFRegindVKh7rd/Z7XWeqzJGvk/Jmtwh+emgYwL5PdX8qwrdW9A+c2v+qp2HrJCcMDb1eUizy+mhi4Yzs9sVXrixco7QBq1uQjyWomL0p2W6tGdlt9/u233li28tKfpJRoGvSJh65TblKuMQco6AOaKGZKo+kfNQ7c8PtLgh2cz1yVMjf7P1YhIv1VSrAsWJ75dorzzGDLtEdTVt9d22g/EXNqyqMl4jWA8rWIcV9Yl7u51C0xObu9zPmP9tBUotymoSBMI7dHccH30wNsSLx5VoS6Rp9vLHItxlZmpGi7TO3zg5JIe99Q6i/lqwcT3aO28s629HlrW4rn726Pb73N59vjp+6qy9iSLRebJPvCoMiRLPajJz5eYS/fIeFBdf8ARmtd0s8TEVmufupUeW0p+88xN6tNXErYZMVRGHbrI6L7/dpdzCddoExAVX23NZ7oiO44Q/DUWnUtSo/0hbC00Lj1hug7ncTNvj/NQWtKakPZMq1m+XdPRqbEvCm98i3JLajEKWjLigTZSEbyMC08CFPx0FJ0wQFtyXSdYLpFhIILrRQItTnFsdOrLUQ0G426ebkkhf6uW1mOxlto7P1a9fm92Pw1UA/dluVlxxfLPhXEk6HE+0lE1/fcvLq9XqoXxhiPGxSPZV8xFcZttk6daLpETL09lHGFsOg/hWJcmLnHmzru25cpbTa+8aLVzFp9KaqDukGex7IRhhWVJFHb8xd7vUE1hHCWJvZKSYOD4bglxZMH/eJ+snGnxQccscCwDNXL+7c1056PcX9IdoY2mFsMphU4NOcFH9ZKMJHSD0ivDtsWrDzcj1m45pSgAJ2JLvEaEJ2D76zp+LWquot1deFHGMG39TVcyMY6ZLnVrxOljDy2dPbk1i2T/wDaoLgFrX8PqFfjTdjpasrklpuyWi6XA1749XRvT+9QAtqalO3BHiwZe9HmMIyZ8tTvs+ww79AxRc4N3slwht6kWRCM2SH0l3tP38akHul2/HMkRYuCEaOOYifW54jlq7F7tRB9KXSJdLi9Z7ZhSzk6HDrHW95oNXZmvdoDbD13tXSNaIjkzD7h243kcRXXAdFsxXgpCvMnjTPpitAsdTxKEViWkIEbVg1EdIaxcIhIuCFpaUU/FU9gK0+w7DEYdHK4Pe/uBIupDfLvLnQJ0py7A+t1ss+92wprr3HrOeqIyWn3Tfl8v0d6gRidLcjFUtiNhKKxHe2usyosn84erSQiXZqQeOr6qObFdRg2p2c/b0blyXNZx2z1pr7NX8tAbditqWdEs3UYU7aRtuU15IxFqLSXmoccxK9gO+nab1cEmwHtTzeTm6QcyDpX9XmoN3XFmKL7jd2JCtTLMRuQQPuuIOoyH6qVxR/V6RIbTFD7TRbejc6wTZfHw8K5xbIt+HokG522Qy+yUl1VjO6vzhc239SdtNL7ZcH313r10uqRXtoVMgf08vloKqlAzaby97MnMyGM+DrQ6+96c/hXpLCsUbxhBy5SRS3vQmgbSc80MU3C08zm55R0ly1VGH3WraUNcLjHnGwvWLhGVxrWaeUR1d7u9geqirpTxzccT4RjQMLWK6O2hzjcXG4uScv5oS5v1loLOvGKsHmLDdzeiTTcTaa6lIGWen1cOahfqOKoeJFh2+0Ny4a8hnIMg0c3l5eNDmDsbKMgZ2GOjaxruMo1uwpI7zf4uH00VXPpPxNCjdbawfOyb+0QHW3f/wAqCLk2jFMVh5mNgxt7XuJm3M7Nf3inZXNkw9iliysQJGDyAW2BAScmBzp8F5cqjmumO6zbxm3hq/ievSrTcgUD9uj/ADUbPYztPUQuM7Dl+BxtQNWjFMhL4Fz5UA/LtN6aeaOVhS4CYoQA4DgOg2i/rfTVJ4taZkzpt3ji+zDlOupGaRO+Aj7wvw6tNXD0kdJUmXOtLb8efb8OPO/lSOaffl5e6urb9XqqJ6QTn4ftl5EsJIVpuMdiJa5cXSrLUYS1Fq090nO2gujo1tSWvBthieDcIV/GRDUtcFdftElLWuzLQV2N/lXVzZEo/Cq7wN0v4OuatWwJqWx8TVlsZSaBVB7Obu0XM4hsL8dbxDvFtVrI2HHtwc3CTy6/p5qAZ6In2U6PgCTennDV5/ekydSba6uUh1eVPV6qC8TXKfb7usC13t6+urnElLJTZDmIfd6h4Z/V5tVF03F9kjdYi3ONAgR+qi3Ayb1vOBq1e8b8o+b9aqk6ScR4SZtb39TrjO66+u2TS/7OPNq0ufnBPV2fUVB3hnpQuWEj9nW/DFrf/Knd52KhaXCLVy6h72VNOlXpIiYrYg2r2BLtywpgv5GeotOXd00SdG060+wtNqiI83HNBcfVOZS9VCnSFKWJjW3XBppH3nQMTYROZU9VBZGFro/NaZR7DeItlsSP/wAPKjXDL1ohWQIPsC4xc133P9XFxIuK81DFo6WCG1QxmWm4suImRgkdzVU0PTBhiJIiQpgTYrrvicdxf3qB1cMJM3ODvW1Orbnc3wUSH9FQ/wDUW5MvJm96qJLj0g4SbYBz2yvHuqjTn8eWuI+O8PPWd64szX3mG9PL1cs3C8ogJJxX8NArh3DCw01TNtOH4iLR40SWqdBnQ9xs1MGOQy0KOn96hK1Y0mlKdXEVomWlldPVgRpx13T6jyTSn4am28YWI5zVvSQ6L7yZNicZxNX7RoCFHAy7KymimXwrKANLpHt15vDlmwTbZeJZjX2ximzHa/E4vH9lPZES5jbXncSYnZtS9um3CLagPjxPUq0h/oyw1HWXItPteH15zW43DuBtD+qiU6smFMP2V9pyLayOU3q0S3lJ5zTp+JUA7h+PgpySkiy2K8YkcFdIy5DZvIq/+o6WSfsqZxDe8Q2+OkKHaLRbHB5hadc3ly+4VEUqXu94G1RW44IiSXdWy2iZaB9VAt7V8mXVXNeT8JftoJJ64PlAOZfrhLuzSgidXt69Xy/ZzL+9Uz7NtbovWK3o9aieTNogaERkB6hPzVTN+9trFVLXO2nW9J5GvfH01CWq+40lRvY7hTmfZ35RBD6v7vc8w6dSUCfSRKS3Xp7D8Atp5h4N2W27p5i8tcRL2zesaWqdIjsk3CkA2041+cFkSMv1l5ae3bDtuk2wp0hl2Kbqb7vqzQaG+hZerdItmWQilGF1XclazBxNOnV+FKCz7xCmvdHt4ulz3WluZNIxHd/NaT3Cy+akqon1LVXycGXW440ew/FVOuRIpuzfeoYahDcLSP62WXqq2OkG9FdynjcLlosdtgjcWY21kZvFq2WtXyLSuX4ap3BK3FMbNzjJ8Jr7Rvq4q5LkQ6tX4S1UBxgS2sYswnY8M9ZfYVie9Mnur+sLeovlt0bYv6I38QXeCyCBHgW215pKXnKbJ5tWr+VaGehC0RoGPZ0GRKeeZfgq7tIv2ilylq/+eard6RsOT8RYO9l2+dMt0uIgvxjbcIcyHuiVB52xYjNrRId2UoN8YnSGp3UF+3ZcbEmxH6eXKhJLNIuM0UsNvk8fzkpeNPmH7zcOkQhvcl5bon5O5n3+UdOmjKy2+4JMZkTZP5bEXb3E06NBd3l9VBE9HdrnMXm4Mz1ealNOCDney+NSOPrrdevFBtk7aajxVlOaO9p1ZaflT3+sJYVuV+G/2yRPauRjIalMoPuzENPNnUBpS7NWRyO+jjsy3PxHdS86cvDOgMrveosOHB9rRhuD7zyMMOAgkoavvpe9XYcOxmpEfcde7kfLSOv1avhpGq3C2Yhvcxg3iRl1ltpIu59Rber9o1OpgDErWHr2RPq+/Elezm0+Goh1Fzd3WRDQRV2xs/cI93aelL1uebTe4icjbA9qZ+Of8Ki8MyLha58U7Jc5CypTSqbbZbYInwIi7OwvDwphiC1SsOdbs9xhyGroru32cih/mqP6uqS9ifIVhGmuHuy/lSgvPEvSpe8OYPsVvh3Bm63z7SdKRrk0+Vovq/6aqy63KdKxOkrEMhgnrgoSZLeXJqJfNp+A+FNZlwRy12u3K+jbUZ3WrcVO5q7pF6zpndLVcbUoSDgyG4u8itvOJw5ezOgup7FeCHWxtK3TadkHluN6tAD96d2o+7dHNrWOt2sElTlp79hxV3Wvig/dVPQ9QQ3Jkg46gjyZsn2u82a5/TRjZ8fSZaM2dG41tjSTRuQYrlqBexB9NA8xfjWNccJPWx+OMOemjcbRr0lzaS8pVWb5Po2Tbh6zHuln/wAtE2JrIwzdVZYkKyPOquyuQHC9IkKc1DruyLqNNlrbDvF/00Fp9CSYcsgrc8Ri/OSWm31ZqKT3d9WmoW94suT0aTh+zXidBtL0tQiwMtGkCLzOfJS7KSwbdrXGgy4My5TI0ZuGRxgbcy3pC+TPwH9tEtksOMekfA2yI2Jhi2ys80a0PqWnV3h+OqggMM3KfhyKtvekpD/82qadYAXdFv1GtSG20UV+db24bLK/lDbkq4Ombh+XlEstS1FwLcWFry77Zw5Oc3VLbacaF49AlpcL96jmJ/UzHsKZFt9lXDs6HJSTlnzuAJe8TSKemgH7LIjlYEZnYrSEW6aycnC+odI8eYUqLxDiG9pdoMdMRHc4DX51tpNGofVq4FU7fMEv4dSdf2oD1shKjXs9HlF7PcIdXL26vlQzEt2Nbgwwx1eTsy3up+9yAObykPloLCuzGHJUD2hiCS68y9E6ujkl3nRe97sRoClyb7E6OZLKYikOWUntLMVR+0Hw1Ln3fl/Gj6b0MXie2wqzozKi0De02ae7HzaR/doX6QsM4mt2FrRFuxx3nJkvJptF0HkPKOof1qBiNvw2xEtUCfb5j73Vc92K3/tDnNtkX0Dp/eqBxFCKy39lAdXYSMMjaRdJNjq7pZ+ajl7CMyw4plg9/ZIFvdmyXFdLU2KhpDT6TcIdI/iqvcSQbhCXbn24ojkR3RJz/vSHc0avw+FA9SUk6SlxxCl0nS3G/eG5q7hEItl+7q/hXSRGUK6NyMOvstzIPW7f7z+ytbnK6Xq+FWpLsLEzAjGMrdbmTaWLGLaa7oCyw53h+k9P7tB12vbTeOrTIujCdVtdnaaNvmJHDRvcRv6uYhoBvDMnEMU38GwxRg7m6II67qBQMfSVWZauj64YZFMV42ke+Rs8s3OQBH/3oYvsh08c2eQyjL9yt7ZXK7Gifn/tHB/QOkf1aIOmS/Yr6RWxj2HD04rTbsjddDmRwiEST9nNQaTpUtU+5NQYNouEtE4AraCOXqLKiuTKYg2j2k6BALAa0NxB1ZUKYEmsQ7W7bkwzKjOxmhV+Ttiuvl9Sef6aXJlrFDMV2FIVIqOa5Da+fT5dPhxoFWMQrasNvXvEMs1lczjUcE09vdBKV6GExrinGDeKplsYas68AceTg2Kf3Ser50CY49oYjxdAwpbER91P2ai836Eq48PYKx/aXbajmK2XYbRtbjbQbXux7zaD3VoLWRsOVdS5p86UcQCAkRM8/FVSmEbUmScaXzRVLgqolA5DIRRNRL+msptxrKB8SBo5l051w2gLmgua/ppIANQyNdWnVSTrEktTcSb1N8gHS7sg5l2+FBX97wTcLniOSTsiWy13Iz/XSElT9lIn0c3NGUF6+SmWs9tPy0jNV/ZU/dcM4yfk77HSDLbXwb9ntbQH/wC1VHOxjippi926XjeaziK1OGCQUt7RA/l4iuWrgnHt5fnQG8nocLLP+slwz5g76f8ATTJrofmCi7mILmf/APYFP8tVMvSV0m27O4T74/71NvazH06u7ly8PGkpWMOkRYrMmRi2bsS+PunR4fi4d6gse4dHlzwzY7tc5l7O5wAiHuNk5qIR+S+NI9B+E25lvVmcrrSJGFTdadFT5uba1D3fuqpcQ3PEk+L1h+93a6x3W+KJq29Hm1eFWl0G42wxh6I8N6jlZVmaNp3aJQcEe8NBYF/wzbbsqf1hXdZGSW1AaaIOuOoI7Y6u3Sgaf5qp+/RrfinpbvUV3Zbj7SC1su5ZE22I6BL08pVf9vvOH51yafiXi2SnNsu9JEi0/R6fqrz/AIlszEhydckuTFriNXmWCdV5FcDl5hLzD4cKAwxB0bMYM9nYsw7c5zKwHWzntKuv3S94h+n5VbWIcQwrFhV+6zZjbDKMLoMu1TVOXKvMGIZVxftbCPYtnXVl3QjUBt7kP6S0+WlM8RHc4VsakkTpNFmy775mAz5dvV5vnQStxwnbFZwziSXfEWbdpbbsnJ33x6hHc0/gXVW7ez1G6S2YUN563OOEZyFc59xS+FMiwPcIdxZfs85SdTjtyA1f/WjjDFgnT+qx3mWkddc1qrbhEP8AGgl8HyhdCXcX4oyOrpkaKmZH5e74rVbf6N7lLx3dLOmplGo4Sc4v5vc/NF92rL9WjDCN8xbb8bXfDuEsOQb5CiuC2kt3kRt4e8ROfvctSjg3Gz4TbUMZvwrtMnr7acaiC+406Xe0l+bFBHl+mgmcL9D2GLWjMiUty322x7Zjgjw/B86lrhgIWmn3rTiW8wHJTwvSUcdGWLpJ4qhp8k/ZVawbfdrjg2bdz6VLmisk6cZFe4uA2ekS06qTveMFwZIckpfWL5NWKXVlddfNH/eaSHTnkPdoLAu3Rw9fR/11imbOJRPqrmy2ysd1eG5w733UE3D+j/KaZceTF7khw3tWb0XXz+rvfwpr/ppxVIb2Y9usQvKZx0d9539OrULfyobm9KWPpMZRLEbLzCN7m5FaFk9fp4j3qCNYwmmCcXzkxHJYVqH/AHbetXDIdwREfu71PrxjTDmLVg2u4I9BtTTZvyfefntOkebzVB4wllcZbGIZDPXV6i05J3XeczLlEi9XAfCopq5WWRaxSdbv9aK7/aWe43zcvL8vhQT8bBFolXeExBvMh+Eqmq5xSA+HlEqtG2YBwzFt4NOWsdCkLqanVT3ieah68YqHDVqtumO5dXZCF300uoIj5qj4vS6S252bNtD3VO41z98vTQFXSfbIi9H01IbCPO8ukBb1EvMnZVRWfCNxkKjHVPctN6JOac6n3tI+laNrRi2Rc7qxJuGIrVa4/wCagfR9Rduqj9XG3BEweakNON5i8wWoVoKobwnbPa42/rMFp3g5Jbbd16P9wP8AmWr8t0qLh3Dgph3CiPslk28EZRDb8uf1DXmPHdk/qrcoxMXFXX3nDeFNv3op818alYWKMdP4fF+PMYYYa/ONrzuaS083081B6lj2S2BKacajR2nETnVOKknxzrTOF8IRLo7cGLPFjyTTM3B75fVnQSuL7imFoMeBm/dXrfrjS+U2d4i0iP1ceH7tefL1jfH2uRbrle52bSm262nfb9Q/TQX/ADIkDH+Lro3BtkabbbQ2y3FflOkIgZjq5RHiX05FpTJanWejfCAQoTDsZ91yPzuPm8SuOl8FXP8Al/jXlyy4lxTFurXs/FSwnXkAFcR3LujpESp3P6U8eMS3GWcX3B4AXLWoAOf6NNB6sHCGG5aplBa4f7oarDpVwXaLljS3W+3ymbKzbo6SZWp4uIk6X2Y6u8KNlQLh3pGxyJxnwxIJPaN4xkLm0Srythl6vGk8FYwjsY8vTnSLJ660rZBnt68jAuXby7veKgthGCfvL7E1lkllXcNxfJ1aEG4IkXzL/NVb4jemyMNWp+4IO5dsQvOOe6+3JxdJavwhpQfxVcEe52ifYpr2C5MC6TZhGYoTqILbpJpIi1f8vmqnOm0ktGDMGYcCWiz2SObKVNK7RuL6h+eqgKsFx5Ntx/i/o4buXUY75pIgavIBFqIWx/CX8tS2JuiFi8AyvtLYVhAbaVprzk4ThOkX4eFUxjW53mJi63XT2zIvMy37eclyNoDUnHlJO8Ner7PLeudrt8xptBblxhdLJc0QlHiNB5ywfbLzgHpIZn3FGJEBHgjSpX2msJGrSRVbHShgm9X9HW4NwRLe5ltRG1FlG3f7wv7zP+WpbFmFocnDOKo5LDhxpkdohdVdGhW2+X/lGqpwh07SIlqZbvFt6+7Ba0uOtO6NxOURL8VBb1hd9l2SJagwnLCNGbGOQsbWlV8xd6q4xpgbEcfpCkT8JxVS3vRDcy3PzxDpL/LUgPS2zdLUxPsb7TL8TW5KtUlotcj6W3B81d44xhjQMN+2bfZZFtaOFoJt9zUeZqJaxQU4EgoqovzoK46IsI4kaxJIubWbT9ue6u7G/Pa/T+H9NXxgHrFscetr8a9utuOq5uyGxIW8/ARAiJEqr8A9IEiGkLrEaCzDuHWJsuU7O9/9Raf4Cn4aJbPeyx8sK3vyVsSI6sxoElCb0yMP942PdoC+Pji3TsSPWGxtOzZTKZyHVHS0zx08xeKavTSmD4WKGJZXHFF5jSTkM6EixWdLLS6tWofN3eWoa9x8M4LuMW7y/biuq2QgDWt3MfSSeb9ak7T0p2C4vRwat94AHHNO45CXSlBaI5ZdxKymoaSASQVyVM6ygi8QYmtthlOOXFm6NwQDUc7Y3GB+/TzeNQt1x9guZbJ7zN+dcbaa985b9SGA/L4LRDia3hdLPJhSQ3ANol0/HKqAxFg+HciedajFDIiIyJv3ZOfJV8aCExl0gXK24jhP4Jxrd7qw61ubUrSeR+khpq1im5HDadg2OD1991X589Uc3nNXqLtAebL00Q2fDtugSesgwyTycNWnw06cqkW5EBt98lfiGDI5PuJ2gnzoKTvTFyO7rCkIu6ulhPh3eXm81P4+HMR9VdYWG601I05fq1ZtwbsDbEeeUuObalnFJ3sJflTe431m226Isd2LMZ3CBzJ9FLT4af1qAT9mXDDuCXn/AGgq9b925FXuai9PzovtIshaobT0Q/ydgRQBTu0L4rvcO/XC0WqI4ptOOibnLloX4UeMC2gtjku5llq8tBVNxaOPj+X7Phg5tpr6vo1a9Q8eH61O7zerlKC2Z2QmZcX8nX3WgNA/mxGiG3MPPdIF3kJtfk0dtg1+pcqjMRTLrZZUp6S5Me3OVjUK7A6vgnmKgEbmJsy/alrgTIDTenb1pzC7RLgTHC2m+S5l2tPtZqS2KOe80Ot5ej/pqTiYldO1RlW2vPFH4vOmotBw+GfYtP490gL76dhxIbK/Z7jA6jc/xoCi29K2Aka0tRr/ACZK+Tq4kSfrav8ACpSXfpj+F7kuHhiWJx1stDjj+7Le5eGnLlaqnkft1oxuxJt735ESk3JXLk1+kSq0UZZJkDA1zJPe58dNBXpdI0mFhKLacPwFtJxXRcJ9qQauPSPziuL5tX6MvnUgfSN0iON9dg21hl2Y4By3Y0X7fSOkdQ/hpOZa2LXjVqG/CRIl3Acs2/zjfmH8VG9phpbY6vK57r4BQUaUF1+NOkFKbc2lz0tLkZ6i5uFRCqS5ZqvmyzXy1ZkyyWXEE1Z0e9JHZddPdTsPm8v/AGqfTo/tMzqdrdKGy7uDlmvMfioj+Kgp1qRKjPxCN3ZJgkVtPhl4/fT2DdX4zMsW2kkuOobLZZd1HO8n30UYlwPIjXhu2kStNuPOkjunMELhkOf3IiU4/wBHGUpVj3pM2WhcVPN3vNQV7JlyHVMHnTyAUb0EvYg9ifxrdveKFJjSwZQCaXcRHEzE9KZ9lGWK7RFgxIkVYrTs54NTiNLqRvipKqr80pLDmG5N5glJXVLeBvIAJNLScF8flQQUq73CUqE/Oc1kJCR+YtXbx8K4lyZ6ssWcCJ6OKIrLTmREGfbl8M6sS1YIjsPyLg0L7vVGfdo7yAcgfMPqqOj4bYeirc4L/XHXWxz90WpvV9oRekvCgBYwuvElrbTJHHNea+r8VX7YJUPC2DnGltjqtR29ehV5j/D+KqbmW6AOHn5P5aklJR9Wbc5g2h73hTL2piSRbtpJsx6H3NGvUOr00BF0gYxtuIoEbRa9qaDporuvuB8l8aCFMththCXIu7x7PjUgttk9U6zl7nc6v+vp5v2VGoBK8BCKrn3sk7PjQEeHMTXNGIVgk3ombWy7utr/AHB6e8NdXaTvJNWNI68/cJR5uuN++cD1fTzVFJaJHVQkNvN+87rfmX9FajRZUeSuaPsKie92+/o+n9HjQSVkvMW1isxy2RZ0wnuAPpyt/L9btpni+5RLnNWQzbIsB1V963H7i/P/AAqPaRhSVXXdCZ+KZ513Jjq6XXWWNqL/AC/xoFLfvwp0R44+sBNt4RQu95hohkZYkxbHjv29iEw84W5td/X5tReYqFczJxTM1IiXiq0RYCYVccwuOfeX0eWgsTEuAbbb4b0yA3MYOPG1h1eR+cQap+ObREpXKSRkmkEzUl5f+3wr0vcIbz1uVHW9xpxvufeOVecb3bIka6z2VkqLUZ7QC5as6CQm4geu0eLa34pPMNOqbiA4Wo1y8fjpq0ejvpxt+G8HRrRLsUl96IyoAYuJpNFXxz7tUhFkvQ3XNp0kRe1Mss6fks6eisMMDk7pzb/CPL+xKC3o1xuvSrMenXuQ9DtH+z2+O4W0CD6vitBXSPhr+rkt72dxtcvxaT7PT5SL0086HL4rKu2l7tz1ttp6fNVnXGztXmNJtLqI3HcTSWfe+VBR2HL1dbbIYk4f0s3Nh3d3Vc5n/SIj5h+VTeMOkVzF8iI5iCFIeWM2QK21K2wVC7y5ZUKXmyS7JfX7U+hbrRZDw4qnxqNaiE60UltN0A73HKgn8cu26U/AettsfgCMYWzVeYDy8yF49tEf9bY9lViBbby8jXs/bkym4I5mZD2N6uPm7aCGLzPjWZ63B/ZX/BebKmMlDdFt03mufsHV2UFjWi+YjK2QGJN6UrXMldXRyW4W4vq0+kauSHcLZbYLLiOoDfKnPyj3qpDAz9wnwWGVehQo9p1OdaeTdIB+kS4JU4/cZGI7bc7fHvebCRwcabag87h6u62Pbp+dB6oZVFYaVHO0EXkLhWVE2CcETD1sYlvx94Yjerf7/d8aygIZGQ9wR+n6qDr1hjORJlxPe+fb7vNRa+1r7gl9P00m6Ka3Mu9kOVABx8IvTYzryspF0dwPMdDpdEvVJLs2JIabSUuxJj820erzavBattBDbTLszHXWPx89bCgeS8dQ0AVC6JcHxm4bTqSpzML7Bh93U02vjw8akJnR1hIo21bbQzAeRwXA6o3p5tWrVp8e73aJmRb5UJVHPhqMkpIpDEdc1ebZRPtHHHhHk096grZzCOG4/Sfb5cK0sxXUivzphr3ePuhHT5e1SoTu0xGGjdcy20BTT6RowvCE7dLlii23WJcG5zDcS3tMc2hgc1Ii/EtV1jWMs+RbLHEa2nZr+04fwbDmL/Cgr+fdEt0KK691spcqUUs223NOsOGnX5/jl+mpG9yY2IsOkUTD77DsVUBHEcyNPxD5qui0dFdrvQpdLrC7+lG9vvaR7ONEv+j2zdX0tMORk9YH/wA1B5nbxXHC59dnxt9GYuUZHPIermIfq+dSmIsRYfxDaoO8kjeTRuZJrBjV6vUVXgvQ/hhuf1qLaY7ri82b/dp9/osw5suRmYSMqYaXv979VB5wusS0PWrqb9/fafTUsVtyLsgH6op3louwLeoc3DcUXZrTctODms9Pd7atW6YMCPH/ALKMtlrn7Of8VVpfsMLhbG0Oa1H2rbeNQJm3pyfQc9P61Azxy8r8C3Xp73ns2QJ/SbWrSVS2LuuuWG3Xy1dluf33G23O+xp5uX7qkL7B69YZdkeFndcbIG3O7+GmvQukyQy3aCeZV2P+SOIvdAk/7UFcjHaxTOmdQtqwHtHWYznkc0l3iHyktT2IYN99sWd3qbbrsY3HmVbX6UyH96ruvOELcyw28iNRVXSHu08o+FQtytD0MgOEe4TPEvw0FZmV29oKd0eX2ZGfbc2+8uYiusv40i1abndYLL0R5W5OIVV+Q7/5eInd/bmv7KsQ4DMsDdKHqck8Cz+FOreLiQW0RhNtNKHo7vCgqTEeGoVmtG+iv3VZc4UcXumgD3RL8RVxh1WLL+Ui/Nc29etFc5OXlIf2kKDVyQ7P7Rdc2h4BzlmnKNRGIcEzXxgpky1DB9XnNv1aS0/zc1AKYcxB1GHPvl3ffeZXnQ1c169RfZMj2ZeFPriSWTo6egsRnt2UxtAxrHsdLVp1fvUTW/CVrW3wIP2rrYN8PW6ndogLC0tq3u9cYR1rzhr5uegolEsF5BlH/cto5rdi7vcabHbFpv1EpVN9Fb0WTAetj1pSKkeSeSqesV/+tFDmC7JDfbdZhZOgan6i1eWlcH4VC3A1FbaIiF4nTLLIiIqCAx1AgwuqdRY607J1RWGMhFrUveJahCCLZ4nsSC2w0/tdYn3N382HwH6vKKVbUzAM5ZEW+PJwhNl7vc5ebt/TUGOGrZOOVCdY3XpLo6/UeWXL9w0EHgePsxmZC2qPGT/ZxJvU9tr5jX1F3qe4kS0so5lYmZV1uTmxo7u6X1L5UyqxYmBHWEH8saTWfo1UwxFhfqT6oTHulQtuS36i/wCFBTMrCdpxFKS02+3NQOqalkyo3Omvs2xqSunRhHbiMv8AX3JLDUP3gL2G79/glF0YW8H2AFcNXoLAZuGaal1kXw+JUHYtvhSY2q6x5Csur+S2Znv6f7xz/wBu7QDErA8ZLW7eFvLMzvbTMZrlN30jq7w0thyLZ2Ma2dbT1v8AszjcnrLekt5B5vv7a69oT7jc2IseP1GWv5M0jvIzA1en1OFUrbLStr6QrTbGnt7q8BzNxz+9Il1FQHN0n+yrxb4W/n1lCc+kxEe6nzoF6PbHapsy4Yhnqz+UzX22m3O73qLL/b34k25YnnbTzMKESQ2/R8SquejOyT7s5GnuvkkSHJdc2z1bWrLlIfjxoLLxE3YmI8qXebRDciN8Dyb5jH6aAcc4Cs6xHb1bLkzAYVUyac1adGn/ABWjHHjD6WIYDovOHOfba505iHPUpVD9KAq5HstjgsOyusOJKcBvmJGw+6gD0w5ecFlAxG0rL7Pjttl3C9VXfZZsO+26Lcbe8jimnHkqvrrbL2/jJ4XrddbnanWNtr3nuWtQc2r7qY9EMibYsYLha6KrAyV1x9zlAi+n5FQL9PkFRZt12Rjd2lJl0/iK90aApFjuNwB6RGs85/dRMkjN+5Z82n9lei8Y2uNesOXC2SURFNghA9GnSQcw/wAUShfoVedcw83HeX3rSkw4HoIfAqCmlyekrb7vbupPJoBF7NgB5i5S7xL/AJqJomAI2ILRDn22S8/Ll/3jg+4y9WmrTx3YrLdbJL3YKMvuadchiGJOn+2ojopsN9XrlsSFGSJGbzSSy2QDuej5/iGgrWTYsVXawyLfHn7zUSTtrBRoWV5eXXpp5DLENlix2PZyWuEx7yTJacb3pHy3FqxDt95g3LQ06yk95wevz/S0n5sfxVJ3HC4ybOzHssK3m6jiaRm8Rb+pE8aDWFekSyy7Ky9I20cXgouujqH5LWUU4a6N7XAty+0rfFnTZLhSH3l4IRllnkPlTh3fCsoLIaMS0nqXSSfspo+9k+g6lzReX506MTBsEEU4fwrlwEccAhRPqoGu573v+agL+kJLu7OGIEmE1OcitzUK4dQcIHhZ0/L6qsLZLMf+asJkiFxCRCTxVaDzTbHbRLL2lDvByVc7g3CST6gPH4rwWpWTAwekfrs6MjQN+fUWlRX7140Z496H8PYjlrcYX+prioa23Yg6QP7x/wC9Vfijosx9b4vW5l79oC1qeyb1F3aCXh4jGXIUXEdZMv7G2nKRNerT5UofG+2tekmU7OkOtNRoBZce4WrMv5aCYk+/x33WGlORv8rzzbR7xj6dWXCkUwpiRT35kJ7iHDzEfpGg9Y4cxpheTa0Zg3dtwYMRCcUk0in6aRn9JeFrfKYgsTVnzJBiO0wmpGvWpr5RGvOtxwzisLRnNiE48vbk4RcPLpbHhSFri4rjcYNu2C5PerF7/wBJavLQeqUxY3Ly2k93r0kYFqEalnrpEiaXLhLaZBU4az0oteTImIMWW6SseRf13drjFaTWfN6RH4VG3a6zblF2XzuD7+YR24zi69tr06vUpCNB6xuWMbNa/wC2yUXd1di8oAnNqWhzpFft+IMAuXKFPF1uCrU2Of4C/l4FXmmZ7TZ2Hp/WWtpNtE5uJd7T9X/1qdwdBxJiJfZ7rRQrWjoOSePM4Ijyt6aCyjmanCYd94Aki66DJ707BuOBxEL3+rpzg7+Xkc+dHAwkjum5PZ5+wg1935UAdKajbrW9HS9o+9LX3cV3T7sC9Pp++g9K4fu8S+WlJTaIrZp+6VLNwocgnHVjoJn5Eqs+hm7wI1jR2TPacZ22txwF5EcEdJUl0jdIi2u4qtvuzrrOWcdiHpLey72ovhQWRLw/DdiE0jh5r/LTFnD0OPb1i7jnFf3q8/8A+m/EbJ5MKuWf2Yae8X1LqJaObf0qT7rZ5kU7LOhXNWiajvI3yavxUBrOucJp+TaLZMayY4GLZ6iFz0rS8C3XF9xOtOZRk8vqoU6jgO0WV9uDiZ+1m8e4W22Lz2/tCJFzIS+XOoO19KT9jgaUZ67boy/2gG3DNS9RZlQWfd3bBhpUuNymdVab4h5iIvkneKstOMY173Dsccp7GvIXRXIS/hVI4yxOuLCgXBljrrfWjWS0ruz7r82wOry6uJZd6ifDXSTeIcN6QLuG0gw2snLfFQmQY+rc81Ab3vZjzXpD7OmQfaK9iF9FR1u6SbQk5qxrPguTXOQFAvMP1VWPSBjnGeOsKvFBw71a1sLuOrzEsgP4LpCgrCF3gpdGbncnleeiNe7gxYH08ukqD1xv9cjbyv7jXcXR3aiWJ+F49zYlxJjBqzmnuS1IhL21T/8ApLs0nAyxY1wnWue897qTmPuNPgQ+lahMHx7zcDl4hgylYm7u3tttfk0wvw+Ul+NB6HjYstMq8SbVHJ034+lTNRyaTPjlq+OXHKuDuDF1jq5cFRiK65twjdc0b/pIR/5aoTFd1uFrW829VRJDspHJUlF5W2nGxHzd4vDKuej/ABvYXsQPPXiTOkKnuopyV3thpse8I9guL3R0UFxyrJd09y2KSmTXnzTy0xuGF9+QkqJbNuSfA3+6RVKWfpCsns6KOJZpWuZMR1xvrUYmxy1co83jlpoatGNLti2ZLOz4kiWuK1IIG4wxxce06tO4ql6vTQP7lgHSMSQsBmVKbfI1+gl/OUM/6knY3u0iE/xtkdiDm3zibpEqnp+Qjy1IYyO9vW7Yfxpdmmv9t+yDW19KoPCgQsZ4YtMpu22RGygtt6ZEgOVV5fD1LQTPTPLlxcCTBZe22nFbbP6xUqMuiFi0tWuI1IRprRGEG/TrQaq3pEuzF56Okl6uqrIcF9ttzl83lreG8RW67SbTbW8RXWM640iK1CaFOfzaioL3ud3BU6qsEXcuTM0oWWGjsjrTSNNqgfhLTUJDKx23EKQWL5dJ/ujclOuz/cxA8urVw1fKmWJLhJkF7YkYihWTDqcG0i878gPxeX9SgMGJrkdpEcQyA+VSHxoZxxgxrEsZiVb3Bi3Zktcd0PKXpoWmk5d7XvYfud6FXXfyaTLn7Ifu+ardwRdMO22yse28S2U7kyyiyiCWKjmifGgFsI3uRKsfV7rHVbg0/sSwcTuuD2/9VDFxgTsHX53EMdc7HPXXMRP9md8pfdRYxjhjFV9u70GKylobkNsR5CNcx6R5nCLzU+lxIbtvfCQDEmOSaXRe7ulaCVwXNtl/jI80vWefyc2ui6bFN23vxIz3VN1oWhJsB92ifDhXnXoCu7Me73KEyrvVGpKmGXcRpS4V6RevFoZZbddlxmwdFSbU3UTUnxoBP+pUJOq778uUkNwjYcNzU6pEORES0klkvEORJeaZ6zG1jsAB82nxJdVES4nsLjBSGZYSWgLSptcUQqew7rbZzeqNNZP5Z0Gs1aZYBX+O0lZTzWx5nNC/CsoHD7wcGy19uY8KQZJSRcgLVq5lypw2GtNSqNN3dDYuEJcUTJE+NB20m4aIKFmhcOFZpNlxwMiVe3srUYtlRcIk1IOajTjRvKDqEmarmtAykFm9o2iIRDJflSWtwiTMMxTwp4iipn73TzZLmnbSZorbJZFqPy5UDJyEy4iNDDbRFTiqilMmbHbCfbEogtmIEiqnjRC3HJ0E1kqLwzrmQyjYCacV1ZUDBtthtBVuPw7OCcKa3C0W+YGqREEs14ZVKjtmiCpqOS6ckSsImxRR7dK5ItAPRMO2Vl11z2RFF1V06lDMkH4Z0h/UjCrSbjNmZYVXBU0ZHJF/RRSiM7aJr/drSbTjqN6/3qCgOkzC+KLNiB+8WgOstzPyeE4jX/hjfmLT6l9VCOHcRuYcjs2+WisxHlPq6ufbaRLmdc9Ofwr1cTTIJkrRhzaeJd6oW7YQwxdZAybhaIhyB7p6KChb9j5t+Js2QSutwd4Nht6hD6lqpbvbLuUopF30sumqkSOuopr+jOvbMDCOFIvuY1tjtqHERy8aZ33B+H7o+MlLdEalgOlHRZHNEoPGMade3GPZUJ942nNQBHY8405uP9Y4rTCTmZcAFY2G/wAn0irfpr09dehrCU51H0ZdiSF77zDhCS/xp3ZOirD9udYkPPyrg/GPWystw3AFfjpKg8nrZHguTbZfkzSqmcky1IH6Eq0rbY2YlqFy24x6u6o8XnHtQF+qteguqYYm7sL2axcWu5IVuMO19Q6v+moG6YOwekZOr9H4S0c5DbbEALT6lzWg8zzrjKsxbEmO1dGd0cnm0IGXy+oh7y0+j4jvaxH34MXD0eC17vc2tAmen6uJV6Ck2XDSI1Cet/s1D0gwE1r3SfShJqGkZGCI7wvMBaYbrPhrbEv1sqDyoVyuM4V4MjKz/tP539X4fookkrcUwRCgIxCTc/KG22W9cl/Tzbjg+n76IsRdFWPZE4lC2oMRZBdVVHG9KB9ycamsO9F+JoLnV49yjrNdUWp4tkiq2z8B1ceNADW+Pcb/AGl1+dj1iOymr3DmpP0aeCU0lSMWYeKGs7QUFP8Ay20ouJ6eWvQadC2GH4rTMi2NNL5F8361Ql36CrcsZpi13BW9zVrN0C1H6R+4VoKJvE+1XV9tm3YRbhynSyDZkEupfuqXwve8TWuY3KfYlS2mh07JtKgqn0InKlS8roYxlHujTAwllto5zrwaa0/io4w90YzrZFdWbb4jDhtadTt0JAz+OS8yUAx7awRiO6f6ytpwZr3b1rPLu6e96qdycGWxbvHkRbQNrZZaTcd3SVnvd7k46qXv7d2YKPh66pb3/aLu20VuaalAnl7yrmJffVlYX6J7NDH8vuE24O7YhlubQIPl5UoN/wBXW27Cl6uGKXIIi3rOd1ZtS2tPgriEVeeMb3HD87Fqy8PSb5MfV7b6zMki3uiXLy6URRr1VCwHEas0uBMnSpTLh5gu4qEA+nPPjUBYuiXB+HCenWq2MzLlxOP7QUjACoPPWI4/SKQM2a7Wafus+8TJvnP/ANTT3hocgYcxHJWWrcF1jbDN83W9ACI/Mq9e3RMVsqmSWZFk6DluR7eZkRfvUxuGC7xc7pElX28Wue40jhpHW15NJ8CRNfN2dhUHlO8Bc50OE5cY0hHXPs3HPR5dsfTy0xmwHIKMvMTo6Lp1CAnkY/or1tN6JLbPnt3O9Xm6TXGg0Ay0e20A+lBTsGmeJ+h3C1xydtbXsuQnDcEdfL93x+dB5ptMG5x7csqeTDNu7dqS7oV9fVpTmKl5V5xRIeRh5+FrlcEjZN5Jp+nuhV1L0WXCPd1FLJbrgB8ySZjhOKX6tTC9Hc7Yab6hh1Fa+0/IC0mXqHmoKakQZVrw77Xu1oslzYcUMnHJTjpp9Pw/ZScGPh6Td2J952X9Wj3UHSDMTV3Wy8zhVf3+jOyz7akGdDidUc0m+3H1D731fKo5eg7B1qTegSLi1LXVtm44J6C9WlaBtFai29EhMssQ4it5+gQ+qqh6X8Zs3MvZVjnOpEaUtxzu7xfL5VckjoZhT5KSr9ie6zHVa2+RUbHT9yV1dOg7Az4spCKZEdbaLt5+b1FQeb8LYik2yO7bYspu3Nv/AGshtnW4qfL4pUrHis4iktjan3duMvvZ9zka1Vfk35Rq47X/AEeMObDyzr7Kd/8ALm2mnR/3qNxb0O4EwnY3ptxnXmY87q6m2KaebLu8ol/NQZhtyz255o52JlkaDETaiGDbSZ+OlKuCzOWF1UG3OwTeVvWiCaIun1UIdHeF+pxrS81b3G4iwx+1jsi6AlmvMRJuEvN9NPb1h/G0W6Q5lhnWKUW6WaT4+RsgvlE05loDtlrabRraJzRw1H2rWUpbWrj1b3lxQi1LmhBxT5VlBy0+6IC1tJyFkpZ9tbfakOua1QU091M+2nhACmqaUyrgUTX2UCDjLyEmpBzNOPGlYw7MdclzUV8VpAFUm2VVVVdS04johKiKmaZrQIoDgdukkQ81zrQ6xVXCTUhL4eFO3AHcJMuCotZkiNIiJwoOhPlQRySmrpERCnFSQl4J408bAFFcx7ETKmrf9pFfHUtAihuI4Km2iCi8cvjWNsmp+AqpakWnzTYZomngpcaTn8iIo8F1UCMdouRUIc8qTbF0JCalTtXjThrgAZfKnJACt5qKeNBGS2yN7NC7FzpwoHsCOfdXVTlQDMuVK2+iI0uSeFAxaA0M3M+K8axGSB0XNXFVzrtO8lLqidcFMuGigbr5O+eku7TZ+GUpg46uOMiYGKm2ukk1VKiicOFdtimZcKCItFqC0WeNbWXTNuOG2JF3lGuVSd1V5HOq6tZdX0aucfqqbDsX7ipsX2y0AaVpxJOs3sy9PxJnWHRCVH7rTbXjtknMun6qIbfCaYjtssqrbTekNH0/iqULs/RWB9n+qP8AxoIHEdruM2C0zaLx7Mcb59ejcLT4j9H4qGLl0dNS4ixVmNwNb6SDlxWybmE58d4iRasgv7Qn4aTeTMUzoGYCrACzmqttpozXmJaRVs1UOVdY9xalG+8X31073S+6gF/6xRHW/wAni3OXtGrTnV4i6RJPvrhtuxXp55ZcPblORyb6vLDS6bGr0+jm79EMhEWE6mXb21uy2W02y0nIgQGI7znfMB4r+mgiLRhmy2lkG7TaoUEGx5dtrm/bT1kCbcIiTvDlUin2VJp2UDBybGiOCEiULAPZi3qLLNa5V1pGd1rdcXRyaAItYrUmrDLrzauNiSguY5p2LXbqIjY5JlQMRF7SRZInyrptpNzWuaKiUqP2wJ4KlLlwEcvjQMGXoslZDLbzbjocpIHeb1eqtowaak+I5VzOiRkOFckZBJaPm3uonMor4L8f009zXeRPnQNnG1QM8+AppGuCYMcxTukFSTgjt9idtYqJqRMvBKCLbjmK8U4Vo2XHDFCHxVCqQe7E/FWJ40EcEZxfLxpQoxeA8PGpDs7K0S5JQRmxoXR8G6ioOKLDIxI5hwJ2q498mRHNAy7R1eqp+J9s9XMe229hSlMwYzb6mZbgtIhZr28aBu8bLLjQSXERX3NLGfDWXp+VKNID6Fs82S96t4itFtuVviDPii+gzdQ6iXgun76G8CPPjd8Wwt94o8GY23GbNxSRocl4JmtATdVL1DWU6rKD/9k=</binary>
<binary id="20" content-type="image/jpeg">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</binary>
<binary id="21" content-type="image/jpeg">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</binary>
<binary id="22" content-type="image/jpeg">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</binary>
</FictionBook>