<?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>adv_animal</genre><author><first-name/><last-name/></author><book-title>Laikaz&#x12B;mes</book-title><annotation><p>OSKARS GERTS, ARTURS MAURI&#x145;�</p><p>LAIKAZ&#x12A;MES</p><p>Ieskats tautas v&#x113;rojumos un tic&#x113;jumos</p><p>R&#x12A;GA</p><p>�LIESMA�</p><p>1986</p><p id="AutBody_0bookmark0">M&#x16A;SU LAS&#x12A;T&#x100;J!</p><p>Vai nav t&#x101;, ka, str&#x101;d&#x101;dami ar moderno tehniku, p&#x101;rvie�todamies &#x101;tros un &#x113;rtos satiksmes l&#x12B;dzek&#x13C;os, dz&#x12B;vodami labiek&#x101;rtotos dz&#x12B;vok&#x13C;os, arvien skaudr&#x101;k s&#x101;kam izjust, k&#x101; mazin&#x101;s m&#x16B;su tie�&#x101;s saiknes ar dz&#x12B;vo un nedz&#x12B;vo dabu? Person&#x12B;bas harmoniskai att&#x12B;st&#x12B;bai ta�u nepiecie�ama gan kul/liras, gan dabisk&#x101;s vides daudzveid&#x12B;ba. Bet kur dz&#x12B;ves steig&#x101; rast �os pieturas punktus saiknei ar dabas daudz�veid&#x12B;bu? Liksim liet&#x101; jau uzkr&#x101;t&#x101;s tautas gudr&#x12B;basl V&#x113;r&#x12B;�g&#x101;k ieskat&#x12B;simies odu dej&#x101; un m&#x101;ko&#x146;u kust&#x12B;b&#x101;, ieklaus&#x12B;�simies var�u kurkst&#x113;�an&#x101; un me�a �alk&#x101;s, pav&#x113;rosim, k&#x101;d&#x101; sec&#x12B;b&#x101; saplaukst koki un k&#x101; gu&#x13C; m&#x16B;su draugs suns, cik augstu lido bezdel&#x12B;gas un k&#x101; p&#x16B;� v&#x113;j� � uz varav&#x12B;ksni vai no t&#x101;s. Te nu tad lieti pal&#x12B;dz&#x113;s daudzajos gadsimtos izkristatiz&#x113;t&#x101;s laikaz&#x12B;mes. T&#x101;s uztic&#x12B;gi un gudri kalpoju��us m&#x16B;su sen�iem, kad v&#x113;l nebija zin&#x101;tnisk&#x101;s meteorolo�&#x123;ijas, agronomijas un zootehnikas. Laikaz&#x12B;mes varb&#x16B;t pal&#x12B;dz&#x113;s detaliz&#x113;t&#x101;k apl&#x16B;kot dz&#x12B;v&#x101;s un nedz&#x12B;v&#x101;s dabas pa�r&#x101;d&#x12B;bas, bet zin&#x101;tnes atzi&#x146;as � izprast objekt&#x12B;v&#x101;s c&#x113;lo&#x146;�sakar&#x12B;bas.</p><p>T&#x101;pat dom&#x101;jam, ka laikaz&#x12B;mes nav zaud&#x113;ju�as savu praktisko noz&#x12B;mi ar&#x12B; modern&#x101;s zin&#x101;tnes strauja uzplau�kuma laikmet&#x101;. Zin&#x101;tne visp&#x101;rina cilv&#x113;ces atzi&#x146;as, laikaz&#x12B;mes � konkretiz&#x113;, t&#x101;m ir izteikti lok&#x101;ls raksturs. Laikaz&#x12B;m&#x113;s koncentr&#x113;t&#x101; veid&#x101; uzkr&#x101;t&#x101;s tautas gudr&#x12B;bas nekon�kur&#x113; ar moderno zin&#x101;tni, bet gan to savdab&#x12B;gi papildina, krietni vien izejot &#x101;rpus mums pierastajiem dabaszin&#x101;t&#x146;u nogabaliem. T&#x101;s iesniedzas visp&#x101;r&#x113;j&#x101; esam&#x12B;bas redz&#x113;jum&#x101;, dabas uztveres est&#x113;tik&#x101; un &#x113;tik&#x101;, taj&#x101;s izpau�as ari tautas vitalit&#x101;te, dz&#x12B;vesprieks. Bie�i vien gr&#x16B;ti novilkt robe�u starp tautas v&#x113;rojumiem, kas strikti kalpo praktiskai laika apst&#x101;k&#x13C;u paredz&#x113;�anai, un t&#x101; saucamajiem tic&#x113;jumiem ar tiem rakstur&#x12B;go daudzsl&#x101;&#x146;aino &#x113;tisko, filozofisko un pr&#x101;t- niccisko saturu un zemtekstu. Jo ar&#x12B; te t&#x101; vai cit&#x101;di iz�teikta m&#x16B;su priek�te�u ekolo&#x123;isk&#x101; dom&#x101;�ana. Viens otrs tic&#x113;jums pirmaj&#x101; skatijum&#x101; var likties panaivs vai mal�d&#x12B;gs. Ta�u iel&#x16B;kosimies taj&#x101; v&#x113;r&#x12B;g&#x101;k un m&#x113;&#x123;in&#x101;sim rast racion&#x101;lo kodolu. Atcer&#x113;simies F. Engelsa v&#x101;rdus �Anti- Diring&#x101;�: Ir daudz viegl&#x101;k ar pr&#x101;t&#x101; aprobe�oto viduv&#x113;�j&#x12B;bu, k&#x101; to dara K&#x101;rlis Fogts, uzbrukt vecajai nat&#x16B;rfilozofijai nek&#x101; nov&#x113;rt&#x113;t t&#x101;s v&#x113;sturisko noz&#x12B;mi.�</p><p>T&#x101;p&#x113;c m&#x113;s neesam centu�ies &lt;Laikaz&#x12B;mju� tematiku sa��aurin&#x101;t, bet gan esam m&#x113;&#x123;in&#x101;ju�i sniegt to p&#x113;c iesp&#x113;jas pla�&#x101;k&#x101; tv&#x113;rum&#x101;. Un esam v&#x113;l&#x113;ju�ies par&#x101;d&#x12B;t t&#x101;du tautas v&#x113;rojumu &#x12B;patn&#x12B;bu k&#x101; tieksmi skat&#x12B;t dabas par&#x101;d&#x12B;bu vis�s&#x12B;k&#x101;k&#x101;s izpausmes. T&#x101;p&#x113;c vienai un tai pa�ai par&#x101;d&#x12B;bai da�k&#x101;rt velt&#x12B;tas daudzas laikaz&#x12B;mes, kas at�&#x137;iras tikai ar nians&#x113;m vai nu pa�as par&#x101;d&#x12B;bas izpausm&#x113;, vai ari t&#x101;s &#x12B;steno�an&#x101;s apst&#x101;k&#x13C;os. Ta�u �is pr&#x101;tulas ir savstarp&#x113;ji saist&#x12B;tas, t&#x101;m piem&#x12B;t noteikts sist&#x113;miskums. Saj&#x101; sakar&#x101;, m&#x113;&#x123;inot ieskat&#x12B;ties m&#x101;su sen�u uzskatu sist&#x113;miskum&#x101;, esam centu�ies uzr&#x101;d&#x12B;t ar&#x12B; tic&#x113;jumu un laikaz&#x12B;mju ligzdas. ' M&#x113;s neesam iedom&#x101;ju�ies �o savu pirmo nelielo ieskatu jeb tuvo�anos tautas dz&#x12B;ves gudr&#x12B;bu kr&#x101;tuvei par rokas�gr&#x101;matu laika apst&#x101;k&#x13C;u paredz&#x113;�anai vai lauku darbu pl&#x101;�no�anai. Sim nol&#x16B;kam ar&#x12B; turpm&#x101;k izmantosim meteorologu prognozes un lauksaimniec&#x12B;bas zin&#x101;t&#x146;u atzi&#x146;as. Ta�u vienlaikus lai laikaz&#x12B;mes m&#x16B;s visus mudina v&#x113;l dzi&#x13C;&#x101;k un nopietn&#x101;k v&#x113;rot, analiz&#x113;t, padom&#x101;t. Lai izlas&#x12B;tais rosina apzin&#x101;t ar&#x12B; citas, �eit nepiemin&#x113;tas laikaz&#x12B;mes un par&#x101;d&#x12B;�bas un izv&#x113;rt&#x113;t t&#x101;s, pasarg&#x101;jot �o tautas garamantu no aizmirst&#x12B;bas! M&#x16B;su kop&#x12B;gs pien&#x101;kums ta�u ir nodot n&#x101;ka�maj&#x101;m paaudz&#x113;m p&#x113;c iesp&#x113;jas bag&#x101;t&#x101;ku k&#x101; dabas, t&#x101; ari kult&#x16B;ras daudzveid&#x12B;bas p&#x16B;ru.</p><p>Autori</p></annotation><date/><coverpage><image l:href="#cover"/></coverpage><lang>lv</lang><src-lang>lv</src-lang><translator><first-name/><last-name/><email>imantslochmelis@inbox.lv</email></translator></title-info><document-info><author><first-name/><last-name/></author><program-used>FB Editor v2.2, FB Editor v2.0, fb2cut 2.5.4, fb2cut 2.6.2</program-used><date value="2010-05-04">04 May 2010</date><id>B4CA9214-A7E5-4752-A7DC-6C98B4FABB23</id><version>1.0</version></document-info><publish-info><book-name>Laikaz&#x12B;mes A.Gerts  O.Mauri&#x146;�</book-name><publisher>Liesma </publisher><city>R&#x12B;ga</city><year>1986</year></publish-info></description><body><section><image l:href="#cover"/></section><section><title><p>OSKARS GERTS, ARTURS MAURI&#x145;�</p><p>LAIKAZ&#x12A;MES</p></title><p>OSKARS GERTS, ARTURS MAURI&#x145;�</p><p>LAIKAZ&#x12A;MES</p><p>Ieskats tautas v&#x113;rojumos un tic&#x113;jumos</p><p>R&#x12A;GA</p><p>�LIESMA�</p><p>1986</p><p>ST&#x100;STI PAR DABU</p><empty-line/><image l:href="#10"/><empty-line/><p>Recenzenti: </p><p>filolo&#x123;ijas zin&#x101;t&#x146;u kandid&#x101;te Maija Ligere </p><p>LPSR Nopelniem bag&#x101;tais zin&#x101;tnes darbinieks Arv&#x12B;ds Pastors</p><p>LPSR Nopelniem bag&#x101;tais kult&#x16B;ras darbinieks J&#x101;nis Peters</p><p>veterin&#x101;rijas zin&#x101;t&#x146;u kandid&#x101;ts Leo Vaiders </p><p>M&#x101;kslinieks J&#x101;zeps Pigoznis</p><p>Izdevniec&#x12B;ba �Liesma�, 1986</p><empty-line/><image l:href="#11"/><empty-line/></section><section><title><p>Aleksandrs Pu�kins</p><p id="AutBody_0bookmark1">LAIKAZ&#x12A;MES</p></title><p>Aleksandrs Pu�kins</p><p id="AutBody_0bookmark1">LAIKAZ&#x12A;MES</p><p>Draugs, p&#x16B;lies v&#x113;r&#x101; likt, ko laikaz&#x12B;mes r&#x101;da!</p><p>T&#x101; gans vai ar&#x101;js &#x12B;sts, kam gaitu daudz un g&#x101;da,</p><p>Kad, saulei rietot, s&#x101;k tie bl&#x101;zmu nov&#x113;rot,</p><p>K&#x101;ds laiks ir paredzams, jau skaidri pateikt prot:</p><p>Vai augl&#x12B;gs lietus l&#x12B;s, kas druvas spirgtas dara,</p><p>Vai saln&#x101;m agraj&#x101;m b&#x16B;s d&#x101;rzus post&#x12B;t vara.</p><p>Ja r&#x101;m&#x101; vakar&#x101; k&#x101;ds krastam tuv&#x101;k iet,</p><p>Kur gulbji mazg&#x101;jas, un s&#x101;k tie proj&#x101;m skriet</p><p>Vai saule m&#x101;ko&#x146;os ja p&#x113;k�&#x146;i pasl&#x113;pj vaigu,</p><p>Tad zini: negaiss nest var dr&#x12B;z jau br&#x12B;di baigu</p><p>Un logos krusu b&#x113;rt, � un �aklais laucinieks,</p><p>Kam pirmo spaili p&#x13C;aut jau b&#x16B;tu bijis prieks,</p><p>Nu, v&#x113;tru gaid&#x12B;dams, vairs nedom&#x101; par sienu,</p><p>Bet laisk&#x101; snaud&#x101; grimst un gu] vai visu dienu.</p><p>Atdzejojis K&#x101;rlis &#x136;r&#x16B;za</p><empty-line/><p>Imants Ziedonis</p><p>�Kad gulbji aizlai�as, tad tre�&#x101; dien&#x101; snigs�</p><p>(Tautas tic&#x113;jums)</p><p>Dr&#x12B;z up&#x113;m skaidru ledu acis liks.</p><p>Kad gulbji aizlai�as, tad tre�&#x101; dien&#x101; snigs.</p><p>Bet gr&#x16B;t&#x101;k&#x101;s mums b&#x16B;s �&#x12B;s dienas tr&#x12B;s</p><p>bez gulbjiem un bez sniega debes&#x12B;s.</p><empty-line/><image l:href="#0"/></section><section><title><p><strong>M&#x16A;�&#x12A;GI JAUNAS VEC&#x100;S PATIES&#x12A;BAS</strong></p></title><p>M&#x16A;�&#x12A;GI JAUNAS VEC&#x100;S PATIES&#x12A;BAS</p><p>Kas tagad vairs pateiks, kur&#x101; br&#x12B;d&#x12B; �Dabas un v&#x113;stures kalend&#x101;ra� redakcijas kol&#x113;&#x123;ij&#x101; nobrieda doma public&#x113;t tautas tic&#x113;jumus laika paredz&#x113;�anai. P&#x113;c tam l&#x12B;dz&#x12B;gi iero�sin&#x101;jumi s&#x101;ka n&#x101;kt ar&#x12B; .no las&#x12B;t&#x101;jiem. Un saisto�&#x101;kais �&#x137;ita tas, ka sabiedr&#x12B;bas augo�o interesi par senaj&#x101;m tau�tas gudr&#x12B;b&#x101;m bija izrais&#x12B;jusi tie�i pa�as meteorolo&#x123;ijas strauj&#x101; att&#x12B;st&#x12B;ba. Katrs ta�u uzman&#x12B;gi noklaus&#x101;s laika prognozi pa radio, bet ne vienm&#x113;r tai piln&#x12B;gi notic un grib v&#x113;l papildu inform&#x101;ciju, jo gaid&#x101;mie laika apst&#x101;k&#x13C;i j&#x101;zina ne tikai, lai izv&#x113;l&#x113;tos, ko &#x123;&#x113;rbt, izejot no m&#x101;jas. Vai mazums stundu nos&#x113;d&#x113;ts lidost&#x101;, gaidot, kad ats&#x101;ksies lido�jumi. Kad v&#x113;train&#x101; j&#x16B;r&#x101; l&#x12B;dz desmit metru augsti vi&#x13C;&#x146;i m&#x113;t&#x101; ku&#x123;i, daudzi t&#x101; pasa�ieri labpr&#x101;t grib&#x113;tu b&#x16B;t krast&#x101;, atlikt ce&#x13C;ojumu l&#x12B;dz mier&#x12B;g&#x101;kam laikam. Un cik neapskau��ami j&#x16B;tamies t&#x101;lsatiksmes vilcien&#x101;, kur� l&#x113;n&#x101;m kustas pa aizputin&#x101;to ce&#x13C;u� Ta�u v&#x113;l smag&#x101;k no nelabv&#x113;l&#x12B;giem laika apst&#x101;k&#x13C;iem cie� zemes kop&#x113;ji. P&#x101;rm&#x113;r&#x12B;g&#x101; sausum&#x101; lab&#x12B;ba nokalst jau pirms graudu izveido�an&#x101;s. Lietavas ra�u sap&#x16B;d&#x113; vai trauc&#x113; nov&#x101;k�anu. Pl&#x16B;di un viesu&#x13C;v&#x113;tras noposta veselus ciematus. P&#x113;c starptautisk&#x101;s organiz&#x101;ci�jas � Liverp&#x16B;les apdro�in&#x101;�anas a&#x123;entu asoci&#x101;cijas da�tiem, v&#x113;trainaj&#x101; 1964. gad&#x101; Atlantijas oke&#x101;n&#x101; un Klusaj&#x101; oke&#x101;n&#x101;, Vidusj&#x16B;r&#x101; un Zieme&#x13C;j&#x16B;r&#x101; boj&#x101; g&#x101;ju�i vair&#x101;k nek&#x101; divi simti ku&#x123;u un vair&#x101;ki t&#x16B;ksto�i cilv&#x113;ku. Laika apst&#x101;k&#x13C;i ietekm&#x113; m&#x16B;su dz&#x12B;vi, visas tautsaimniec&#x12B;bas nozares.</p><p>Sistem&#x101;tiski meteorolo&#x123;iskie nov&#x113;rojumi pasaul&#x113; tiek veikti jau vair&#x101;k nek&#x101; tr&#x12B;s gadsimtus, ta�u sevi�&#x137;i strauji �&#x12B; zin&#x101;tne att&#x12B;st&#x101;s p&#x113;d&#x113;j&#x101;s tr&#x12B;s �etr&#x101;s, desmitgad&#x113;s. Iev&#x113;�rojami papla�in&#x101;jies laika nov&#x113;rojumu t&#x12B;kls. Meteorolo�&#x123;isko staciju skaits uz zemes vien sniedzas p&#x101;ri piecpa�dsmit t&#x16B;ksto�iem. Meteorologu r&#x12B;c&#x12B;b&#x101; ir moderna apa�rat&#x16B;ra, elektroniskie skait&#x13C;ot&#x101;ji. J&#x16B;ras vago speci&#x101;lie hidrometeorolo&#x123;isk&#x101; dienesta ku&#x123;i, atmosf&#x113;ras augst&#x101;ko sl&#x101;&#x146;u p&#x113;t&#x12B;�anai izmanto ra&#x137;etes, m&#x101;ksl&#x12B;gos Zemes pava�do&#x146;us un kosmisk&#x101;s stacijas, t&#x101;p&#x113;c laika prognozes neno�liedzami k&#x13C;uvu�as prec&#x12B;z&#x101;kas.</p><p>Tom&#x113;r p&#x113;d&#x113;j&#x101; laik&#x101; sabiedr&#x12B;bas interese par �tautas me�teorolo&#x123;iju�, par senajiem v&#x113;rojumiem un tic&#x113;jumiem krasi pieaugusi. Sai par&#x101;d&#x12B;bai ir vair&#x101;ki c&#x113;lo&#x146;i. Zin&#x101;tnisk&#x101; me�teorolo&#x123;ija ir iev&#x113;rojami progres&#x113;jusi &#x12B;slaic&#x12B;go (1� 3 dienu) progno�u jom&#x101;. Tom&#x113;r gad&#x101;s ari neveiksmes, kuras parasti iev&#x113;rojam, jo pareiz&#x101;s prognozes pie&#x146;emam k&#x101; pa�u par sevi saprotamu meteorologu sniegumu. Zvied�rijas m&#x101;kslas akad&#x113;mija 1975. gad&#x101; gadsk&#x101;rt&#x113;jo pr&#x113;miju dzej&#x101; un fantastik&#x101; pie�&#x137;&#x12B;ra Stokholmas meteorolo&#x123;isko progno�u instit&#x16B;tam. �&#x16B;rijas komisija savu l&#x113;mumu pa�matoja ar to, ka Zviedrijas meteorologu prognozes �aj&#x101; gad&#x101; izc&#x113;lu�&#x101;s ar sevi�&#x137;i dzejisku fant&#x101;ziju. P&#x113;c trim ga�diem zviedru meteorologi atkal �izc&#x113;l&#x101;s�. 1978. gada 25. janv&#x101;ra laikraksti zi&#x146;oja, ka Viduszviedriju un Dien- vidzviedriju p&#x113;k�&#x146;i piemekl&#x113;jusi stihiska nelaime � vien&#x101; diennakt&#x12B; sasnidzis tik daudz sniega, ka paraliz&#x113;ta satik�sme ne tikai starp apdz&#x12B;votaj&#x101;m viet&#x101;m, bet ar&#x12B; pils&#x113;t&#x101;s. Sevi�&#x137;i smagi cietusi Nor�&#x113;pinga (apm&#x113;ram 160 kilomet�rus uz dienvidiem no Stokholmas). Un tie�i �aj&#x101; pils&#x113;t&#x101; ai rodas Zviedrijas meteodienests, kura darbinieki katru vakaru telev&#x12B;zij&#x101; sniedz gaid&#x101;m&#x101; laika prognozi. Vakar&#x101; pirms katastrof&#x101;l&#x101;s sniegg&#x101;zes meteodienesta p&#x101;rst&#x101;vis sol&#x12B;jis zviedriem saulainu laiku, bez nokri�&#x146;iem.,,</p><p>Bet atsevi�&#x137;as k&#x13C;&#x16B;mes d&#x113;&#x13C; jau nevaram atteikties no me�teorologu prognoz&#x113;m visp&#x101;r. �Varu iedom&#x101;ties,� �aj&#x101; sa�kar&#x12B;b&#x101; sac&#x12B;ja paz&#x12B;stamais hidrometeorologs Arv&#x12B;ds Pas- tors, �kas<emphasis>-</emphasis>notiktu, ja Zviedrijas laika dienests k&#x101;du dienu p&#x101;rtrauktu sast&#x101;d&#x12B;t prognozes: k&#x101;das tad telegrammas tas sa&#x146;emtu no tirdzniec&#x12B;bas un zvejas flotes, diezin vai gais&#x101; paceltos satiksmes lidma�&#x12B;nas, b&#x16B;tu paraliz&#x113;ta daudzu tau�tas saimniec&#x12B;bas nozaru darb&#x12B;ba ��</p><p>Padomju zin&#x101;tnieki B. Multanovskis, G. Vangenheims, H. Pogosjans u. c. izstr&#x101;d&#x101;ju�i ilgtermi&#x146;a laika progno�z&#x113;�anas metodes. Ta�u, k&#x101; raksta meteorologs V. Samoi- &#x13C;enko, atmosf&#x113;ras procesus ietekm&#x113; &#x13C;oti daudz da�&#x101;du fizi�k&#x101;lo un &#x123;eogr&#x101;fisko faktoru, kuru kombin&#x101;ciju skaits jau tuv&#x101;ko 10�15 diennak�u period&#x101; k&#x13C;&#x16B;st fantastisks. Pat vis&#x101;tr&#x101;kie elektroniskie skait&#x13C;ot&#x101;ji nesp&#x113;j savlaikus izana�liz&#x113;t faktoru iesp&#x113;jamo kombin&#x101;ciju milz&#x12B;go daudzumu. Visliel&#x101;k&#x101;s gr&#x16B;t&#x12B;bas sag&#x101;d&#x101; faktoru mijiedarb&#x12B;bas efekta paredz&#x113;�ana.</p><p>Jo vair&#x101;k zin&#x101;m, jo pla�&#x101;ks neatrisin&#x101;to probl&#x113;mu loks atkl&#x101;jas, jo neatlaid&#x12B;g&#x101;k mekl&#x113;jam jaunas pieejas, jaunu skat&#x12B;jumu uz it k&#x101; sen zin&#x101;m&#x101;m par&#x101;d&#x12B;b&#x101;m. T&#x101; ar&#x12B; m&#x113;s izprat&#x101;m las&#x12B;t&#x101;ju interesi par tautas tic&#x113;jumiem laika pa�redz&#x113;�anai. Tikai v&#x101;rds �tic&#x113;jumi� attiec&#x12B;b&#x101; uz �o tautas garamantas veidu �&#x137;ita nepiem&#x113;rots. M&#x16B;supr&#x101;t, piem&#x113;ro�t&#x101;ks ir dzejnieka K&#x101;r&#x13C;a Kr&#x16B;zas lietotais apz&#x12B;m&#x113;jums � lai�kaz&#x12B;mes. Daudz laikaz&#x12B;mju atrad&#x101;m P. Smita �Latvie�u tautas tic&#x113;jumos� un citos izdevumos un ne mazumu at�s&#x16B;t&#x12B;ja �Dabas un v&#x113;stures kalend&#x101;ra� las&#x12B;t&#x101;ji. Izr&#x101;d&#x12B;j&#x101;s, ka laikaz&#x12B;mju kl&#x101;sts gan m&#x16B;su, gan cit&#x101;s taut&#x101;s ir p&#x101;r�steidzo�i liels. Tas liecina, ka m&#x16B;su sen�iem bijusi var�b&#x16B;tiska izpratne par dabas procesiem un par&#x101;d&#x12B;b&#x101;m. Pa�tiesi � ja iedom&#x101;simies, ka ikvienam c&#x113;lonim var b&#x16B;t tikai vienas noteiktas sekas, tad jebkuras laika par&#x101;d&#x12B;bas pare�dz&#x113;�anai pietiktu ar vienu paz&#x12B;mi, vienu laikaz&#x12B;mi. Tom&#x113;r t&#x101; nav. Par katru par&#x101;d&#x12B;bu tauta uzkr&#x101;jusi daudzas paz&#x12B;�mes, kas lietotas kompleksi. Atcer&#x113;simies, k&#x101; Viktora Igo rom&#x101;n&#x101; �J&#x16B;ras &#x13C;audis� vecais j&#x16B;rnieks Zerfr&#x113; br&#x12B;dina kap�teini Klib&#x113;nu: �Ja es b&#x16B;tu j&#x16B;su viet&#x101;, es gan nebrauktu. Kapteini Klib&#x113;n,. su&#x146;u &#x101;da smird p&#x113;c slapjas vilnas. J&#x16B;ras putni jau divas naktis lido ap b&#x101;kas uguni. Slikta z&#x12B;me. Mans barometrs dzen jokus. M&#x113;s esam m&#x113;ness astotaj&#x101; da&#x13C;&#x101;; t&#x101; ir mitruma augst&#x101;k&#x101; pak&#x101;pe. Es nupat redz&#x113;ju, ka zilgalv&#x12B;te sak&#x13C;&#x101;va lapas un &#x101;boli&#x146;� lauk&#x101; iztaisnoja stiebrus. Sliekas lien &#x101;r&#x101;, mu�as ko�, bites izvair&#x101;s lidot, zvirbu&#x13C;i it k&#x101; apsprie�as sav&#x101; starp&#x101;. Zvanu ska&#x146;as dzird t&#x101;lu. �ovakar dzird&#x113;ju Senlin&#x113;ras bazn&#x12B;cas zvan&#x12B;�anu. Turkl&#x101;t saule noriet&#x113;ja net&#x12B;ri. R&#x12B;t b&#x16B;s stipra migla. Es jums neieteiktu braukt. Manupr&#x101;t, migla ir b&#x12B;stam&#x101;ka nek&#x101; v&#x113;tra �� K&#x101; uzzin&#x101;m no turpm&#x101;kaj&#x101;m rom&#x101;na lappus&#x113;m, vec&#x101; j&#x16B;rasvilka paredz&#x113;jums piepild&#x101;s n&#x101;kam&#x101;s dienas p&#x113;cpusdien&#x101;.</p><p>Laikaz&#x12B;mes izteiktas lakonisk&#x101; form&#x101;: �Ja ir tas � b&#x16B;s t&#x101;�, ta�u �is formul&#x113;jums j&#x101;saprot k&#x101; varb&#x16B;tiska nor&#x101;de: �Ja ir tas � visticam&#x101;k, ka b&#x16B;s t&#x101;.�</p><p>Tautas laikaz&#x12B;mes nav izmantojamas primit&#x12B;vi vienpu�s&#x12B;gi un p&#x101;rsteidz&#x12B;gi. Te nepiecie�ama r&#x16B;p&#x12B;ga iedzi&#x13C;in&#x101;�a�n&#x101;s, ilgsto�ajos nov&#x113;rojumos g&#x16B;t&#x101; dabas izj&#x16B;ta.</p><empty-line/><image l:href="#1"/></section><section><title><p><strong>TAUTAS METEOROLO&#x122;ISK&#x100;S GUDR&#x12A;BAS</strong></p></title><p>TAUTAS METEOROLO&#x122;ISK&#x100;S GUDR&#x12A;BAS</p><p>Daudzas laikaz&#x12B;mes viegli izskaidrojamas, pamatojoties uz zin&#x101;tnisk&#x101;s meteorolo&#x123;ijas atzi&#x146;&#x101;m, piem&#x113;ram, tic&#x113;�jums par v&#x113;ju: �Ja v&#x113;j� grie�as pret sauli � b&#x16B;s lie�tus, ja pa saulei � b&#x16B;s labs laiks.� Pirmaj&#x101; gad&#x12B;jum&#x101; veidojas ciklons, kas atnes lietu, bet otraj&#x101; � anticiklons. K&#x101; zin&#x101;ms no meteorolo&#x123;ijas, ciklons saist&#x12B;ts ar gaisa zema spiediena apgabalu, kur v&#x113;ji p&#x16B;� uz centru. Zemes grie�an&#x101;s ietekm&#x113; gaisa pl&#x16B;smas zieme&#x13C;u puslod&#x113; novirz&#x101;s pa labi. T&#x101;p&#x113;c �v&#x113;j� grie�as pret sauli� (respekt&#x12B;vi, pret&#x113;ji pulkste&#x146;a r&#x101;d&#x12B;t&#x101;ju kust&#x12B;bas virzienam). Turpretim anticiklona apgabal&#x101; gaisa spiediens ir relat&#x12B;vi augsts un t&#x101;�p&#x113;c v&#x113;ji p&#x16B;� no centra uz perif&#x113;riju � �grie�as pa saulei�.</p><p>T&#x101;d&#x113;j&#x101;di ar zin&#x101;�an&#x101;m, kas izkl&#x101;st&#x12B;tas A. Zirn&#x12B;�a �Me�teorolo&#x123;ij&#x101;� (izdota 1968. gad&#x101;), piln&#x12B;gi pietiek, lai iz�skaidrotu daudzas laikaz&#x12B;mes, ar&#x12B; t&#x101;s, kas attiecas uz v&#x113;ju.</p><subtitle><a l:href="">Par v&#x113;ju</a></subtitle><p><strong>Ja ilgi ir mier&#x12B;gs laiks un tad s&#x101;k p&#x16B;st v&#x113;j� � b&#x16B;s lietus</strong></p><p><strong>Ja v&#x113;tra ies&#x101;kas dien&#x101; � t&#x101; ir stipr&#x101;ka par v&#x113;tru, kas ies&#x101;kas nakt&#x12B;</strong></p><p><strong>Ja lietus n&#x101;k ar aukstu v&#x113;ju � l&#x12B;s visu dienu </strong></p><p><strong>Ja p&#x113;c maza lietus sace&#x13C;as stiprs v&#x113;j� � b&#x16B;s slikts laiks</strong></p><p><strong>Ja ir viesulis � tre�aj&#x101; dien&#x101; b&#x16B;s lietus </strong></p><p><strong>Ja ziem&#x101; p&#x16B;� liels zieme&#x13C;u v&#x113;j� � n&#x101;kamaj&#x101; dien&#x101; l&#x12B;s </strong></p><p><strong>Ja p&#x113;k�&#x146;i liels v&#x113;j� apst&#x101;jas � b&#x16B;s lietus </strong></p><p><strong>Ja vakar&#x101; v&#x113;j� nost&#x101;jas � b&#x16B;s salna; ja v&#x113;j� pie&#x146;emas � salnas neb&#x16B;s </strong></p><p><strong>Ja, saulei noejot, ce&#x13C;as v&#x113;j� � b&#x16B;s slikts laiks </strong></p><p><strong>Ja v&#x113;j� ce&#x13C;as p&#x113;c saules � pirms saules tas st&#x101;jas </strong></p><p><strong>Ja v&#x113;j� p&#x113;c saules l&#x113;kta pie&#x146;emas sp&#x113;k&#x101;, stipri p&#x16B;� dien&#x101; un vakar&#x101; pierimst � otr&#x101; dien&#x101; b&#x16B;s labs laiks </strong></p><p><strong>Ja kalnos dien&#x101; v&#x113;j� p&#x16B;� no ielejas uz kalniem, bet nakt&#x12B; no kalniem uz ieleju �- saglab&#x101;sies labs laiks</strong></p><p><strong>Ja j&#x16B;ras vai liela ezera krast&#x101; dien&#x101; v&#x113;j� p&#x16B;� no &#x16B;dens uz sauszemi, bet nakt&#x12B; no sauszemes uz &#x16B;deni � saglab&#x101;sies labs laiks </strong></p><p><strong>Ja p&#x16B;� mitrs v&#x113;j� � b&#x16B;s lietus </strong></p><p><strong>Ja p&#x16B;� mitrs v&#x113;j� � snigs</strong></p><p><strong>Ja stipri v&#x113;ji nep&#x16B;� taisni, bet dauz&#x101;s gar pak��iem � dr&#x12B;z b&#x16B;s siltuma un aukstuma mai&#x146;a</strong></p><p><strong>Ja v&#x113;j� lau� rudzus � p&#x113;c trim dien&#x101;m b&#x16B;s krusa un stiprs lietus </strong></p><p><strong>Ja v&#x113;j� smiltis putina � b&#x16B;s lietus Ja viesulis sagrie� smiltis, lapas vai putek&#x13C;us � b&#x16B;s lietus</strong></p><p><strong>Ja v&#x113;j� svilpj � b&#x16B;s lietus Ja v&#x113;j� &#x13C;oti smagi p&#x16B;� � b&#x16B;s lietus </strong></p><p><strong>Ja v&#x113;j� gaudo � b&#x16B;s liels lietus Ja v&#x113;j� gaudo ziem&#x101; � b&#x16B;s m&#x12B;ksts laiks</strong></p><subtitle>Gandr&#x12B;z tikpat viegli zin&#x101;tniski izskaidrot tic&#x113;jumus <a l:href="">par m&#x101;ko&#x146;u izskatu un kust&#x12B;bu</a>.</subtitle><p><strong>Ja, saulei lecot, vakaru pus&#x113; ir m&#x101;ko&#x146;i � taj&#x101; dien&#x101; l&#x12B;s</strong></p><p><strong>Ja karst&#x101; laik&#x101; dr&#x12B;z p&#x113;c saules l&#x113;kta par&#x101;d&#x101;s augsti, roboli m&#x101;ko&#x146;i, kas aug uz aug�u, p&#x113;c tam m&#x101;ko&#x146;u virsotne izpl&#x16B;st, k&#x13C;&#x16B;st l&#x12B;dz&#x12B;ga laktai un no t&#x101;s apak�as uz vis&#x101;m pus&#x113;m izkl&#x12B;st s&#x12B;ki spalvu m&#x101;ko&#x146;i � b&#x16B;s p&#x113;rkona lietus</strong></p><p><strong>Ja no r&#x12B;ta gubu m&#x101;ko&#x146;i s&#x101;k izkl&#x12B;st un debesis virs tiem p&#x101;rvelkas ar bl&#x101;vu augsto m&#x101;ko&#x146;u pl&#x12B;vuru � b&#x16B;s stipras lietusg&#x101;zes</strong></p><p><strong>Ja n&#x101;k melni un balti m&#x101;ko&#x146;i � b&#x16B;s stiprs p&#x113;rkona ne�gaiss</strong></p><p><strong>Ja m&#x101;ko&#x146;i &#x101;tri skrien gar debes&#x12B;m � l&#x12B;s </strong></p><p><strong>Ja m&#x101;ko&#x146;i peld saulei pret&#x12B; � otr&#x101; dien&#x101; l&#x12B;s </strong></p><p><strong>Ja zem&#x101;kie m&#x101;ko&#x146;i iet pret&#x12B; augst&#x101;kajiem � b&#x16B;s lietus </strong></p><p><strong>Ja visi m&#x101;ko&#x146;i iet vien&#x101; virzien&#x101; � b&#x16B;s jauks laiks </strong></p><p><strong>Ja ziemu m&#x101;ko&#x146;i zemu peld � b&#x16B;s sals </strong></p><p><strong>Ja m&#x101;ko&#x146;i n&#x101;k no j&#x16B;ras � sals atlaid&#x12B;sies </strong></p><p><strong>Ja uz j&#x16B;ras nogu&#x13C;as zils m&#x101;ko&#x146;u m&#x16B;ris � gaid&#x101;ms sniegs</strong></p><p><strong>Ja pamal&#x113; gu&#x13C; ies&#x101;rti m&#x101;ko&#x146;i, kas atg&#x101;dina ozolus vai kalnus, � b&#x16B;s p&#x113;rkons</strong></p><p><strong>Ja vair&#x101;kas dienas p&#x113;c k&#x101;rtas redzami balti m&#x101;ko&#x146;i � b&#x16B;s silts laiks</strong></p><p><strong>Ja tievi gari m&#x101;ko&#x146;i, t. s. gaisa laivas ar galu st&#x101;v pret j&#x16B;ru � b&#x16B;s lietus; ja �&#x137;&#x113;rs&#x101;m � sauss laiks</strong></p><p><strong>Ja debesu mal&#x101;s m&#x101;ko&#x146;i nost&#x101;jas laivveid&#x12B;gi � r&#x12B;t l&#x12B;s </strong></p><p><strong>Ja p&#x113;c lietus paliek ribaini m&#x101;ko&#x146;i � vairs nel&#x12B;s; ja bl&#x101;&#x137;aini � v&#x113;l l&#x12B;s</strong></p><p><strong>Ja caur m&#x101;ko&#x146;iem sp&#x12B;d staru �v&#x12B;kas � dr&#x12B;z b&#x16B;s slikts laiks</strong></p><p><strong>Ja, saulei rietot, par&#x101;d&#x101;s vi&#x13C;&#x146;aini m&#x101;ko&#x146;i � b&#x16B;s v&#x113;ji</strong></p><p><strong>Ja saule noriet bl&#x12B;vos spalvu m&#x101;ko&#x146;os � b&#x16B;s slikts laiks</strong></p><p><strong>Ja m&#x101;ko&#x146;i izk&#x101;rtojas k&#x101; zivs un ap&#x146;em rieto�o sauli � b&#x16B;s labs laiks</strong></p><p><strong>Ja vakar&#x101; zieme&#x13C;u un dienvidu debesu pus&#x113; ir m&#x101;�ko&#x146;i � otr&#x101; dien&#x101; l&#x12B;s </strong></p><p><strong>Ja zieme&#x13C;u debesmal&#x101; ir tum�i m&#x101;ko&#x146;i � n&#x101;ks sniegs </strong></p><p><strong>Ja zieme&#x13C;i noskaidroju�ies � b&#x16B;s saulains laiks </strong></p><p><strong>Ja tievie, garie m&#x101;ko&#x146;i, t&#x101; saukt&#x101;s gaisa laivas iet no vakariem uz r&#x12B;tiem � b&#x16B;s lietus; ja no zieme&#x13C;iem uz dienvidiem � b&#x16B;s sauss laiks</strong></p><p><strong>Ja spalvu m&#x101;ko&#x146;i k&#x101; &#x101;&#x137;i vai �ka&#x137;astes� &#x101;tri virz&#x101;s no rietumiem un debess p&#x101;rkl&#x101;jas ar caursp&#x12B;d&#x12B;giem k&#x101;rtainiem spalvu m&#x101;ko&#x146;iem, kas k&#x13C;&#x16B;st aizvien bl&#x12B;v&#x101;ki, � b&#x16B;s slikts laiks</strong></p><p><strong>Ja vasar&#x101; m&#x101;ko&#x146;i iet no zieme&#x13C;iem uz dienvidiem � b&#x16B;s lietus;</strong></p><p><strong>ja otr&#x101;di � b&#x16B;s karsts, jauks laiks Ja ziem&#x101; m&#x101;ko&#x146;i iet no zieme&#x13C;iem uz dienvidiem � b&#x16B;s auksts; ja otr&#x101;di � b&#x16B;s atkusnis</strong></p><p><strong>Ja debess apm&#x101;kusies un pie t&#x101;s par&#x101;d&#x101;s viegli m&#x101;�ko&#x146;i � b&#x16B;s jauks laiks</strong></p><p><strong>Ja no r&#x12B;ta ap pulksten 10 par&#x101;d&#x101;s gubu m&#x101;ko&#x146;i un l&#x12B;dz pulksten 15�16 to skaits pieaug un vakarpus&#x113; paz&#x16B;d � b&#x16B;s labs laiks</strong></p><p><strong>Ja m&#x101;ko&#x146;i aug ozolu izskat&#x101; � b&#x16B;s liels v&#x113;j� un p&#x113;r�kons</strong></p><p><strong>Ja veidojas spalvu m&#x101;ko&#x146;i � otr&#x101; vai tre�aj&#x101; dien&#x101; b&#x16B;s lietus</strong></p><p><strong>Ja m&#x101;ko&#x146;i saiet ap sauli � b&#x16B;s liela v&#x113;tra </strong></p><p><strong>Ja m&#x101;ko&#x146;u gali pagrie�as pret austrumiem � b&#x16B;s skaid�ras un aukstas dienas; ja pret dienvidiem � b&#x16B;s siltas un jaukas dienas; ja pret zieme&#x13C;iem � b&#x16B;s aukstas un apm&#x101;ku�&#x101;s dienas; ja m&#x101;ko&#x146;i d&#x113;d � b&#x16B;s saulains; ja tie aug � b&#x16B;s lietus</strong></p><p>K&#x101; zin&#x101;ms, m&#x101;ko&#x146;i &#x13C;oti akt&#x12B;vi ietekm&#x113; atmosf&#x113;ras pro�cesus. Ta�u, lai nov&#x113;rotu m&#x101;ko&#x146;us un �os nov&#x113;rojumus izmantotu gaid&#x101;m&#x101; laika noteik�anai, j&#x101;prot iz�&#x137;irt da�&#x101;�dus m&#x101;ko&#x146;u veidus. To ir &#x13C;oti daudz. Meteorologi visus m&#x101;ko&#x146;us iedala �&#x101;d&#x101;s �etr&#x101;s liel&#x101;s grup&#x101;s: augstie (s&#x101;kas 6�10 kilometru augstum&#x101;), vid&#x113;jie (m&#x101;ko&#x146;u apak�a 2� 6 kilometru augstum&#x101;), zemie (m&#x101;ko&#x146;u apak�a zem&#x101;k par 2 kilometriem) un vertik&#x101;lie m&#x101;ko&#x146;i (apak�a 0,4�2 kilo�metru augstum&#x101;, bet virsotne var pacelties pat virs 10 ki�lometriem). Augsto m&#x101;ko&#x146;u grupa savuk&#x101;rt tiek iedal&#x12B;ta spalvu, spalvu-gubu un spalvu-sl&#x101;&#x146;u m&#x101;ko&#x146;os; vid&#x113;jie m&#x101;�ko&#x146;i � augstajos gubu un augstajos sl&#x101;&#x146;u m&#x101;ko&#x146;os; ze�mie m&#x101;ko&#x146;i � sl&#x101;&#x146;u-gubu, sl&#x101;&#x146;u un sl&#x101;&#x146;u-lietus m&#x101;ko&#x146;os; vertik&#x101;lie m&#x101;ko&#x146;i � gubu un gubu-lietus m&#x101;ko&#x146;os. Visus min&#x113;tos m&#x101;ko&#x146;u veidus un to kombin&#x101;cijas savuk&#x101;rt iedala v&#x113;l s&#x12B;k&#x101;k,</p><p>Ar&#x12B; tautas laikaz&#x12B;mes iz�&#x137;ir da�&#x101;dus m&#x101;ko&#x146;u veidus, it neviA&#x137;i m&#x101;ko&#x146;u kust&#x12B;bas intensit&#x101;ti un virzienus. Piem&#x113;ra &#x13C;icc apskat&#x12B;sim �&#x101;du tic&#x113;jumu: �Ja m&#x101;ko&#x146;i &#x101;tri skrien r. ir debes&#x12B;m � l&#x12B;s.� M&#x101;ko&#x146;u &#x101;tra kust&#x12B;ba nor&#x101;da uz attie�c&#x12B;go atmosf&#x113;ras sl&#x101;&#x146;u nemier&#x12B;go st&#x101;vokli, uz b&#x16B;tisk&#x101;m p&#x101;rmai&#x146;&#x101;m tajos. Saus&#x101; laik&#x101; �&#x101;das p&#x101;rmai&#x146;as var b&#x16B;t uz lietu. Noteico�a noz&#x12B;me ir augst&#x101;ko m&#x101;ko&#x146;u p&#x101;rvieto��an&#x101;s virzienam, sevi�&#x137;i attiec&#x12B;b&#x101; pret v&#x113;ja virzienu zem&#x101;�kajos atmosf&#x113;ras sl&#x101;&#x146;os, k&#x101; to nor&#x101;da jau min&#x113;t&#x101; laika- z&#x12B;me: ja zem&#x101;kie m&#x101;ko&#x146;i iet pret&#x12B; augst&#x101;kajiem � b&#x16B;s lietus. S&#x101;da m&#x101;ko&#x146;u da�&#x101;dvirziena kust&#x12B;ba zem&#x101;kajos un augst&#x101;kajos atmosf&#x113;ras sl&#x101;&#x146;os nor&#x101;da uz t&#x101;s sevi�&#x137;i ne�mier&#x12B;gu st&#x101;vokli.</p><p>Ne maz&#x101;k noz&#x12B;m&#x12B;ga ir m&#x101;ko&#x146;u veidu sec&#x12B;ba. No meteo�rolo&#x123;ijas zin&#x101;ms, ka par silt&#x101;s gaisa frontes tuvo�anos zi&#x146;o m&#x101;ko&#x146;u gaita �&#x101;d&#x101; sec&#x12B;b&#x101;: spalvu, spalvu-sl&#x101;&#x146;u, aug�stie sl&#x101;&#x146;u, sl&#x101;&#x146;u-lietus un sl&#x101;&#x146;u m&#x101;ko&#x146;i. Nov&#x113;rot&#x101;js ierauga spalvu un sl&#x101;&#x146;u m&#x101;ko&#x146;us, kuri peld 7�8 kilo�metru augstum&#x101;, p&#x101;rsimt kilometru att&#x101;lum&#x101; no nov&#x113;ro��anas vietas. T&#x101; k&#x101; silt&#x101;s gaisa frontes virz&#x12B;�an&#x101;s &#x101;trums ir ap 50 kilometru stund&#x101; un nokri�&#x146;i seko 700�800 kilo�metru aiz m&#x101;ko&#x146;u priek�&#x113;j&#x101;s malas, tos var gaid&#x12B;t apm&#x113;�ram p&#x113;c diennakts. Ar silto gaisa fronti parasti saist&#x101;s ciklona s&#x101;kums. Ciklonu nosl&#x113;dz aukst&#x101; gaisa fronte, ne�reti t&#x101;s ir vair&#x101;kas. Par auksto gaisa fronti signaliz&#x113; t&#x101;di pa�i m&#x101;ko&#x146;u veidi k&#x101; par silto fronti, tikai pret&#x113;j&#x101; sec&#x12B;b&#x101;: sl&#x101;&#x146;u-lietus, tad augstie sl&#x101;&#x146;u un, beidzot, spalvu-sl&#x101;&#x146;u m&#x101;ko&#x146;i.</p><p>&#x13B;oti daudz&#x101;s laikaz&#x12B;m&#x113;s izmantotas t&#x101;das paz&#x12B;mes k&#x101; debess nokr&#x101;sa, r&#x12B;ta un vakara bl&#x101;zma. Tas ar&#x12B; saprotams, jo debess nokr&#x101;sa atkar&#x12B;ga no atmosf&#x113;ras da&#x13C;i&#x146;u lieluma. Jo s&#x12B;k&#x101;kas da&#x13C;i&#x146;as, jo atstarot&#x101; (izklied&#x113;t&#x101;) gaisma tuv&#x101;k spektra zilajai un violetajai malai. Sarkana nokr&#x101;sa lie�cina par gaisa mitruma palielin&#x101;�anos. Kad &#x16B;dens tvaiki p&#x101;riet pilienos, debesis ieg&#x16B;st �pienainu� nokr&#x101;su, jo &#x13C;oti lielas da&#x13C;i&#x146;as s&#x101;k atstarot visus gaismas starus, tikai sa�mazin&#x101;damas t&#x101;s intensit&#x101;ti. Ja izdotos izfiltr&#x113;t atmosf&#x113;ru caur supersmalku filtru, tad debess b&#x16B;tu violeta. P&#x113;c lie�tus, �izmazg&#x101;ta� no putek&#x13C;iem, debess ir zila. Vakaros un r&#x12B;tos, kad saule atrodas tuvu apv&#x101;rsnim, t&#x101;s stariem j&#x101;�lau�as cauri zem&#x101;kajiem atmosf&#x113;ras sl&#x101;&#x146;iem, kuros daudz da�&#x101;da lieluma &#x16B;dens un putek&#x13C;u da&#x13C;i&#x146;u. T&#x101;p&#x113;c bl&#x101;zmai bie�i vien ir spilgti sarkana, zeltaina vai cit&#x101;da nokr&#x101;sa. T&#x101;tad p&#x113;c debess un m&#x101;ko&#x146;u nokr&#x101;sas var objekt&#x12B;vi spriest par atmosf&#x113;ras sast&#x101;vu, par gaisa mitruma palielin&#x101;�anos vai samazin&#x101;�anos un l&#x12B;dz ar to ar&#x12B; par gaid&#x101;maj&#x101;m laika mai&#x146;&#x101;m.</p><p>Zin&#x101;tniski vienk&#x101;r�i izskaidrojama �&#x101;da laikaz&#x12B;me: �<strong>Ja vakar&#x101; s&#x101;rtas debesis � b&#x16B;s sauss laiks.�</strong> &#x145;emot v&#x113;r&#x101; iztvaiko�anu dien&#x101;, vakar&#x101; varam sagaid&#x12B;t miglas un m&#x101;�ko&#x146;u veido�anos. Ta�u debess s&#x101;rt&#x101; nokr&#x101;sa liecina, ka &#x16B;dens pilieni gais&#x101; neveidojas, jo tad debess b&#x16B;tu b&#x101;lgana. T&#x101;tad, siltajam virszemes gaisam pace&#x13C;oties un atdzies�tot, &#x16B;dens pilieni nerodas, jo gaiss ir p&#x101;r&#x101;k sauss. R&#x12B;t lie�tus noteikti nav gaid&#x101;ms. Turpretim no r&#x12B;ta t&#x101;dai pa�ai debess nokr&#x101;sai jau ir cita noz&#x12B;me. No r&#x12B;ta p&#x113;c sp&#x113;c&#x12B;gas atdzi�anas nakt&#x12B; gais&#x101; eso�ajiem &#x16B;dens tvaikiem j&#x101;kon�dens&#x113;jas migl&#x101;. Ta�u debess sarkan&#x101; nokr&#x101;sa liecina, ka �&#x101;da kondens&#x101;cija nav notikusi. Ac&#x12B;mredzot siltuma izsta�ro�anu no zemes virsmas trauc&#x113;jis �ekr&#x101;ns� � ar mit�rumu bag&#x101;tie augst&#x101;kie atmosf&#x113;ras sl&#x101;&#x146;i. S&#x101;da mitruma bag&#x101;t&#x12B;ba atmosf&#x113;r&#x101; liecina par gaid&#x101;majiem nokri�&#x146;iem.</p><subtitle><a l:href="">Par debes&#x12B;m:</a></subtitle><p><strong>Ja agri no r&#x12B;ta debesis pel&#x113;kas � b&#x16B;s labs laiks; ja s&#x101;rtas � b&#x16B;s lietus</strong></p><p><strong>Ja, saulei lecot, debesmal&#x101; redzams gai�s m&#x101;konis � b&#x16B;s jauks, skaidrs laiks </strong></p><p><strong>Ja, saulei rietot, m&#x101;ko&#x146;i sarkst � b&#x16B;s lietus </strong></p><p><strong>Ja debesis ir t&#x12B;ri zil&#x101; kr&#x101;s&#x101; � b&#x16B;s labs laiks </strong></p><p><strong>Ja m&#x101;ko&#x146;i sarkani � b&#x16B;s zibens</strong></p><p><strong>Ja n&#x101;k sarkani un br&#x16B;ni m&#x101;ko&#x146;i � b&#x16B;s neliels p&#x113;rkona negaiss</strong></p><p><strong>Ja debe�i ir br&#x101;zmaini sarkani � b&#x16B;s krusa </strong></p><p><strong>Ja zemu peld svina pel&#x113;ki vai ugunssarkani m&#x101;ko&#x146;i � b&#x16B;s v&#x113;j�</strong></p><p><strong>Ja no r&#x12B;ta debesis ir spilgti sarkanas � b&#x16B;s v&#x113;j� un lietus</strong></p><p><strong>Ja r&#x12B;tausma ir gai�i s&#x101;rta vai zeltaina � b&#x16B;s labs laiks </strong></p><p><strong>Ja austrumi r&#x12B;t&#x101; iztv&#x12B;kst � dien&#x101; l&#x12B;s </strong></p><p><strong>Ja vakara bl&#x101;zma stipri sarkana un saule noiet se�vi�&#x137;i spilgta � b&#x16B;s stiprs v&#x113;j�</strong></p><p><strong>Ja v&#x113;jain&#x101; laik&#x101;, saulei rietot, m&#x101;ko&#x146;i kr&#x101;sojas sar�kani � n&#x101;kamaj&#x101; dien&#x101; v&#x113;j� nerimsies</strong></p><p><strong>Ja vakar&#x101; debes&#x12B;s ir sarkanas sv&#x12B;tras � otr&#x101; dien&#x101; b&#x16B;s stiprs v&#x113;j�</strong></p><p><strong>Ja ruden&#x12B; rieta pamale k&#x13C;&#x16B;st sarkana � b&#x16B;s auksts, salna</strong></p><p><strong>Ja, saulei rietot, vakarpuse za&#x13C;a �� b&#x16B;s aukstums </strong></p><p><strong>Ja vakar&#x101; debesis noskaidrojas un v&#x113;j� p&#x101;rst&#x101;j � b&#x16B;s salna</strong></p><p><strong>Ja vakar&#x101; dzidras debesis un auksta rasa � b&#x16B;s salna </strong></p><p><strong>Ja pie vakara k&#x101;d&#x101; viet&#x101; debess noskaidrojas � n&#x101;ka�maj&#x101; dien&#x101; no t&#x101;s puses n&#x101;ks v&#x113;j�</strong></p><p>No atmosf&#x113;ras st&#x101;vok&#x13C;a atkar&#x12B;ga saules un m&#x113;ness no�kr&#x101;sa, t&#x101;pat ar&#x12B; daudzas ar debess sp&#x12B;dek&#x13C;iem saist&#x12B;tas par&#x101;d&#x12B;bas � stabi, ri&#x146;&#x137;i, �d&#x101;rzs�, �ragi� u. c. Laikaz&#x12B;mes strikti iz�&#x137;ir saules izskatu, tai lecot, dien&#x101; un norietot. T&#x101;p&#x113;c izdal&#x12B;sim t&#x101;s atsevi�&#x137;i.</p><subtitle><a l:href="">saules izskats:</a></subtitle><p><strong>Ja, saulei lecot, ap to lido sarkani m&#x101;ko&#x146;i � l&#x12B;s </strong></p><p><strong>Ja saule uzlec skaisti, bet iebrien m&#x101;ko&#x146;os � l&#x12B;s; ja saule uzlec m&#x101;ko&#x146;os, bet izbrien no tiem � b&#x16B;s skaista diena </strong></p><p><strong>Ja saule lec uz m&#x101;ko&#x146;ain&#x101;m debes&#x12B;m � l&#x12B;s; ja uz gai�&#x101;m � b&#x16B;s labs laiks</strong></p><p><strong>Ja, saulei lecot, staru vid&#x16B; ir tum�i m&#x101;ko&#x146;i � b&#x16B;s lietus </strong></p><p><strong>Ja, saulei lecot, pret&#x113;j&#x101; debespus&#x113; ir lietus t&#x16B;ce � taj&#x101; pa�&#x101; dien&#x101; l&#x12B;s</strong></p><p><strong>Ja p&#x113;c saules uzlek�anas piln&#x12B;gi skaidr&#x101;s debes&#x12B;s rie�tumos ilgi redzama sudrabota bl&#x101;zma � saglab&#x101;sies labs laiks</strong></p><p><strong>Ja p&#x113;c saules l&#x113;kta stari pace&#x13C;as kuplos k&#x16B;&#x13C;os � b&#x16B;s lietus</strong></p><p><strong>Ja saulei lecot ir gari stari � l&#x12B;s</strong></p><p><strong>Ja, saulei lecot, r&#x12B;ta puse sarkana, taj&#x101; lieli stari, tai virs&#x16B; sarkans stabs � b&#x16B;s slikts laiks </strong></p><p><strong>Ja saulei uzlecot nav spo�u staru � b&#x16B;s labs laiks </strong></p><p><strong>Ja saulei p&#x113;c l&#x113;kta virs&#x16B; redzams stabs � b&#x16B;s lietus </strong></p><p><strong>Ja saule uzlec sarkana � b&#x16B;s v&#x113;tra </strong></p><p><strong>Ja saule lecot ir s&#x101;rta un v&#x113;l&#x101;k top melna � b&#x16B;s lietus </strong></p><p><strong>Ja saule uzlec dzelten&#x101;, b&#x101;l&#x101; vai za&#x13C;gan&#x101; migl&#x101; � b&#x16B;s nokri�&#x146;i</strong></p><p><strong>Ja saule lec, kad dzeltens gaiss, � p&#x113;cpusdien&#x101; b&#x16B;s p&#x113;rkons</strong></p><p><strong>Ja pirms saules pamale dzeltena � b&#x16B;s v&#x113;tra; ja sarkana � b&#x16B;s jauks laiks</strong></p><p><strong>Ja saulei lecot apk&#x101;rt Ir b&#x101;ls ri&#x146;&#x137;is � gaid&#x101;ma liela v&#x113;tra un lietus</strong></p><p><strong>Ja p&#x113;c saules cejas v&#x113;j� � dr&#x12B;z l&#x12B;s </strong></p><p><strong>Ja saulei dien&#x101; lieli stari � b&#x16B;s aukstums, pute&#x146;i </strong></p><p><strong>Ja saulei stari redzami uz leju � b&#x16B;s lietus; ja uz aug�u � b&#x16B;s sauss laiks</strong></p><p><strong>Ja no saules, tai lecot vai rietot, n&#x101;k gari stari � b&#x16B;s lietus</strong></p><p><strong>Ja saule dedzina un spiestin spie� � b&#x16B;s p&#x113;rkona ne�gaiss</strong></p><p><strong>Ja vakar&#x101; saule sp&#x12B;d spo�i � b&#x16B;s jauks laiks; ja b&#x101;li � b&#x16B;s p&#x113;rkona negaiss</strong></p><p><strong>Ja pie saules rodas stabi vai t&#x101; saukt&#x101;s viltus saules � kj&#x16B;s silt&#x101;ks</strong></p><p><strong>Ja vasaru pie.saules stabi redzami � b&#x16B;s karsts laiks </strong></p><p><strong>Ja ziemu pie saules stabi redzami � sagaid&#x101;ms auksts laiks</strong></p><p><strong>Ja ap sauli ir d&#x101;rzs jeb ri&#x146;&#x137;is � b&#x16B;s ilgs slapjdra&#x146;&#x137;is </strong></p><p><strong>Ja dien&#x101; ap sauli tum�s gredzens � b&#x16B;s vair&#x101;kas die�nas ilgs lietus un v&#x113;j� </strong></p><p><strong>Ja ap sauli ir liels ri&#x146;&#x137;is � b&#x16B;s v&#x113;ji; ja mazs ri&#x146;&#x137;is � b&#x16B;s lietus</strong></p><p><strong>Ja vasar&#x101; aiz saules redzama it k&#x101; otra saule �&gt; b&#x16B;s lietus</strong></p><p><strong>Ja saulei ab&#x101;s pus&#x113;s ir t. s. tulznas � vair&#x101;kkr&#x101;su plan�kumi � b&#x16B;s lietus</strong></p><p><strong>Ja ap sauli, tai lecot vai rietot, ir s&#x101;rts vai za&#x13C;gans gredzens, b&#x16B;s vair&#x101;kas dienas ilgs lietus un v&#x113;j�</strong></p><p><strong>Ja ap sauli gai�s gredzens, kas noz&#x16B;dot nesairst gaba�los, � b&#x16B;s ilgsto�i jauks un sauss laiks</strong></p><p><strong>Ja ap sauli ir gredzens, kas noz&#x16B;d sairstot, � no t&#x101;s puses, kur s&#x101;kas sairums, n&#x101;ks stiprs v&#x113;j�</strong></p><p><strong>Ja saule p&#x101;rkl&#x101;jas ar sarkanu bl&#x101;zmu � b&#x16B;s v&#x113;tras un v&#x113;ji</strong></p><p><strong>Ja vienlaikus sp&#x12B;d saule un l&#x12B;st lietus � b&#x16B;s jauks laiks </strong></p><p><strong>Ja saule riet spo�a � b&#x16B;s labs laiks </strong></p><p><strong>Ja saule noriet sarkdama � gaid&#x101;ma laika mai&#x146;a </strong></p><p><strong>Ja saule noriet liela un sarkana pie skaidr&#x101;m debes&#x12B;m � b&#x16B;s labs laiks</strong></p><p><strong>Ja virs saules, tai rietot, redzams stabs � n&#x101;ks auksts laiks</strong></p><p><strong>Ja saule par&#x101;d&#x101;s tikai rietot � b&#x16B;s slikts laiks </strong></p><p><strong>Ja saule rietot paz&#x16B;d � b&#x16B;s lietus </strong></p><p><strong>Ja saule rietot iebrien pel&#x113;kos m&#x101;ko&#x146;os � l&#x12B;s </strong></p><p><strong>Ja saule vakar&#x101; aiziet aiz m&#x101;ko&#x146;a � r&#x12B;t l&#x12B;s;</strong></p><p><strong>ja noriet neaizkl&#x101;jusies � b&#x16B;s saule </strong></p><p><strong>Ja ap rieto�u sauli veidojas roboti m&#x101;ko&#x146;i � bus v&#x113;j� </strong></p><p><strong>Ja, saulei rietot, veidojas �&#x137;iedraini m&#x101;ko&#x146;i � rit b&#x16B;s v&#x113;j�</strong></p><p><strong>Ja saule noriet b&#x101;la � b&#x16B;s lietus </strong></p><p><strong>Ja saule riet s&#x101;rtos m&#x101;ko&#x146;os � b&#x16B;s v&#x113;j� </strong></p><p><strong>Ja, saulei rietot, m&#x101;ko&#x146;i s&#x101;rtojas un k&#x13C;&#x16B;st tum�i � rit l&#x12B;s;</strong></p><p><strong>ja s&#x101;rtojas un k&#x13C;&#x16B;st gai�i� b&#x16B;s sauss laiks </strong></p><p><strong>Ja saule rietot iebrien sarkan&#x101; migl&#x101; � r&#x12B;t b&#x16B;s v&#x113;tra </strong></p><p><strong>Ja, saulei rietot, r&#x12B;ta pus&#x113; ir sarkani padebe�i � gai�d&#x101;ms lietus</strong></p><p><strong>Ja, saulei rietot, zieme&#x13C;u puse pilna melniem m&#x101;ko�&#x146;iem � b&#x16B;s lietus; ja dienvidu pus&#x113; ir staraini m&#x101;ko&#x146;i � b&#x16B;s p&#x113;rkons </strong></p><p><strong>Ja, saulei rietot, zieme&#x13C;os nav m&#x101;ko&#x146;u � b&#x16B;s jauks laiks</strong></p><p>Laikaz&#x12B;m&#x113;s bie�i izmantotas ar&#x12B; m&#x113;ness paz&#x12B;mes, ta�u daudzas no t&#x101;m attiecas uz �&#x12B; sp&#x12B;dek&#x13C;a st&#x101;vokli (f&#x101;z&#x113;m). M&#x113;ness f&#x101;�u mai&#x146;as ietekme uz laika apst&#x101;k&#x13C;iem v&#x113;l nav pietiekami zin&#x101;tniski izp&#x113;t&#x12B;ta, tom&#x113;r tautas nov&#x113;rojumos t&#x101;m ir ier&#x101;d&#x12B;ta liela vieta. T&#x101;p&#x113;c uzskait&#x12B;sim ar&#x12B; laika�z&#x12B;mes, kur&#x101;s izmantotas m&#x113;ness izskata un st&#x101;vok&#x13C;a pa�z&#x12B;mes.</p><subtitle><a l:href="">m&#x113;ness izskata un st&#x101;vok&#x13C;a pa�z&#x12B;mes.</a></subtitle><p><strong>Ja novembr&#x12B; m&#x113;nesim skaidri redzami ragi � tie r&#x101;da, no kuras puses n&#x101;ks v&#x113;j�</strong></p><p><strong>Ja m&#x113;ne�a s&#x101;kum&#x101; m&#x113;nesim aug ragi dienvidos � visu m&#x113;nesi b&#x16B;s silts laiks; ja zieme&#x13C;os � ziem&#x101; b&#x16B;s auksts, vasar&#x101; � v&#x113;jains </strong></p><p><strong>Ja m&#x113;ne�a s&#x101;kum&#x101; m&#x113;ness st&#x101;v aug�p&#x113;dus � visu m&#x113;�nesi b&#x16B;s slikts laiks </strong></p><p><strong>Ja m&#x113;nesim ragi aug�&#x101; � b&#x16B;s putenis vai auksts laiks </strong></p><p><strong>Ja m&#x113;nesim apk&#x101;rt rodas d&#x101;rzs, gai�s laukums � laiks groz&#x12B;sies </strong></p><p><strong>Ja ap m&#x113;nesi mazs d&#x101;rzs � slikts laiks b&#x16B;s dr&#x12B;z; ja liels d&#x101;rzs � slikts laiks b&#x16B;s p&#x113;c vair&#x101;k&#x101;m dien&#x101;m </strong></p><p><strong>Ja ziem&#x101; ap m&#x113;nesi ir d&#x101;rzs � b&#x16B;s v&#x113;tra ar sniegu </strong></p><p><strong>Ja ap pilnu m&#x113;nesi ir d&#x101;rzs � b&#x16B;s lietus </strong></p><p><strong>Ja m&#x113;nesim apk&#x101;rt spo�s d&#x101;rzs � b&#x16B;s v&#x113;j� </strong></p><p><strong>Ja ap m&#x113;nesi par&#x101;d&#x101;s pilns sarkans d&#x101;rzs -=� b&#x16B;s v&#x113;j�</strong></p><p><strong>Ja ap m&#x113;nesi ir miglains ri&#x146;&#x137;is � b&#x16B;s sniegputenis </strong></p><p><strong>Ja m&#x113;nes&#x12B; ir daudz m&#x101;ku&#x13C;u � b&#x16B;s lietus </strong></p><p><strong>Kur&#x101; m&#x113;ness pus&#x113; d&#x101;rzs veidojas � no t&#x101;s p&#x16B;t&#x12B;s v&#x113;j� </strong></p><p><strong>No k&#x101;das puses m&#x113;ness d&#x101;rzs izz&#x16B;d � no t&#x101;s n&#x101;ks v&#x113;j� </strong></p><p><strong>Ja ap m&#x113;nesi d&#x101;rzs k&#x13C;&#x16B;st caursp&#x12B;d&#x12B;gs un paz&#x16B;d � b&#x16B;s skaidrs laiks</strong></p><p><strong>Ja m&#x113;ness d&#x101;rzs ir liels un caurredzams � b&#x16B;s salna </strong></p><p><strong>Ja m&#x113;ness kr&#x101;sa b&#x101;la, du&#x13C;&#x137;aina vai tas ir k&#x101; balt&#x101; apl&#x12B; � b&#x16B;s lietus </strong></p><p><strong>Ja m&#x113;ness b&#x101;ls � b&#x16B;s lietus; ja tas spo�s � b&#x16B;s skaists laiks; ja sarkans � b&#x16B;s stiprs v&#x113;j�; ja neskaidrs vai zilgans � b&#x16B;s lietus; ja liekas sarkan&#x12B;gs � k&#x13C;&#x16B;s silt&#x101;ks</strong></p><p><strong>Ja piln&#x101; m&#x113;nes&#x12B; ir slikts laiks � jaun&#x101; m&#x113;nes&#x12B; b&#x16B;s labs; ja jaun&#x101; m&#x113;nes&#x12B; ir sauss laiks � piln&#x101; m&#x113;nes&#x12B; l&#x12B;s </strong></p><p><strong>Ja pilns m&#x113;ness ir skaidrs � b&#x16B;s labs laiks </strong></p><p><strong>Ja pilns m&#x113;ness atstaro atspulgu � l&#x12B;s </strong></p><p><strong>Ja m&#x113;ness tr&#x12B;s dienas pirms piln&#x101; vai jaun&#x101; st&#x101;vok&#x13C;a sp&#x12B;d gai�i, bez miglas un m&#x101;ko&#x146;iem, � b&#x16B;s jauks laiks</strong></p><p><strong>Ja m&#x113;ness tr&#x12B;s dienas p&#x113;c piln&#x101; vai jaun&#x101; st&#x101;vok&#x13C;a sp&#x12B;d skaidri, bez m&#x101;ko&#x146;iem un miglas, � b&#x16B;s jauks laiks </strong></p><p><strong>Ja n&#x101;k jauns m&#x113;ness � iest&#x101;sies cit&#x101;ds laiks </strong></p><p><strong>Ja vasar&#x101; jauns skaidrs m&#x113;ness � s&#x101;ksies siltas naktis </strong></p><p><strong>Ja labs laiks jaun&#x101; m&#x113;nes&#x12B; � labs b&#x16B;s visu m&#x113;nesi </strong></p><p><strong>Ja jaun&#x101; m&#x113;ness pirm&#x101; nakts ir skaidra � vismaz tr&#x12B;s dienas b&#x16B;s skaidrs laiks</strong></p><p><strong>Ja jauns m&#x113;ness nav redzams l&#x12B;dz ceturtajai dienai � b&#x16B;s negaiss</strong></p><p><strong>Ja jaunam m&#x113;nesim ir tum�i ragi vai tum�s tikai pats &#x137;ermenis � vasar&#x101; b&#x16B;s lietus; ja t&#x101;ds pats izskats ziem&#x101; � b&#x16B;s m&#x12B;ksts laiks</strong></p><p>Daudz&#x101;s laikaz&#x12B;m&#x113;s izmantoti nov&#x113;rojumi par zvaig�zn&#x113;m. Te tauta izvirz&#x12B;jusi apm&#x113;ram t&#x101;das pa�as paz&#x12B;mes k&#x101; attiec&#x12B;b&#x101; uz sauli un m&#x113;nesi. Protams, iev&#x113;rota zvaig��&#x146;u specifika, piem&#x113;ram, t&#x101; saucam&#x101; tr&#x12B;su&#x13C;o�ana. Zvaig�&#x146;u tr&#x12B;su&#x13C;o�anu izraisa k&#x101;di viet&#x113;jie apst&#x101;k&#x13C;i, kas trauc&#x113; nor�m&#x101;lu gaismas izplat&#x12B;�anos, piem&#x113;ram, sajaucas gaisa sl&#x101;&#x146;i, kam da�&#x101;da temperat&#x16B;ra un mitrums. Tad notiek pastiprin&#x101;ta mitruma kondens&#x113;�an&#x101;s, kam seko nokri�&#x146;i.</p><subtitle><a l:href="">Zvaig�&#x146;u izskats:</a></subtitle><p><strong>Ja debes&#x12B;s daudz zvaig�&#x146;u � tre�aj&#x101; dien&#x101; b&#x16B;s slikts laiks</strong></p><p><strong>Ja ziemu daudz zvaig�&#x146;u � b&#x16B;s auksts laiks </strong></p><p><strong>Ja Piena Cej� ir t&#x12B;rs un pilns ar zvaigzn&#x113;m � b&#x16B;s labs laiks</strong></p><p><strong>Ja ap zvaigzn&#x113;m veidojas mazi d&#x101;rzi&#x146;i � b&#x16B;s lietus </strong></p><p><strong>Ja Piena Ce&#x13C;a zvaigznes ir k&#x101; migl&#x101; t&#x12B;tas � b&#x16B;s slikts laiks</strong></p><p><strong>Ja ap zvaigzn&#x113;m v&#x113;rojami it k&#x101; balti ri&#x146;&#x137;&#x12B;�! � b&#x16B;s jauks un skaidrs laiks;</strong></p><p><strong>ja ri&#x146;&#x137;&#x12B;�i ir k&#x101;d&#x101; cit&#x101; kr&#x101;s&#x101; vai zvaigznes ir nespod�ras � b&#x16B;s groz&#x12B;gs laiks, v&#x113;j� un lietus</strong></p><p><strong>Kur&#x101; pus&#x113; zvaigzn&#x113;m stari izskat&#x101;s gar&#x101;ki � no t&#x101;s puses b&#x16B;s valdo�ais v&#x113;j� </strong></p><p><strong>Ja zvaigznes spo�i sp&#x12B;d � b&#x16B;s skaists laiks </strong></p><p><strong>Ja nakt&#x12B; zvaigznes tr&#x12B;su&#x13C;o � ziem&#x101; b&#x16B;s sniegs vai pu�tenis;</strong></p><p><strong>ja tas pats vasar&#x101; � b&#x16B;s lietus</strong></p><p><strong>Ja Piena Ce&#x13C;&#x101; zvaigznes nep&#x101;rtraukti kustas b&#x16B;s stiprs v&#x113;j�</strong></p><p><strong>Ja zvaigznes kr&#x12B;t � b&#x16B;s v&#x113;jains un sauss laiks</strong></p><p>&#x13B;oti svar&#x12B;ga paz&#x12B;me daudz&#x101;s laikaz&#x12B;m&#x113;s ir temperat&#x16B;ras mai&#x146;a diennakts gait&#x101;. Ja ir nostabiliz&#x113;jies saulains laiks, v&#x113;rojamas krasi izteiktas at�&#x137;ir&#x12B;bas starp maksim&#x101;lo tem�perat&#x16B;ru dienas vid&#x16B; (pareiz&#x101;k � nedaudz p&#x113;cpusdien&#x101;) un minim&#x101;lo temperat&#x16B;ru nakt&#x12B; uz r&#x12B;ta pusi vai agri no r&#x12B;ta. Starp&#x12B;ba starp maksim&#x101;lo un minim&#x101;lo temperat&#x16B;ru diennakts gait&#x101; samazin&#x101;s, ja pieaug gaisa mitrums un m&#x101;ko&#x146;u daudzums. Tas liecina par gaid&#x101;miem nokri�&#x146;iem Skaidr&#x101; laik&#x101; vakar&#x101;, nakt&#x12B; un no r&#x12B;ta me�&#x101; noteikti ir silt&#x101;ks nek&#x101; klaj&#x101; lauk&#x101;, jo koku vainagi aizkav&#x113; siltuma izstaro�anu. T&#x101; k&#x101; aukstais gaiss ir smag&#x101;ks par silto, tad klus&#x101; bezv&#x113;ja laik&#x101; tas uzkr&#x101;jas zem&#x101;kaj&#x101;s viet&#x101;s, t&#x101;�p&#x113;c �&#x101;d&#x101;s nakt&#x12B;s paugura virsotn&#x113; ir silt&#x101;ks nek&#x101; t&#x101; pa�k&#x101;j&#x113;. Par �&#x12B;m likumsakar&#x12B;b&#x101;m liecina nov&#x113;rojumi, kas iz�teikti �&#x101;d&#x101;s laikaz&#x12B;m&#x113;s.</p><subtitle><a l:href="">aukstais gaiss ir smag&#x101;ks par silto</a></subtitle><p><strong>Ja ir salts vakars � b&#x16B;s karsta diena </strong></p><p><strong>Ja nakts dzedra � b&#x16B;s skaista diena </strong></p><p><strong>Ja nakt&#x12B; kluss un dzestrs � laiks uzlabosies</strong></p><p><strong>Ja skaidr&#x101; nakt&#x12B; debesis atveras, veidojas bl&#x101;zma � b&#x16B;s sauss laiks</strong></p><p><strong>Ja sp&#x113;c&#x12B;gi un strauji n&#x101;k v&#x113;sums � dro�i, ka uzlabosies laiks</strong></p><p><strong>Ja nakts silta � dien&#x101; b&#x16B;s lietus </strong></p><p><strong>Ja vasaras r&#x12B;t&#x101; apm&#x101;cies un silts � l&#x12B;s lietus </strong></p><p><strong>Ja p&#x113;cpusdien&#x101; ir p&#x101;r&#x101;k skaidrs un karsts laiks � n&#x101;�kamaj&#x101; dien&#x101; b&#x16B;s lietus</strong></p><p><strong>Ja vien&#x101;di silts dien&#x101; un nakti, ielej&#x101;s un pakalnos, me�&#x101; un lauk&#x101; � gaid&#x101;ms nejauks laiks</strong></p><p><strong>Ja me�&#x101; k&#x13C;&#x16B;st j&#x16B;tami silt&#x101;ks nek&#x101; lauk&#x101; � laiks uzla�bosies</strong></p><p><strong>Ja vakar&#x101; me�&#x101; silt&#x101;ks nek&#x101; lauk&#x101; � b&#x16B;s skaists, sau�lains laiks</strong></p><p>No gaisa mitruma, v&#x113;ja virziena un temperat&#x16B;ras da�&#x101;�dos atmosf&#x113;ras sl&#x101;&#x146;os atkar&#x12B;ga ska&#x146;u izplat&#x12B;�an&#x101;s un to raksturs. Ar&#x12B; uz �&#x101;d&#x101;m paz&#x12B;m&#x113;m pamatojas daudzas laika�z&#x12B;mes.</p><subtitle><a l:href="">ska&#x146;u izplat&#x12B;�an&#x101;s</a></subtitle><p><strong>Ja gaiss skan&#x12B;gs, dzied � tuv&#x101;kaj&#x101;s dien&#x101;s b&#x16B;s skaists laiks</strong></p><p><strong>Ja vasar&#x101; vilciens t&#x101;lu un skaidri dzirdams b&#x16B;s labs laiks</strong></p><p><strong>Ja dzird t&#x101;lu troksni � b&#x16B;s labs, sauss laiks </strong></p><p><strong>Ja telegr&#x101;fa vadi d�inkst � b&#x16B;s lietus vai sniegs </strong></p><p><strong>Ja miglain&#x101; r&#x12B;t&#x101;, izkapti asinot, �v&#x12B;ksti t&#x101;lu skan � b&#x16B;s labs laiks </strong></p><p><strong>Ja ir ska&#x13C;� laiks � p&#x113;c trim dien&#x101;m b&#x16B;s lietus </strong></p><p><strong>Ja p&#x113;c lietus pasaule skan � vairs nel&#x12B;s </strong></p><p><strong>Ja gaiss spied&#x12B;gs, smac&#x12B;gs, sut&#x12B;gs � b&#x16B;s lietus </strong></p><p><strong>Ja atbalsi t&#x101;lu dzird � b&#x16B;s labs laiks </strong></p><p><strong>Ja no me�a skan skaidra atbalss � b&#x16B;s labs laiks </strong></p><p><strong>Ja me�&#x101; atbalss neatskan � gaid&#x101;ms lietus</strong></p><p>No gaisa mitruma un temperat&#x16B;ras mai&#x146;&#x101;m atkar&#x12B;ga miglas, rasas vai sarmas veido�an&#x101;s. Rasa vasar&#x101; un sarma ruden&#x12B; un ziem&#x101; par&#x101;d&#x101;s uz r&#x12B;ta pusi, kad nakt&#x12B; zemes virsma izstarojusi daudz siltuma. Zem&#x101;kajam gaisa sl&#x101;nim atdziestot, tan&#x12B; eso�ie &#x16B;dens tvaiki kondens&#x113;jas � rodas migla vai sarma. Siltuma izstaro�anu nakt&#x12B; sekm&#x113; skaidra debess un bezv&#x113;j�, bet t&#x101;di apst&#x101;k&#x13C;i Ir saulain&#x101; un klus&#x101; laik&#x101;. Ja rasa dien&#x101; ilgi neiztvaiko, tas liecina, ka gais&#x101; daudz mitruma un var sagaid&#x12B;t lietu. Migla vei�dojas l&#x12B;dz&#x12B;gos apst&#x101;k&#x13C;os gaisa apak�&#x113;j&#x101; sl&#x101;n&#x12B;. Virs t&#x101; gan�dr&#x12B;z vienm&#x113;r ir skaidras debesis bez m&#x101;ko&#x146;iem.</p><subtitle><a l:href="">miglas, rasas vai sarmas veido�an&#x101;s</a></subtitle><p><strong>Ja vasaras r&#x12B;t&#x101; nav rasas � pievakar&#x113; l&#x12B;s </strong></p><p><strong>ja ir liela rasa � todien nel&#x12B;s </strong></p><p><strong>Ja vakar&#x101; p&#x113;c saules nav rasas � otr&#x101; dien&#x101; l&#x12B;s </strong></p><p><strong>Ja nakt&#x12B; nav rasas un zem&#x101;kaj&#x101;s viet&#x101;s nav miglas � n&#x101;kamdien l&#x12B;s </strong></p><p><strong>Ja vasar&#x101; migla no r&#x12B;ta sace&#x13C;as gais&#x101; � dr&#x12B;z l&#x12B;s; ja nogulstas zem&#x113; � b&#x16B;s saulains </strong></p><p><strong>Ja ziemas migla lai�as uz leju � b&#x16B;s atkusnis </strong></p><p><strong>Ja vakar&#x101; un nakt&#x12B; zem&#x101;s viet&#x101;s sakr&#x101;jas migla, kas p&#x113;c saules l&#x113;kta izkl&#x12B;st, � b&#x16B;s jauks laiks </strong></p><p><strong>Ja vakar&#x101; no upes ce&#x13C;as migla � b&#x16B;s labs siena laiks </strong></p><p><strong>Ja prie�u me�os lietus laik&#x101; ce&#x13C;as zilgana migla � b&#x16B;s labs laiks</strong></p><p><strong>Ja gaiss ziem&#x101; virs me�a k&#x13C;&#x16B;st zilgans � b&#x16B;s silts laiks</strong></p><p><strong>Ja skaidr&#x101; vasaras dien&#x101; debes&#x12B;s saredzama it k&#x101; migla � b&#x16B;s skaists laiks </strong></p><p><strong>Ja ziem&#x101; kupla sarma � b&#x16B;s skaidrs un auksts laiks </strong></p><p><strong>Ja kokus p&#x101;rkl&#x101;j sarma � k&#x13C;&#x16B;s silt&#x101;ks Ja nakt&#x12B; uzn&#x101;k sarma � dien&#x101; nesnieg</strong></p><p>Ne mazums laikaz&#x12B;mju, kas v&#x113;sta par lietus tuvo�anos vai t&#x101; p&#x101;rst&#x101;�anu, pamatojas uz pa�a lietus un da�&#x101;d&#x101;m t&#x101; blakus par&#x101;d&#x12B;b&#x101;m.</p><p>L&#x12B;dz&#x12B;gas ir laikaz&#x12B;mes, kas paredz sniega segas notu�r&#x12B;bu un da�as citas ziemas par&#x101;d&#x12B;bas.</p><subtitle><a l:href="">l&#x12B;st lietus:</a></subtitle><p><strong>Ja lietus l&#x12B;st bez v&#x113;ja � l&#x12B;s v&#x113;l ilgsto�i </strong></p><p><strong>Ja lietus n&#x101;k ar aukstu v&#x113;ju � l&#x12B;s visu dienu </strong></p><p><strong>Ja p&#x113;c &#x12B;sa lietus sace&#x13C;as stiprs v&#x113;j� � l&#x12B;s v&#x113;l </strong></p><p><strong>Ja lietus laik&#x101; v&#x113;j� grie�as pa saulei � tas beigsies; ja pret sauli � l&#x12B;s v&#x113;l</strong></p><p><strong>Ja p&#x113;c lietus &#x101;tri noskaidrojas � dr&#x12B;z l&#x12B;s atkal</strong></p><p><strong>Ja s&#x101;k l&#x12B;t agri r&#x12B;t&#x101; � nel&#x12B;s ilgi; ja pusdienlaik&#x101; vai p&#x113;cpusdien&#x101; � l&#x12B;s ilgi</strong></p><p><strong>Ja lietus iel&#x12B;st no r&#x12B;ta austrumu v&#x113;j&#x101; � l&#x12B;s visu dienu </strong></p><p><strong>Ja p&#x113;c lietus ir silts un no zemes ce&#x13C;as garai&#x146;i� dr&#x12B;z atkal l&#x12B;s</strong></p><p><strong>Ja p&#x113;c lietus no ieplak&#x101;m ce&#x13C;as migla � l&#x12B;s v&#x113;l </strong></p><p><strong>Ja lietus p&#x101;rst&#x101;j, bet no me�iem v&#x113;l ce&#x13C;as balta migla � l&#x12B;s v&#x113;l</strong></p><p><strong>Ja lietus laik&#x101; m&#x101;ko&#x146;i saiet gabalos un peld zemu � lietus mit&#x113;sies </strong></p><p><strong>Ja l&#x12B;stot visapk&#x101;rt tum�i m&#x101;ko&#x146;i �- vairs ilgi nel&#x12B;s; ja balti m&#x101;ko&#x146;i � v&#x113;l ilgi l&#x12B;s </strong></p><p><strong>Ja piektdien&#x101; l&#x12B;st � l&#x12B;s ar&#x12B; sv&#x113;tdien Ja bezp&#x113;rkona liet&#x16B; uz &#x16B;dens metas burbu&#x13C;i � v&#x113;l ilgi l&#x12B;s</strong></p><p><strong>Ja pirmais sniegs uzkr&#x12B;t dien&#x101; � tas neturas </strong></p><p><strong>Ja pirmais sniegs uzkr&#x12B;t uz slapjas zemes � tas paliek; ja uz sausas � &#x101;tri noiet</strong></p><p><strong>Ja ruden&#x12B; dub&#x13C;i tik lieli un �&#x137;idri, ka zirga p&#x113;das vieta aizmilst ciet, � pirmais uzkritu�ais sniegs uzreiz veido ragavu ce&#x13C;u</strong></p><p><strong>Ja pirmais sniegs n&#x101;ks ar puteni � tas nepaliek </strong></p><p><strong>Ja zem pirm&#x101; sniega uzkritusi krusa � sniegs nesa�glab&#x101;jas</strong></p><p><strong>Ja sniegs paliek uz kokiem � tas paliks ar&#x12B; uz zemes </strong></p><p><strong>Ja sniegs s&#x101;k snigt pirmdien&#x101; � b&#x16B;s liela ziema; ja cit&#x101;s dien&#x101;s � pret&#x113;ji </strong></p><p><strong>Ja sniegs kr&#x12B;t k&#x101; putraimi � tas dr&#x12B;z kus&#x12B;s </strong></p><p><strong>Ja birst smalks sniegs � b&#x16B;s auksts laiks </strong></p><p><strong>Ja sniegs uzkr&#x12B;t vai puten&#x12B; iegad&#x101;s tik smalks, ka lien pa vis&#x101;m �&#x137;irb&#x101;m, � b&#x16B;s atkusnis </strong></p><p><strong>Ja sniegs vizu&#x13C;o � b&#x16B;s sals </strong></p><p><strong>Ja ziem&#x101; birst krusa � b&#x16B;s stiprs atkusnis</strong></p><p>K&#x101; zin&#x101;ms no meteorolo&#x123;ijas, visnepast&#x101;v&#x12B;g&#x101;k&#x101;s ir auk�st&#x101; gaisa masas, kuras, p&#x101;rvietodam&#x101;s virs silt&#x101;kas vir�smas, apak�&#x113;j&#x101; sl&#x101;n&#x12B; sasilst. Tas savuk&#x101;rt izraisa v&#x113;l sp&#x113;�c&#x12B;g&#x101;ku gaisa masu kust&#x12B;bu. Ja mitruma daudz, izveidojas vareni gubu un negaisa m&#x101;ko&#x146;i, kuri nes sp&#x113;c&#x12B;gas lietus�g&#x101;zes ar viet&#x113;jo p&#x113;rkona negaisu. Ta�u nereti p&#x113;rkons saist&#x101;s ar gaisa fronti, ciklonam aizejot. P&#x113;rkona dzirda�m&#x12B;ba ir atkar&#x12B;ga ne tikai no att&#x101;luma l&#x12B;dz atmosf&#x113;ras elek�tr&#x12B;bas izl&#x101;d&#x113;�an&#x101;s (zibens) vietai, bet ar&#x12B; no procesiem atmosf&#x113;r&#x101;, Da�k&#x101;rt pamal&#x113; redz tikai zibens apgaismotos m&#x101;ko&#x146;us (r&#x16B;su), bet p&#x113;rkona gr&#x101;vienus nedzird. P&#x113;rkons un zibe&#x146;o�ana bie�i izmantoti laikaz&#x12B;m&#x113;s.</p><subtitle><a l:href="">P&#x113;rkons:</a></subtitle><p><strong>Ja ir p&#x113;rkons � p&#x113;c t&#x101; b&#x16B;s jauks laiks </strong></p><p><strong>Ja p&#x113;rkons r&#x16B;c bez p&#x101;rtraukuma � b&#x16B;s krusa </strong></p><p><strong>Ja p&#x113;rkona gr&#x101;vieni ir ilgi un d&#x101;rdo�i � b&#x16B;s slikts laiks </strong></p><p><strong>Ja p&#x113;rkons r&#x16B;c ilgi un m&#x12B;ksti � b&#x16B;s negaiss; ja &#x12B;si un aprauti � saglab&#x101;sies skaidrs laiks </strong></p><p><strong>Ja p&#x113;rkons neskan&#x12B;gs, dobj� � b&#x16B;s kluss lietus; ja spalgs � b&#x16B;s lietusg&#x101;ze</strong></p><p><strong>Ja p&#x113;rkona negaiss aiziet uz zieme&#x13C;iem � p&#x113;c trim die�n&#x101;m tas n&#x101;ks atpaka&#x13C; </strong></p><p><strong>Ja p&#x113;rkons r&#x16B;c pavasar&#x12B; � vairs neb&#x16B;s salnu </strong></p><p><strong>Ja vasar&#x101; bie�i d&#x101;rd p&#x113;rkons � labi aug ap&#x12B;&#x146;i </strong></p><p><strong>Ja ziem&#x101; grand p&#x113;rkons � b&#x16B;s sp&#x113;c&#x12B;gi v&#x113;ji </strong></p><p><strong>Ja vakar&#x101; zibens zibina bez p&#x113;rkona � b&#x16B;s bag&#x101;ta s&#x113;&#x146;o�ana</strong></p><p><strong>Ja zibsn&#x12B; bez p&#x113;rkona � labi lab&#x12B;ba briest</strong></p><p><strong>Ja zibe&#x146;o zieme&#x13C;os � n&#x101;ks lietus</strong></p><p><strong>Ja nakt&#x12B; zieme&#x13C;os stipra r&#x16B;sa � b&#x16B;s lietusg&#x101;ze</strong></p><p><strong>Ja r&#x16B;sa zibina � s&#x113;nes aug</strong></p><p><strong>Ja vakar&#x101; r&#x16B;sa zibe&#x146;o � r&#x12B;t b&#x16B;s skaista diena</strong></p><p><strong>Ja nakt&#x12B; zieme&#x13C;os stipra r&#x16B;sa � b&#x16B;s v&#x113;j�</strong></p><p>Laikaz&#x12B;m&#x113;s bie�i min&#x113;ta varav&#x12B;ksne. T&#x101; nov&#x113;rojama uz lietus joslas fona, ja saule atrodas nov&#x113;rot&#x101;jam aiz mu�guras un apsp&#x12B;d kr&#x12B;to�os pilienus. L&#x16B;stot lietus pilienos un iek�&#x113;ji atstarojoties, saules stari sadal&#x101;s spektra kr&#x101;s&#x101;s. Varav&#x12B;ksnes aug�&#x113;j&#x101; mala ir sarkana, bet apak�&#x113;j&#x101; � vio�leta. Nereti redzamas reiz&#x113; divas varav&#x12B;ksnes � viena virs otras. Virs&#x113;jai varav&#x12B;ksnei kr&#x101;su joslas parasti vai�r&#x101;k izpl&#x16B;du�as un plat&#x101;kas nek&#x101; apak�&#x113;jai (galvenajai) un kr&#x101;su sec&#x12B;ba pret&#x113;ja. Da�k&#x101;rt kr&#x101;su joslas da&#x13C;&#x113;ji sa�pl&#x16B;st ar&#x12B; galvenajai: ja lietus pilieni sevi�&#x137;i lieli, varav&#x12B;k�sn&#x113; no septi&#x146;&#x101;m spektra kr&#x101;s&#x101;m redzamas tikai tr&#x12B;s � sarkan&#x101;, za&#x13C;&#x101; un violet&#x101;, un tad t&#x101; izskat&#x101;s �aura un spil�gta. Lietus pilieniem samazinoties, varav&#x12B;ksne k&#x13C;&#x16B;st b&#x101;�l&#x101;ka un plat&#x101;ka. Laikaz&#x12B;m&#x113;s ir svar&#x12B;gi, vai varav&#x12B;ksne pa�r&#x101;d&#x101;s pret r&#x12B;tiem vai pret vakariem. Tas atkar&#x12B;gs no vie�t&#x113;j&#x101; lietus reiz&#x113; ar sauli. Viet&#x113;jo lietu izraisa aug�upejo��&#x101;s gaisa pl&#x16B;smas. Jo mitr&#x101;ks gaiss, jo v&#x101;j&#x101;kas gaisa pl&#x16B;smas vajadz&#x12B;gas, lai izrais&#x12B;tu lietu. T&#x101;ds atmosf&#x113;ras st&#x101;voklis ir no r&#x12B;ta, kad varav&#x12B;ksne redzama pret vaka�riem. Turpretim dienas otraj&#x101; pus&#x113;, kad gaiss vair&#x101;k sa�silis, lietavu izrais&#x12B;�anai nepiecie�amas daudz sp&#x113;c&#x12B;g&#x101;kas aug�upejo�&#x101;s pl&#x16B;smas. T&#x101;p&#x113;c varav&#x12B;ksne pret r&#x12B;tiem lie�cina, ka lietus no nov&#x113;rot&#x101;ja att&#x101;lin&#x101;s. .Par lietus att&#x101;li�n&#x101;�anos liecina ar&#x12B; varav&#x12B;ksnes izm&#x113;ri: jo tuv&#x101;k apv&#x101;r�snim lietus �sega�, kurai sp&#x12B;d cauri saules stari, jo aug�st&#x101;ka varav&#x12B;ksne.</p><subtitle><a l:href="">Varav&#x12B;ksne:</a></subtitle><p><strong>Ja par&#x101;d&#x101;s varav&#x12B;ksne � b&#x16B;s liels lietus </strong></p><p><strong>Ja varav&#x12B;ksne redzama pret r&#x12B;tiem � b&#x16B;s labs laiks; ja pret vakariem � b&#x16B;s neliels lietus </strong></p><p><strong>Ja varav&#x12B;ksne par&#x101;d&#x101;s lietus laik&#x101; � l&#x12B;s v&#x113;l </strong></p><p><strong>Ja varav&#x12B;ksne par&#x101;d&#x101;s p&#x113;c lietus � vairs nel&#x12B;s </strong></p><p><strong>Ja p&#x113;c lietus varav&#x12B;ksne par&#x101;d&#x101;s augst&#x101;k par sauli � b&#x16B;s sauss laiks</strong></p><p><strong>Ja p&#x113;c lietus varav&#x12B;ksne &#x101;tri paz&#x16B;d � strauji uzlabo�sies laiks</strong></p><p><strong>Ja redz baltu varav&#x12B;ksni � past&#x101;v&#x113;s jauks laiks </strong></p><p><strong>Jo vair&#x101;k varav&#x12B;ksn&#x113; za&#x13C;&#x101;s kr&#x101;sas � jo vair&#x101;k l&#x12B;s </strong></p><p><strong>Ja varav&#x12B;ksne ir zema un taj&#x101; daudz zil&#x101;s kr&#x101;sas � b&#x16B;s slikts laiks </strong></p><p><strong>Ja zema un sl&#x12B;pa varav&#x12B;ksne � b&#x16B;s lietus </strong></p><p><strong>Ja augsta un apa&#x13C;a varav&#x12B;ksne � b&#x16B;s skaidrs laiks </strong></p><p><strong>Ja ir pilna loka varav&#x12B;ksne � v&#x113;l b&#x16B;s lietus; ja tikai varav&#x12B;ksnes gali � b&#x16B;s sauss laiks </strong></p><p><strong>Ja varav&#x12B;ksne veidojas no r&#x12B;tiem uz vakariem � b&#x16B;s sauss;</strong></p><p><strong>ja no vakariem uz r&#x12B;tiem � b&#x16B;s lietus </strong></p><p><strong>Ja varav&#x12B;ksne loku met no zieme&#x13C;iem uz dienvidiem � b&#x16B;s lietus</strong></p><p><strong>Laikaz&#x12B;m&#x113;s izmantoti nov&#x113;rojumi par saln&#x101;m, atku��&#x146;iem un pute&#x146;iem.</strong></p><p><strong>Ja uzn&#x101;k rudens salna � n&#x101;kamaj&#x101;s div&#x101;s dien&#x101;s b&#x16B;s lietus</strong></p><p><strong>Ja nakt&#x12B; salna kr&#x12B;t k&#x101; s&#x101;ls *� b&#x16B;s skaidrs laiks </strong></p><p><strong>Ja pavasaros ir nakts salnas � gaid&#x101;ms lietus </strong></p><p><strong>Ja p&#x113;c atku�&#x146;a zaros piesalst pil&#x12B;tes � b&#x16B;s v&#x113;l atkusnis; ja zari paliek t&#x12B;ri � vairs nekus&#x12B;s</strong></p><p><strong>Ja ce&#x13C;as v&#x113;j� un putenis � bus atkusnis</strong></p><p><strong>Ja s&#x101;kas putenis un n&#x101;k v&#x113;l sniegs � b&#x16B;s atkusnis;</strong></p><p><strong>ja s&#x101;kas putenis, bet nesnieg � aukstums nemain&#x12B;sies</strong></p><p>Atmosf&#x113;ras procesu un da�&#x101;du t&#x101;s faktoru (gaisa mit�ruma un spiediena, temperat&#x16B;ras u. c.) mai&#x146;as noteikti ietekm&#x113; cilv&#x113;ka sadz&#x12B;ves apst&#x101;k&#x13C;us. Gaisa mitrumam pie�augot un spiedienam samazinoties, pasliktin&#x101;s kr&#x101;sns velkme � d&#x16B;mi n&#x101;k istab&#x101;. Mitr&#x101;k&#x101; gais&#x101; ari malk&#x101; vair&#x101;k &#x16B;dens � t&#x101; kr&#x101;sn&#x12B; spr&#x113;g&#x101;. Saulainam laikam tuvojoties, palielin&#x101;s gaisa spiediens un l&#x12B;dz ar to ar&#x12B; sk&#x101;bek&#x13C;a dau�dzums, kas nepiecie�ams deg�anai. T&#x101;p&#x113;c sodr&#x113;ju deg�ana, og&#x13C;u spo�a kv&#x113;lo�ana u. tml. signaliz&#x113; par saulainu laiku. Par gaisa mitruma palielin&#x101;�anos liecina �&#x101;v&#x113;ta spe&#x137;a �rauda�ana�, m&#x16B;ru raso�ana, atmiek�&#x137;&#x113;ju�&#x101;s zirglietas, &#x101;ra atejas smird&#x113;�ana, ratu �&#x12B;kst&#x113;�ana utt. Visai pla�s �&#x101;du nov&#x113;rojumu kl&#x101;sts izmantots laikaz&#x12B;m&#x113;s.</p><subtitle><strong><a l:href="">Uguns, d&#x16B;mi:</a></strong></subtitle><p><strong>Ja, uguni kurinot, d&#x16B;mi lien pa kr&#x101;sns muti lauk&#x101; � b&#x16B;s lietus </strong></p><p><strong>Ja d&#x16B;mi n&#x101;k istab&#x101; � b&#x16B;s p&#x113;rkons </strong></p><p><strong>Ja d&#x16B;mi negrib no m&#x101;jas iet lauk&#x101; � b&#x16B;s lietus </strong></p><p><strong>Ja d&#x16B;mi no skurste&#x146;a liecas pret zemi � b&#x16B;s v&#x113;j� </strong></p><p><strong>Ja d&#x16B;mi no skurste&#x146;a n&#x101;k biezi � b&#x16B;s lietus </strong></p><p><strong>Ja d&#x16B;mi no skurste&#x146;a st&#x101;vus k&#x101;pj gais&#x101; � b&#x16B;s sauss, auksts laiks; ja iet uz leju � b&#x16B;s nokri�&#x146;i</strong></p><p><strong>Ja pat nelaik&#x101; d&#x16B;mi iet st&#x101;vus gais&#x101; � laiks uzlabosies </strong></p><p><strong>Ja kr&#x101;sn&#x12B; sp&#x113;c&#x12B;ga vilkme � b&#x16B;s sals </strong></p><p><strong>Ja skurstenis gaudo vai svilpj � b&#x16B;s slikts laiks </strong></p><p><strong>Ja skursten&#x12B; gaudo v&#x113;j� � b&#x16B;s atkusnis </strong></p><p><strong>Ja uguns r&#x16B;c � b&#x16B;s lietus un v&#x113;j� </strong></p><p><strong>Ja uguns deg ar b&#x101;lu liesmu � b&#x16B;s lietus </strong></p><p><strong>Ja uguns deg ar zilu liesmu � b&#x16B;s auksts laiks </strong></p><p><strong>Ja, malku c&#x113;rtot, lec �&#x137;&#x113;peles � b&#x16B;s salts laiks </strong></p><p><strong>Ja malka kr&#x101;sn&#x12B; spr&#x113;g&#x101; � main&#x12B;sies laiks </strong></p><p><strong>Ja malka nedeg � b&#x16B;s slikts laiks </strong></p><p><strong>Ja trumulis �&#x12B;kst � b&#x16B;s auksts laiks </strong></p><p><strong>Ja trumulis s&#x12B;c � b&#x16B;s atkusnis </strong></p><p><strong>Ja sodr&#x113;ji pie katla deg � b&#x16B;s sals </strong></p><p><strong>Ja skursten&#x12B; vai pie gr&#x101;pja dibena aizdegas kv&#x113;pi � b&#x16B;s aukstums</strong></p><p><strong>Ja pannas dibens dzirkste&#x13C;o � b&#x16B;s auksts laiks </strong></p><p><strong>Ja kv&#x113;pi p&#x13C;e poda kv&#x113;lo � gaid&#x101;ms v&#x113;j� </strong></p><p><strong>Ja kr&#x101;sns ogles uzreiz neappl&#x113;n un ilgi spo�i kv&#x113;lo � b&#x16B;s jauks laiks </strong></p><p><strong>Ja ogles ilgi kv&#x113;lo � b&#x16B;s v&#x113;j� </strong></p><p><strong>Ja ogles kr&#x101;sn&#x12B; maisot skan � pietur&#x113;sies sals </strong></p><p><strong>Ja ogle izkr&#x12B;tot skan � b&#x16B;s auksts laiks </strong></p><p><strong>Ja skala ogle neizpl&#x113;n, bet apdziest un turas kl&#x101;t � ilgi pietur&#x113;sies aukstums </strong></p><p><strong>Ja skals atst&#x101;j garu ogli � b&#x16B;s mitrs laiks vai atkusnis </strong></p><p><strong>Ja skala ogle liecas uz leju � b&#x16B;s m&#x12B;ksts laiks; ja uz aug�u � b&#x16B;s auksts laiks </strong></p><p><strong>Ja skala ogle liecas un nel&#x16B;st � b&#x16B;s m&#x12B;ksts laiks; ja l&#x16B;st pa gabali&#x146;am � b&#x16B;s auksts laiks </strong></p><p><strong>Ja skals degot d&#x16B;mo � b&#x16B;s liels v&#x113;j� Ja sve�u liesmas mier&#x12B;g&#x101; laik&#x101; &#x13C;oti kustas � b&#x16B;s lietus un v&#x113;j�</strong></p><p><strong>Ja sveces neparasti sprak�&#x137;, &#x13C;oti k&#x16B;st un &#x13C;oti tek � l&#x12B;s lietus</strong></p><p><strong>Ja svece deg vien&#x101;di, bez sprak�&#x137;a � b&#x16B;s jauks laiks </strong></p><p><strong>Ja s&#x16B;rs p&#x12B;pis � b&#x16B;s lietus Ja p&#x12B;pe �urkst � b&#x16B;s lietus; ja �virkst � b&#x16B;s labs, saulains laiks� </strong></p><p><strong>Ja p&#x12B;p&#x113;jot d&#x16B;mi iet uz kr&#x101;sni � b&#x16B;s auksts</strong></p><p><strong>Ja uz p&#x101;rtikas produktiem nos&#x113;�as miklums un, pie�m&#x113;ram, �&#x101;v&#x113;ta ga&#x13C;a vai citas lietas b&#x113;ni&#x146;os vai pagrab&#x101; �raud�, pil � otr&#x101; dien&#x101; b&#x16B;s lietus vai atkusnis </strong></p><p><strong>Ja milti, s&#x101;ls vai cukurs k&#x13C;&#x16B;st mitri � b&#x16B;s lietus </strong></p><p><strong>Ja sviests k&#x13C;&#x16B;st m&#x12B;ksts, b&#x16B;s lietus </strong></p><p><strong>Ja tabaka k&#x13C;&#x16B;st valga � b&#x16B;s lietus </strong></p><p><strong>Ja saus&#x101; laik&#x101; ziepes k&#x13C;&#x16B;st slapjas � b&#x16B;s lietus </strong></p><p><strong>Ja m&#x16B;ri nosarmo � b&#x16B;s m&#x12B;ksts laiks Ja m&#x16B;ri noraso � b&#x16B;s lietus </strong></p><p><strong>Ja m&#x16B;ris apsv&#x12B;st � b&#x16B;s atkusnis </strong></p><p><strong>Ja akme&#x146;i un klons sv&#x12B;st � b&#x16B;s lietus </strong></p><p><strong>Ja logu r&#x101;mji un palodzes sv&#x12B;st � k&#x13C;&#x16B;s silt&#x101;ks un slap�j&#x101;ks</strong></p><p><strong>Ja priek�nama durvis apsarmo � gaid&#x101;ma laika mai&#x146;a </strong></p><p><strong>Ja durvis �&#x12B;kst � b&#x16B;s sals Ja rati �&#x12B;kst � b&#x16B;s lietus</strong></p><p><strong>Ja sniegs �&#x12B;kst zem ragavu sliec&#x113;m � b&#x16B;s aukstums </strong></p><p><strong>Ja sniegs zem k&#x101;j&#x101;m gurkst � tas dr&#x12B;z nok&#x16B;st </strong></p><p><strong>Ja koka z&#x101;&#x123;&#x113;jums apsarmo � b&#x16B;s m&#x12B;ksts laiks</strong></p><p><strong>Ja &#x101;das zirglietas k&#x13C;&#x16B;st m&#x12B;kstas un lokanas � b&#x16B;s slapj� laiks</strong></p><p><strong>Ja, izkapti str&#x12B;&#x137;&#x113;jot, roka k&#x13C;&#x16B;st melna � b&#x16B;s lietus </strong></p><p><strong>Ja dak�ojot bie�i j&#x101;sasp&#x13C;auj rok&#x101;s � dr&#x12B;z l&#x12B;s </strong></p><p><strong>Ja vasar&#x101; �ogs sausi k&#x101; sudrabs vizu&#x13C;o � gaid&#x101;ms p&#x113;r�kons.</strong></p><p>Laika apst&#x101;k&#x13C;u paredz&#x113;�anai m&#x16B;su sen�i izmantoju�i nov&#x113;rojumus ne tikai par debess un atmosf&#x113;ras par&#x101;d&#x12B;b&#x101;m. Bie�i laikaz&#x12B;mes pamatojas uz paz&#x12B;m&#x113;m, kas raksturo &#x16B;de�&#x146;us un zemi.</p><subtitle><a l:href="">&#x16B;de�&#x146;i un zeme:</a></subtitle><p><strong>Ja &#x16B;de&#x146;i up&#x113;, d&#x12B;&#x137;&#x12B; vai ezer&#x101; k&#x13C;&#x16B;st du&#x13C;&#x137;aini un met burbu&#x13C;us � b&#x16B;s p&#x113;rkona negaiss </strong></p><p><strong>Ja &#x16B;dens up&#x113; k&#x13C;uvis silt&#x101;ks � l&#x12B;s </strong></p><p><strong>Ja &#x16B;dens up&#x113; k&#x13C;&#x16B;st tum�s � b&#x16B;s v&#x113;j� </strong></p><p><strong>Ja up&#x113;s &#x16B;dens strauji kr&#x12B;t � b&#x16B;s lietus </strong></p><p><strong>Ja upe un strauts tek burbu&#x13C;odams -r- b&#x16B;s lietus </strong></p><p><strong>Ja ziemas s&#x101;kum&#x101; strautos zem &#x16B;dens apsalst akme&#x146;i � b&#x16B;s nepast&#x101;v&#x12B;ga ziema</strong></p><p><strong>Ja no jumta notec&#x113;ju�ais lietus &#x16B;dens puto � lietus dr&#x12B;z p&#x101;ries</strong></p><p><strong>Ja palu &#x16B;de&#x146;i noskrien skaidr&#x101;s nakt&#x12B;s �� b&#x16B;s labs ra��as laiks</strong></p><p><strong>Ja sniegs &#x101;tri k&#x16B;st un sniega &#x16B;de&#x146;i strautos �akli tek � b&#x16B;s slapja vasara</strong></p><p><strong>Ja &#x16B;denskritums ska&#x146;i kr&#x101;c � n&#x101;kamaj&#x101; dien&#x101; b&#x16B;s kar�stums</strong></p><p><strong>Ja sl&#x16B;�as smagi �&#x146;&#x101;c � b&#x16B;s lietus </strong></p><p><strong>Ja &#x16B;de&#x146;i kr&#x101;c&#x113;s puto � dr&#x12B;zum&#x101; b&#x16B;s lietus </strong></p><p><strong>Ja st&#x101;vo�s &#x16B;dens s&#x101;k smird&#x113;t � b&#x16B;s lietus </strong></p><p><strong>Ja st&#x101;vo�i &#x16B;de&#x146;i p&#x101;rkl&#x101;jas ar g&#x13C;ot&#x101;m � b&#x16B;s lietus </strong></p><p><strong>Ja m&#x101;rki sazied, p&#x101;rvelkas ar za&#x13C;umu � dr&#x12B;zum&#x101; b&#x16B;s lietus</strong></p><p><strong>Ja virs m&#x101;rkiem ce&#x13C;as migla � b&#x16B;s p&#x113;rkona lietus </strong></p><p><strong>Ja pe&#x13C;&#x137;&#x113;s dub&#x13C;i &#x101;tri no�&#x16B;st � b&#x16B;s lietus </strong></p><p><strong>Ja ezers vakar&#x101; str&#x12B;pains, ar tum�&#x101;k&#x101;m un gai�&#x101;k&#x101;m josl&#x101;m � gaid&#x101;ms lietus</strong></p><p><strong>Ja ezer&#x101; tum�i, ri&#x146;&#x137;veid&#x12B;gi viln&#x12B;�i � gaid&#x101;mas saulai�nas dienas</strong></p><p><strong>Ja ezera krast&#x101; izz&#x16B;d br&#x12B;zes � gaid&#x101;ms nelaiks </strong></p><p><strong>Ja pie ezera, d&#x12B;&#x137;a skan duno&#x146;a � b&#x16B;s p&#x113;rkons</strong></p><p><strong>Ja ezeros, di&#x137;os un cit&#x101;s &#x16B;denskr&#x101;tuv&#x113;s l&#x12B;menis kr&#x12B;t �gaid&#x101;ms lietus</strong></p><p><strong>Ja j&#x16B;ras vi&#x13C;&#x146;i n&#x101;k mal&#x101; un sprak�&#x137; � gaid&#x101;ms p&#x113;rkons ar lietu</strong></p><p><strong>Ja mier&#x12B;g&#x101; laik&#x101; j&#x16B;ra �&#x146;&#x101;c � b&#x16B;s tom&#x113;r v&#x113;j� </strong></p><p><strong>Ja ledus plaisa � b&#x16B;s atkusnis</strong></p><p><strong>Ja sala laik&#x101; &#x16B;dens izn&#x101;k uz ledus � b&#x16B;s liels siltums </strong></p><p><strong>Ja upe s&#x101;k ledu lauzt jaun&#x101; m&#x113;nes&#x12B; � tas ilgi turas krastos</strong></p><p><strong>Ja purv&#x101;jos par&#x101;d&#x101;s maldugunis � b&#x16B;s p&#x113;rkona ne�gaiss</strong></p><p><strong>Ja salijusi zeme &#x101;tri k&#x13C;&#x16B;st sausa � b&#x16B;s salna </strong></p><p><strong>Ja aparta zeme &#x101;tri �&#x16B;st � b&#x16B;s lietus </strong></p><p><strong>Ja kalni k&#x16B;p � b&#x16B;s lietus </strong></p><p><strong>Ja kalnu gali ir skaidri � b&#x16B;s skaidrs laiks </strong></p><p><strong>Ja p&#x113;c lietus k&#x16B;p avoti � l&#x12B;s v&#x113;l gan �aj&#x101;, gan n&#x101;ka�maj&#x101; dien&#x101;</strong></p><p><strong>Ja no avotain&#x101;m viet&#x101;m ce&#x13C;as migla � ilgu laiku b&#x16B;s lietus</strong></p><p><strong>Ja avoti izs&#x12B;kst � b&#x16B;s lietus</strong></p><p><strong>Ja akas &#x16B;dens du&#x13C;&#x137;ojas vai met burbu&#x13C;us � b&#x16B;s lietus </strong></p><p><strong>Ja ak&#x101; &#x16B;dens k&#x13C;&#x16B;st silts � b&#x16B;s lietus </strong></p><p><strong>Ja ak&#x101; strauji n&#x101;k &#x16B;dens � b&#x16B;s auksts laiks</strong></p><p>Ne vienm&#x113;r katras laikaz&#x12B;mes paz&#x12B;me skaidri un vien�noz&#x12B;m&#x12B;gi izpau�as dab&#x101;. Da�k&#x101;rt t&#x101;s pat liecina cita citai pret&#x12B;. T&#x101;p&#x113;c laikaz&#x12B;mes j&#x101;lieto kompleksi � vair&#x101;kas reiz&#x113; un t&#x101;, lai. t&#x101;s atspogu&#x13C;o da�&#x101;das laika par&#x101;d&#x12B;bas. Piem&#x113;�ram, barometrs r&#x101;da gaisa spiediena palielin&#x101;�anos. V&#x113;j� vair&#x101;kas dienas nemaina virzienu. M&#x101;ko&#x146;i uz vakarpusi izz&#x16B;d, bl&#x101;zmas zeltainas. Gaisa temperat&#x16B;ra perioda s&#x101;�kum&#x101; pazemin&#x101;s, l&#x12B;dz iest&#x101;jas izteiktas diennakts sv&#x101;rst&#x12B;�bas ar v&#x113;s&#x101;m nakt&#x12B;m un silt&#x101;m dien&#x101;m. Vair&#x101;kas laika�z&#x12B;mes nor&#x101;da uz gaisa mitruma samazin&#x101;�anos. Visas �&#x12B;s paz&#x12B;mes liecina par anticiklona iest&#x101;�anos ar sam&#x113;r&#x101; ilg�sto�u sausu un saulainu laiku. Ja t&#x101;ds anticiklons pava�sar&#x12B; un sevi�&#x137;i ruden&#x12B; saist&#x12B;ts ar auksta gaisa mas&#x101;m, sagaid&#x101;mas salnas.</p><p>Laika apst&#x101;k&#x13C;u dro�&#x101;kai paredz&#x113;�anai ieteicams likt liet&#x101; ar&#x12B; t&#x101;das laikaz&#x12B;mes, kuras pamatojas uz nov&#x113;roju�miem par dz&#x12B;vnieku un augu uzved&#x12B;bu. Rezult&#x101;ti ir v&#x113;l dro�&#x101;ki, ja liek kop&#x101; vair&#x101;kus pieredz&#x113;ju�us pr&#x101;tus, k&#x101; to</p><p>dara zvejnieks Ruodijs, gans Kuonijs un mednieks Vernijs Fridriha Sillera dr&#x101;m&#x101; �Vilhelms Tells�,</p><p>Ruodijs</p><p>Jau Mituakmens uzv&#x101;� cepuri </p><p>Un auksti p&#x16B;� no Veterloha aizas; </p><p>B&#x16B;s auka kl&#x101;t, man �&#x137;iet, pirms man&#x12B;sim.</p><p>Kuonijs</p><p>N&#x101;k lietus, laiviniek, � manas aitas &#x113;d </p><p>Ar skubu z&#x101;li, Krancis zemi ka�.</p><p>Vernijs</p><p id="AutBody_0_ftnref1">J&#x101;, zivis mirgas met, un &#x16B;dens putni </p><p>Nirst vi&#x13C;&#x146;os, Dr&#x12B;z negaiss sagaid&#x101;ms.<emphasis>[1]</emphasis></p><image l:href="#2"/></section><section><title><p><strong>SKRIENO�IE �BAROMETRI�</strong></p></title><p>SKRIENO�IE �BAROMETRI�</p><p>Meln&#x101;s j&#x16B;ras piekrast&#x113; ne tikai viet&#x113;jie iedz&#x12B;vot&#x101;ji, bet ari ac&#x12B;g&#x101;kie atp&#x16B;tnieki iev&#x113;roju�i: ja pat saulain&#x101; laik&#x101; neredz med&#x16B;zu � b&#x16B;s v&#x113;tra. Med&#x16B;zas no piekrastes &#x16B;de�&#x146;iem paz&#x16B;d, iekams s&#x101;cis rea&#x123;&#x113;t barometrs. Nov&#x113;rojumi par med&#x16B;z&#x101;m t&#x101; ari paliktu vien&#x12B;gi tautas tic&#x113;jums, ja ne�b&#x16B;tu akad&#x113;mi&#x137;a V. Suleikina atkl&#x101;juma. Uz ku&#x123;a �Taimir� 1932. gad&#x101; vi&#x146;� vad&#x12B;ja okeanogr&#x101;fisko eksped&#x12B;ciju Zieme&#x13C;u Ledus oke&#x101;n&#x101;. K&#x101;du dienu meteorologs V. Berezins v&#x113;rsa akad&#x113;mi&#x137;a uzman&#x12B;bu uz k&#x101;du neparastu par&#x101;�d&#x12B;bu. Ja ar &#x16B;de&#x146;radi pild&#x12B;tu balonzondi tuvina ausij, taj&#x101; j&#x16B;tamas duro�as s&#x101;pes. Visstipr&#x101;k&#x101;s t&#x101;s k&#x13C;&#x16B;st, kad balon- zonde atrodas apm&#x113;ram vienu centimetru no auss, un iz�z&#x16B;d desmit centimetru att&#x101;lum&#x101;. S&#x12B; par&#x101;d&#x12B;ba &#x13C;oti ieintere�s&#x113;ja akad&#x113;mi&#x137;i. P&#x113;c atgrie�an&#x101;s Maskav&#x101; vi&#x146;� m&#x113;&#x123;in&#x101;ja to atk&#x101;rtot laboratorij&#x101;, ta�u rezult&#x101;tu nebija. Tikai Kri�mas piekrast&#x113;, vi&#x13C;&#x146;u p&#x113;t&#x12B;�anas stacij&#x101;, vi&#x146;am izdev&#x101;s ieg&#x16B;t t&#x101;du pa�u efektu k&#x101; oke&#x101;n&#x101;. P&#x113;c vair&#x101;kiem r&#x16B;p&#x12B;gi p&#x101;rdo�m&#x101;tiem eksperimentiem V. Suleikins konstat&#x113;ja, ka �o pa�r&#x101;d&#x12B;bu, kuru vi&#x146;� nosauca par �j&#x16B;ras balsi�, izraisa infra�ska&#x146;as. Ar speci&#x101;li �im nol&#x16B;kam konstru&#x113;tu apar&#x101;tu vi&#x146;� izm&#x113;r&#x12B;ja �j&#x16B;ras balss� frekvenci, un izr&#x101;d&#x12B;j&#x101;s, ka t&#x101; bija no 8 l&#x12B;dz 13 hercu diapazon&#x101; (hercs � sv&#x101;rst&#x12B;bu skaits sekund&#x113;). S&#x101;da ska&#x146;as frekvence ir zem cilv&#x113;ka dzirda�m&#x12B;bas sliek�&#x146;a. K&#x101; zin&#x101;ms, m&#x113;s dzirdam ska&#x146;as vi&#x13C;&#x146;us ar frekvenci no 15�20 herciem l&#x12B;dz apm&#x113;ram 20 kiloherciem. Pieaugot v&#x113;ja &#x101;trumam un vi&#x13C;&#x146;u lielumam, �j&#x16B;ras balss� k&#x13C;&#x16B;st intens&#x12B;v&#x101;ka un izplat&#x101;s t&#x101;l&#x101;k. Virz&#x12B;damies ar &#x101;trumu apm&#x113;ram 330 metru sekund&#x113; (ap 1200 kilometru stund&#x101;), infraska&#x146;as vi&#x13C;&#x146;i t&#x101;lu apsteidz pa�u v&#x113;tru, kura tos ra�d&#x12B;jusi.</p><p>Br&#x12B;dino�o �j&#x16B;ras balsi� dzird ne tikai med&#x16B;zas. Infra�ska&#x146;as uztver ar&#x12B; daudzi citi j&#x16B;ras dz&#x12B;vnieki un t&#x101;tad �pa�redz� v&#x113;tras tuvo�anos iev&#x113;rojami &#x101;tr&#x101;k, nek&#x101; to s&#x101;k r&#x101;d&#x12B;t barometrs. Jau diennakti pirms v&#x113;tras va&#x13C;i paz&#x16B;d no j&#x16B;ras virsmas dzelm&#x113;, tikai uz &#x13C;oti &#x12B;su laici&#x146;u uzpeld&#x113;dami p&#x113;c k&#x101;rt&#x113;j&#x101;s gaisa devas. Kaijas steidzas krast&#x101;. Pingv&#x12B;ni jau laikus ie&#x146;em &#x113;rt&#x101;ku vietu gul&#x113;�anai un izstiepj kn&#x101;bi taj&#x101; virzien&#x101;, no kurienes sagaid&#x101;ma v&#x113;tra vai putenis. Zin&#x101;t�nieki bioni&#x137;i s&#x101;ka r&#x16B;p&#x12B;gi p&#x113;t&#x12B;t dz&#x12B;vnieku v&#x113;tras paredz&#x113;��anas �meh&#x101;nismu�, lai izmantotu dz&#x12B;v&#x101;s dabas �izgudro�jumu� j&#x16B;rniekiem tik &#x13C;oti vajadz&#x12B;g&#x101; apar&#x101;ta konstru&#x113;�anai. T&#x101;du speci&#x101;lu org&#x101;nu � �infraausi� atrada med&#x16B;zai. Me�d&#x16B;za uztver infraska&#x146;as ar dzirdes kolbi&#x146;&#x101;m (statocis- t&#x101;m), Maskavas valsts universit&#x101;tes biofizikas katedras darbinieki B. Ivanovs, L. Vorobjovs un G. Novinskis p&#x113;c med&#x16B;zas infraauas principa izveidoja-elektronisku apar&#x101;tu, kas autom&#x101;tiski signaliz&#x113; par v&#x113;tras tuvo�anos 12� 15 stundas pirms t&#x101;s s&#x101;k�an&#x101;s. Apar&#x101;ts r&#x101;da virzienu, no kurienes tuvojas v&#x113;tra, k&#x101; ar&#x12B; t&#x101;s stiprumu.</p><p>Med&#x16B;zas infraauss veiksm&#x12B;ga model&#x113;�ana iez&#x12B;m&#x113;ja jau�nas zin&#x101;tnes nozares, jauna, perspekt&#x12B;va bionikas virziena tap�anu. T&#x101; ir bionisk&#x101; meteorolo&#x123;ija, kas nodarbojas ne tikai ar principi&#x101;li jauna tipa aparat&#x16B;ras konstru&#x113;�anu p&#x113;c dz&#x12B;v&#x101;s dabas �patentiem�. Tehniskaj&#x101;s sist&#x113;m&#x101;s izmanto ar&#x12B; tie�i dz&#x12B;v&#x101;s b&#x16B;tnes, piesl&#x113;dzot to organismiem jut&#x12B;gus inform&#x101;cijas uztv&#x113;r&#x113;jus vai ari �iedz&#x12B;vinot� to nervos</p><p>smalkus elektrodus. So principu jau izmanto �aht&#x101;s kai�t&#x12B;go g&#x101;zu konstat&#x113;�anai. Par smar�u detektoru izmanto mu�u. Sajutusi ind&#x12B;go g&#x101;zi, t&#x101; s&#x101;k &#x123;ener&#x113;t noteikta rak�stura impulsus, kurus uztver attiec&#x12B;g&#x101; apar&#x101;ta analizators un iesl&#x113;dz trauksmes sign&#x101;lu. Zin&#x101;tnieki uzskata, ka bio- nisk&#x101; pieeja ir visai" daudzsolo�a ne tikai laika apst&#x101;k&#x13C;u paredz&#x113;�an&#x101;, bet ar&#x12B; jaunu dabas likumsakar&#x12B;bu atkl&#x101;�an&#x101;.</p><p>�Dz&#x12B;vnieki un augi daudzu miljonu gadu gait&#x101; labi pie�l&#x101;goju�ies dabas sezon&#x101;lajai un diennakts ritmikai, liet�der&#x12B;g&#x101;s reakcijas uz �o ritmiku �ieprogramm&#x113;tas� vi&#x146;u iedzimt&#x12B;b&#x101;. Gaid&#x101;maj&#x101;m p&#x101;rmai&#x146;&#x101;m apk&#x101;rt&#x113;j&#x101; vid&#x113; j&#x101;sa�gatavojas jau laikus. Agr&#x12B;n&#x101; ruden&#x12B; saule v&#x113;l d&#x101;sni silda zemi, bet kokiem jau dzelt&#x113; lapas, dz&#x12B;vnieku ka�oks k&#x13C;&#x16B;st biez&#x101;ks un s&#x101;k main&#x12B;t kr&#x101;su � tie gatavojas ziemai. Da�bisk&#x101; izlase darbojas nepiel&#x16B;dzami: kas nav pasp&#x113;jis sav�laic&#x12B;gi sagatavoties ziemai, tas to nep&#x101;rdz&#x12B;vos un n&#x101;ka�maj&#x101; pavasar&#x12B; nepiedal&#x12B;sies p&#x113;cn&#x101;c&#x113;ju rad&#x12B;�an&#x101;. Visi �ie evolucion&#x101;rie sasniegumi ir iedzimti. Ja, piem&#x113;ram, balto za&#x137;i vasaras nogal&#x113; p&#x101;rvieto silt&#x101; telp&#x101;, vi&#x146;a ka�oci&#x146;�, tuvojoties ziemai, tik un t&#x101; k&#x13C;&#x16B;st balts. Istabas mu�as pa�rasti izk&#x16B;&#x146;ojas r&#x12B;ta stund&#x101;s, tas notiek pat eksperimentos, kad tiek saglab&#x101;ta nemain&#x12B;ga temperat&#x16B;ra un gaisa mit�rums. S&#x101;du dz&#x12B;vo organismu sp&#x113;ju �skait&#x12B;t� laiku sauc par biolo&#x123;isko pulksteni. �is meh&#x101;nisms organismam rada iesp&#x113;ju sal&#x12B;dzin&#x101;t &#x101;r&#x113;j&#x101;s p&#x101;rmai&#x146;as ar savu iek�&#x113;jo ritmu un jut&#x12B;gi uztvert sev vit&#x101;li svar&#x12B;gas novirzes apk&#x101;rt&#x113;j&#x101;s vides procesu gait&#x101;. Un, t&#x101; k&#x101; dab&#x101; viss saist&#x12B;ts ne tikai telp&#x101;, bet ar&#x12B; laik&#x101;, katrai par&#x101;d&#x12B;bai ir savi v&#x113;stne�i. Dz&#x12B;vs organisms j&#x16B;t �os v&#x113;stne�us un, attiec&#x12B;gi rea&#x123;&#x113;jot, pasp&#x113;j sagatavoties svar&#x12B;g&#x101;m novirz&#x113;m &#x101;r&#x113;jo procesu parastaj&#x101; ritmik&#x101;, laika apst&#x101;k&#x13C;u mai&#x146;&#x101;m. Apbr&#x12B;nojama jut&#x12B;ba pret da�&#x101;d&#x101;m p&#x101;rmai&#x146;&#x101;m atmosf&#x113;r&#x101; (pret gaisa spiedienu, ap�gaismojumu, mitrumu, elektriskajiem l&#x101;di&#x146;iem u. c.) iz�str&#x101;d&#x101;jusies putniem un kukai&#x146;iem, kuri uz �&#x101;d&#x101;m p&#x101;rmai�&#x146;&#x101;m rea&#x123;&#x113;, mainot iztur&#x113;�anos. Tuvojoties lietum, mu�as un lapsenes cen�as iek&#x13C;&#x16B;t telp&#x101;s, pat automa�&#x12B;nas kab&#x12B;n&#x113;. &#x13B;oti jut&#x12B;gas pret gaisa spiediena mai&#x146;u ir daudzas zivis, sliekas, d&#x113;les, it &#x12B;pa�i vardes. �&#x16B;ska j&#x16B;t gaisa temperat&#x16B;�ras mai&#x146;u pat par gr&#x101;da simtda&#x13C;&#x101;m.</p><p>Vismaz&#x101;k&#x101;s gaid&#x101;m&#x101; laika p&#x101;rmai&#x146;as &#x13C;oti labi izj&#x16B;t zir�nek&#x13C;i. V&#x113;stures gr&#x101;mat&#x101;s varam las&#x12B;t, k&#x101; zirnek&#x13C;u �pare�dz&#x113;jums� pal&#x12B;dz&#x113;jis fran�u armijai g&#x16B;t uzvaru 1794. gad&#x101;. Kad &#x123;ener&#x101;&#x13C;a �arla Pi�egrj&#x16B; komand&#x113;t&#x101; armija p&#x101;rg&#x101;jusi Holandes &#x13C;rpbe�u, tur nebijis karasp&#x113;ka, kas var&#x113;tu st&#x101;ties tai pret&#x12B;. T&#x101;p&#x113;c holandie�i atv&#x113;ru�i kan&#x101;lu sl&#x16B;�as un ap�pl&#x16B;din&#x101;ju�i ce&#x13C;us un laukus. L&#x12B;dz ar to t&#x101;l&#x101;kais ce&#x13C;� ienaidniekam �&#x137;ita sl&#x113;gts. Fran�u armija jau gatavoj&#x101;s atst&#x101;t Holandi, bet p&#x113;k�&#x146;i sa&#x146;&#x113;ma pav&#x113;li atlikt atk&#x101;p�a�nos. Izr&#x101;d&#x12B;j&#x101;s, ka kara padomnieku lom&#x101; �oreiz uzst&#x101;ju��ies� zirnek&#x13C;i: ar divk&#x101;r�u �aklumu tie bija s&#x101;ku�i aust t&#x12B;klus. Zirnek&#x13C;i parasti t&#x101; r&#x12B;kojas pirms sausa un (ruden&#x12B;) auksta laika. P&#x113;c neilga siltuma perioda patie�&#x101;m iest&#x101;j&#x101;s sals. Uzpl&#x16B;din&#x101;tais &#x16B;dens sasala, un fran�u armija dev&#x101;s t&#x101;l&#x101;k.</p><p>Ar&#x12B; m&#x101;jdz&#x12B;vnieki, lai gan ilgi atradu�ies cilv&#x113;ka apr&#x16B;p&#x113;, saglab&#x101;ju�i sp&#x113;ju paredz&#x113;t laika mai&#x146;as. Amerik&#x101;&#x146;u �ur�n&#x101;ls �Time� rakst&#x12B;ja par amizant&#x101;m sacens&#x12B;b&#x101;m starp Teksasas �tata fermera D�ona Makdamsa govi Braimeri un viet&#x113;jo meteodienestu. Katru pareizu prognozi v&#x113;rt&#x113;ja ar vienu punktu. Uzvar&#x113;ja govs.</p><p>Dz&#x12B;vos �barometrus� laika prognoz&#x113;�anai s&#x101;k izmantot valst&#x12B;s ar vismodern&#x101;ko meteodienestu. V&#x101;cijas Federat&#x12B;�vaj&#x101; Republik&#x101; t&#x16B;risma firmas iepirku�as &#x100;frik&#x101; var�u su�gas, kur&#x101;m ir sevi�&#x137;as laika paredz&#x113;�anas sp&#x113;jas. Izde�vumi dr&#x12B;z vien atmaks&#x101;ju�ies.</p><p>Protams, dz&#x12B;vnieku uzved&#x12B;ba j&#x101;v&#x113;ro uzman&#x12B;gi, un to j&#x101;�prot at�ifr&#x113;t. Atceraties, k&#x101; Vladimirs Arse&#x146;jevs apraksta sava uzticam&#x101; pavado&#x146;a Dersu Uzalas sp&#x113;jas paredz&#x113;t laika apst&#x101;k&#x13C;us p&#x113;c putnu uzved&#x12B;bas. �No r&#x12B;ta atmodos v&#x113;l&#x101;k par citiem. T&#x16B;l&#x12B;t paman&#x12B;ju, ka nav saules. Debess bija m&#x101;ko&#x146;os. Iev&#x113;rojis, ka str&#x113;lnieki liek mantas t&#x101;, lai nesam&#x113;rc&#x113;tu lietus, Uzala sac&#x12B;ja:</p><p>� Steigties nava vajag. Mums pa dienu labi ej. Vakar&#x101; b&#x16B;s lietus.</p><p>Es jaut&#x101;ju, k&#x101;p&#x113;c vi&#x146;� dom&#x101;, ka dienu neb&#x16B;s lietus.</p><p>� Tavam pats skaties, � golds atbild&#x113;ja. � Redzi, mazi putni �urp turp ej, sp&#x113;l&#x113;jies, &#x113;d. Dr&#x12B;z lietus � tad vi&#x146;am klusu s&#x113;di, tikpat k&#x101; guli.</p><p>Tie�&#x101;m, es atcer&#x113;jos, ka pirms lietus vienm&#x113;r viss ir kluss un dr&#x16B;ms, turpretim tagad me�&#x101; bija liela dz&#x12B;v&#x12B;ba: visur sasauc&#x101;s dze&#x146;i un s&#x12B;&#x13C;i un jautri svilpoja &#x146;iprie dziln&#x12B;�i.�</p><p>Nov&#x113;rojumus par dz&#x12B;vnieku uzved&#x12B;bu visas tautas &#x13C;oti pla�i izmantoju�as laika apst&#x101;k&#x13C;u paredz&#x113;�anai. T&#x101;du lai�kaz&#x12B;mju ir &#x13C;oti daudz. T&#x101;p&#x113;c iedal&#x12B;sim t&#x101;s grup&#x101;s atkar&#x12B;b&#x101; no t&#x101;, k&#x101;di dz&#x12B;vnieki r&#x101;da gaid&#x101;m&#x101;s p&#x101;rmai&#x146;as.</p><subtitle><a l:href="">Savva&#x13C;as putni</a></subtitle><p><strong>Ja balo�i ska&#x13C;i un daudz d&#x16B;do � laiks b&#x16B;s labs </strong></p><p><strong>Ja balo�i mekl&#x113; sl&#x113;p&#x146;us � laiks mait&#x101;sies </strong></p><p><strong>Ja bezdel&#x12B;gas atn&#x101;ku�as � pavasaris s&#x101;kas </strong></p><p><strong>Ja bezdel&#x12B;gas �aud&#x101;s gan aug�&#x101;, gan lej&#x101; � b&#x16B;s ne�gaiss</strong></p><p><strong>Ja bezdel&#x12B;gas gar sien&#x101;m laidel&#x113;jas un ar k&#x101;j&#x101;m zemi skar � b&#x16B;s lietus</strong></p><p><strong>Ja bezdel&#x12B;gas lido virs zemes � jau taj&#x101; pa�&#x101; dien&#x101; gaid&#x101;ms lietus </strong></p><p><strong>Ja bezdel&#x12B;gas laidel&#x113;jas gar &#x16B;de&#x146;iem � b&#x16B;s ilgs lietus </strong></p><p><strong>Ja bezdel&#x12B;gas peras pa smilt&#x12B;m � gaid&#x101;ms lietus </strong></p><p><strong>Ja bezdel&#x12B;gas no r&#x12B;ta v&#x113;lu izlido � b&#x16B;s slikts laiks </strong></p><p><strong>Ja bezdel&#x12B;gas lien ligzd&#x101; � b&#x16B;s p&#x113;rkons </strong></p><p><strong>Ja bezdel&#x12B;gas lido augstu � lietus tuv&#x101;kaj&#x101; laik&#x101; neb&#x16B;s; ja zemu � lietus b&#x16B;s</strong></p><p><strong>Ja bezdel&#x12B;gas lido virs m&#x101;ju �ukuriem � b&#x16B;s jauks laiks</strong></p><p><strong>Ja celmi top pliki � laid&#x12B;sies c&#x12B;ru&#x13C;i </strong></p><p><strong>Ja c&#x12B;ru&#x13C;i no r&#x12B;ta s&#x113;� piep&#x16B;tu�ies un nedzied � jau taj&#x101; dien&#x101; b&#x16B;s lietus</strong></p><p><strong>Ja c&#x12B;rulis jau ar ausmu nedzied � b&#x16B;s lietus vai slikts laiks</strong></p><p><strong>Ja c&#x12B;rulis k&#x101; baid&#x12B;damies tikai ie�erkstas � b&#x16B;s lietus; ja ska&#x146;i dzied � b&#x16B;s silts laiks</strong></p><p><strong>Ja c&#x12B;rulis augstu lido �- tuv&#x101;kaj&#x101;s dien&#x101;s b&#x16B;s jauks laiks</strong></p><p><strong>Ja c&#x12B;rulis vakar&#x101; dzied � otr&#x101; dien&#x101; b&#x16B;s slikts laiks </strong></p><p><strong>Ja �akstes pirms saules l&#x113;kta �akstina � b&#x16B;s lietus </strong></p><p><strong>Ja dumpis ezer&#x101; kliedz � b&#x16B;s jauks laiks </strong></p><p><strong>Ja dzeguze k&#x16B;ko saus&#x101; kok&#x101; � b&#x16B;s sals </strong></p><p><strong>Ja dzeguze vakar&#x101; ilgi k&#x16B;ko � b&#x16B;s labs laiks </strong></p><p><strong>Ja dzenis neparasti &#x137;&#x113;rc � b&#x16B;s lietus </strong></p><p><strong>Ja dzenis vasaru ielai�as m&#x101;j&#x101;s � b&#x16B;s sausi laiki </strong></p><p><strong>Ja dzenis ziemu n&#x101;k m&#x101;j&#x101;s � b&#x16B;s aukstums </strong></p><p><strong>Ja dz&#x113;rves lidojot ska&#x13C;i kliedz � saglab&#x101;sies labs laiks</strong></p><p><strong>Ja dz&#x113;rves lido &#x13C;oti augstu � b&#x16B;s labs laiks</strong></p><p><strong>Ja dz&#x113;rves iet zemu � jau tre�aj&#x101; dien&#x101; b&#x16B;s salna</strong></p><p><strong>Ja dz&#x113;rves kliedz purv&#x101; � b&#x16B;s salnas; ja lauk&#x101; � b&#x16B;s jauks laiks</strong></p><p><strong>Ja dz&#x113;rves nirst &#x16B;den&#x12B; � b&#x16B;s v&#x113;j�</strong></p><p><strong>Ja dz&#x113;rves lai�as uz zieme&#x13C;iem � b&#x16B;s siltums; ja uz dienvidiem � b&#x16B;s aukstums</strong></p><p><strong>Ja vakar&#x101; grieze grie� lauk&#x101; � b&#x16B;s labs laiks; ja kok&#x101; � b&#x16B;s lietus</strong></p><p><strong>Ja grieze grie� lab&#x12B;b&#x101; � �&#x12B; lab&#x12B;ba krit&#x12B;s veldr&#x113; </strong></p><p><strong>Ja gulbji mazg&#x101;jas � gaid&#x101;ms lietus </strong></p><p><strong>Ja gulbis izb&#x101;zis k&#x101;ju caur asti � b&#x16B;s lietus </strong></p><p><strong>Ja gulbji izkl&#x12B;st pa d&#x12B;&#x137;iem � b&#x16B;s silts </strong></p><p><strong>Ja irbes skrien s&#x113;t&#x101; � b&#x16B;s lietus </strong></p><p><strong>Ja irbes n&#x101;k pie m&#x101;j&#x101;m � b&#x16B;s putenis </strong></p><p><strong>Ja kaijas atlido � dr&#x12B;z ledus ies </strong></p><p><strong>Ja kaijas lai�as uz sauszemi vai ezeriem � j&#x16B;r&#x101; b&#x16B;s v&#x113;tra</strong></p><p><strong>Ja kaijas nelai�as j&#x16B;r&#x101;, bet uzturas klint&#x12B;s vai smil�u s&#x113;r&#x113;s � b&#x16B;s negaiss</strong></p><p><strong>Ja jauk&#x101; vasaras laik&#x101; t&#x12B;rumos par&#x101;d&#x101;s kaijas � b&#x16B;s v&#x113;tra, lietus</strong></p><p><strong>Ja kaijas jeb kn&#x101;vi staig&#x101; pa p&#x13C;av&#x101;m � b&#x16B;s pl&#x16B;di </strong></p><p><strong>Ja kaijas daudz peldas � b&#x16B;s slikts laiks </strong></p><p><strong>Ja kaijas ner&#x113;&#x137;in&#x101;s ar lietu � l&#x12B;s ilgi </strong></p><p><strong>Ja kaijas pa gaisu skrien bariem � gaid&#x101;mi pl&#x16B;di </strong></p><p><strong>Ja vakar&#x101; klij&#x101;ni lido augstu un kliedz � sagai�d&#x101;ms lietus</strong></p><p><strong>Ja kov&#x101;r&#x146;i vakar&#x101; las&#x101;s baros un kliedz � b&#x16B;s jauks laiks</strong></p><p><strong>Ja kov&#x101;r&#x146;i no r&#x12B;ta br&#x113;c � b&#x16B;s lietus </strong></p><p><strong>Ja kov&#x101;r&#x146;i zemu lai�as � b&#x16B;s jauks laiks </strong></p><p><strong>Ja kov&#x101;r&#x146;i staig&#x101; pa zemes virsu � gaid&#x101;ms pielaid&#x12B;gs laiks</strong></p><p><strong>Ja kov&#x101;r&#x146;i s&#x113;�as koku galotn&#x113;s � b&#x16B;s silts laiks; ja puskoka zaros � b&#x16B;s sals</strong></p><p><strong>Ja krauk&#x13C;i p&#x113;c &#x113;�anas daudz sp&#x101;rnus v&#x113;cina � b&#x16B;s lietus</strong></p><p><strong>Ja krauk&#x13C;i &#x137;&#x113;rc � b&#x16B;s lietus </strong></p><p><strong>Ja krauk&#x13C;i gais&#x101; pl&#x113;�as � b&#x16B;s lietus </strong></p><p><strong>Ja krauk&#x13C;i peldas � b&#x16B;s silts laiks </strong></p><p><strong>Ja krauklis &#x137;&#x113;rkdams lai�as no zieme&#x13C;iem uz dienvi�diem � b&#x16B;s skaidrs laiks, sals; ja no dienvidiem uz zieme&#x13C;iem � b&#x16B;s lietus, silts laiks </strong></p><p><strong>Ja klus&#x101; laik&#x101; krauk&#x13C;i vai v&#x101;rnas galvu grie� uz k&#x101;du noteiktu pusi � no t&#x101;s puses n&#x101;ks v&#x113;j�</strong></p><p><strong>Ja krauk&#x13C;i lai�as no me�a klajum&#x101; vai pie m&#x101;jas � b&#x16B;s atkusnis</strong></p><p><strong>Ja krau&#x137;is vai strazds tevi sveicina � kl&#x101;t jau pavasaris</strong></p><p><strong>Ja &#x137;&#x12B;v&#x12B;tes zemu lai�as � b&#x16B;s lietus </strong></p><p><strong>Ja &#x137;&#x12B;v&#x12B;tes klaig&#x101; � b&#x16B;s lietus </strong></p><p><strong>Ja vakar&#x101; &#x137;&#x12B;v&#x12B;tes kliedz � b&#x16B;s skaidrs laiks </strong></p><p><strong>Ja sarodas daudz &#x137;&#x12B;v&#x12B;�u � b&#x16B;s lieli pl&#x16B;di </strong></p><p><strong>Kad lakst&#x12B;gala s&#x101;k dzied&#x101;t � palu &#x16B;de&#x146;i s&#x101;ks kristies</strong></p><p><strong>Ja lakst&#x12B;gala pat gai�&#x101; vakar&#x101; jau agri s&#x101;k dzied&#x101;t � bus lietus</strong></p><p><strong>Ja lakst&#x12B;gala vakaros ilgi dzied � b&#x16B;s labs laiks </strong></p><p><strong>Ja lakst&#x12B;gala visu nakti bez apst&#x101;jas dzied � b&#x16B;s saules pilna diena </strong></p><p><strong>Ja lijas kliedz � b&#x16B;s lietus</strong></p><p><strong>Ja mednis dzied tuvu pie koka � b&#x16B;s slapj� laiks; ja uz zara gala � b&#x16B;s jauks laiks </strong></p><p><strong>Ja paipala b&#x13C;auj � b&#x16B;s lietus</strong></p><p><strong>Ja putni (dz&#x113;rves, lijas, dzilnas, krauk&#x13C;i, kov&#x101;r&#x146;i, �a�gatas, v&#x101;rnas) no r&#x12B;ta klaig&#x101; � jau todien b&#x16B;s lietus </strong></p><p><strong>Ja putni zem&#x113; s&#x113;stas � b&#x16B;s skaists laiks; ja uz jumta � b&#x16B;s nelaiks </strong></p><p><strong>Ja putni tup koku galos � b&#x16B;s auksts laiks </strong></p><p><strong>Ja putni s&#x113;� pazar&#x113;s � b&#x16B;s silts laiks </strong></p><p><strong>Ja putni satupu�i rind&#x101; � b&#x16B;s lietus </strong></p><p><strong>Ja putni peras smilt&#x12B;s � b&#x16B;s lietus </strong></p><p><strong>Ja putni br&#x113;kdami mazg&#x101;jas � b&#x16B;s lietus </strong></p><p><strong>Ja me�a putni ar &#x16B;deni laist&#x101;s un nirst � b&#x16B;s lietus </strong></p><p><strong>Ja putni daudz un zemu lido un ri&#x146;&#x137;o � b&#x16B;s lietains un v&#x113;jains laiks </strong></p><p><strong>Ja putni turas cilv&#x113;ku tuvum&#x101; un zemu lido � b&#x16B;s lietus </strong></p><p><strong>Ja putni lai�as zemu � b&#x16B;s aukstums </strong></p><p><strong>Ja putni it k&#x101; vingrina sp&#x101;rnus � b&#x16B;s v&#x113;tra </strong></p><p><strong>Ja beidz �ivin&#x101;t mazputni&#x146;i � vasara beidzas </strong></p><p><strong>Ja g&#x101;jputni lido augstu un steidz&#x12B;gi � strauji tuvojas sals; ja zemu � sals v&#x113;l tik dr&#x12B;z neb&#x16B;s</strong></p><p><strong>Ja p&#x16B;ce ska&#x13C;i kliedz�main&#x12B;sies temperat&#x16B;ra</strong></p><p><strong>Ja nakt&#x12B; p&#x16B;ce klaig&#x101; � b&#x16B;s silta diena</strong></p><p><strong>Ja p&#x16B;ce agri r&#x12B;t&#x101; vaid � b&#x16B;s lietus</strong></p><p><strong>Ja p&#x16B;ce lietus laik&#x101; stipri &#x137;&#x113;rc � b&#x16B;s labs laiks</strong></p><p><strong>Ja p&#x16B;ce vai &#x16B;pis lab&#x101; laik&#x101; klaig&#x101; � b&#x16B;s lietus;ja lietus laik&#x101; � b&#x16B;s labs laiks</strong></p><p><strong>Ja rubenis rubina � p&#x113;c trim dien&#x101;m b&#x16B;s sals</strong></p><p><strong>Ja rube&#x146;i r&#x16B;c � dr&#x12B;z b&#x16B;s sniegs</strong></p><p><strong>Ja rube&#x146;i rude&#x146;os iet me�a mal&#x101; � dr&#x12B;z b&#x16B;s salnas</strong></p><p><strong>Ja rube&#x146;i rubina me�a mal&#x101; � b&#x16B;s silts laiks; ja me�a vid&#x16B; � b&#x16B;s auksts</strong></p><p><strong>Ja rube&#x146;i sala laik&#x101; iet me�a mal&#x101; vai uz lauku � b&#x16B;s m&#x12B;ksts laiks</strong></p><p><strong>Ja rube&#x146;i n&#x101;k pie m&#x101;jas � sals dr&#x12B;z pielaid&#x12B;sies </strong></p><p><strong>Ja rube&#x146;i bariem no me�a lai�as uz p&#x13C;avu � n&#x101;kamaj&#x101; dien&#x101; kus&#x12B;s</strong></p><p><strong>Ja ziemu rube&#x146;i metas b&#x113;rzos � b&#x16B;s atkusnis </strong></p><p><strong>Ja rube&#x146;i dien&#x101; s&#x113;d kokos � b&#x16B;s atkusnis </strong></p><p><strong>Ja rube&#x146;i rubina v&#x113;lu vakar&#x101; � n&#x101;kamdien b&#x16B;s salna </strong></p><p><strong>Ja sarkankr&#x16B;t&#x12B;tis jeb svilpis �irina � b&#x16B;s sniegs, putenis, slapjdra&#x146;&#x137;is</strong></p><p><strong>Ja s&#x12B;lis n&#x101;k pie m&#x101;jas � p&#x113;c trim dien&#x101;m laiks pie�laid&#x12B;sies</strong></p><p><strong>Ja sniedzes ruden&#x12B; n&#x101;k m&#x101;j&#x101; � tre�aj&#x101; dien&#x101; b&#x16B;s sniegs</strong></p><p><strong>Ja sniedzes ziem&#x101; pie m&#x101;j&#x101;m n&#x101;k � dr&#x12B;z b&#x16B;s putenis </strong></p><p><strong>Ja pat jauk&#x101; laik&#x101; st&#x101;r&#x137;a spalvas ir pel&#x113;c&#x12B;gas � b&#x16B;s lietus;</strong></p><p><strong>ja, pat lietum v&#x113;l l&#x12B;stot, st&#x101;r&#x137;a spalvas ir spodras, spil�gti baltas � dr&#x12B;z s&#x101;ksies jauks laiks </strong></p><p><strong>Ja st&#x101;r&#x137;is p&#x13C;av&#x101; staig&#x101; � b&#x16B;s labs laiks; ja pa kalnu � b&#x16B;s slikts laiks; ja pa lauku � l&#x12B;s lietus</strong></p><p><strong>Ja st&#x101;r&#x137;is paskrienas, nedaudz pace&#x13C;as sp&#x101;rnos un atkal piezem&#x113;jas � b&#x16B;s laika p&#x101;rmai&#x146;a, lietus</strong></p><p><strong>Ja st&#x101;r&#x137;is purina sp&#x101;rnus un sl&#x113;pj kn&#x101;bi zem sp&#x101;r�niem � b&#x16B;s v&#x113;tra un negaiss </strong></p><p><strong>Ja st&#x101;r&#x137;is kn&#x101;bi klabina � lietus l&#x12B;s Ja st&#x101;r&#x137;is nes m&#x113;slus no ce&#x13C;a � b&#x16B;s slikts laiks </strong></p><p><strong>Ja st&#x101;r&#x137;is uzmetas uz jumta � b&#x16B;s ilgs, stiprs lietus </strong></p><p><strong>Ja st&#x113;rstes lai�as baros un �ivina � main&#x12B;sies laiks </strong></p><p><strong>Ja st&#x113;rstes n&#x101;k m&#x101;j&#x101;s � b&#x16B;s putenis </strong></p><p><strong>Ja strazdi skrien lieliem pulkiem � b&#x16B;s liels lietus </strong></p><p><strong>Ja strazdi ska&#x13C;i uzvedas � tuvojas v&#x113;tra </strong></p><p><strong>Ja pel&#x113;kais strazds s&#x113;� kok&#x101; un dzied � b&#x16B;s sals </strong></p><p><strong>Ja sv&#x12B;res laidel&#x113;jas augstu gais&#x101; � b&#x16B;s labs laiks </strong></p><p><strong>Ja sv&#x12B;res lido gan aug�up, gan lejup � b&#x16B;s v&#x113;j� </strong></p><p><strong>Ja �&#x146;ibis svilpj � b&#x16B;s lietus</strong></p><p><strong>Ja tilb&#x12B;tes pamet purvu un staig&#x101; pa lauku � sa�glab&#x101;sies labs laiks</strong></p><p><strong>Ja vanags ielido pagalm&#x101; p&#x113;c vist&#x101;m � b&#x16B;s slikts laiks</strong></p><p><strong>Ja lielais pel&#x113;kais vanags kliedz � b&#x16B;s lietus</strong></p><p><strong>Ja v&#x101;lodze dzied m&#x12B;l&#x12B;g&#x101; bals&#x12B; � b&#x16B;s labs laiks </strong></p><p><strong>Ja v&#x101;lodzei t&#x12B;ra, ska&#x13C;a balss � b&#x16B;s labs laiks; ja t&#x101; &#x137;&#x113;rc � l&#x12B;s lietus </strong></p><p><strong>Ja v&#x101;lodze zemu lai�as � t&#x101; lietu vilina </strong></p><p><strong>Ja v&#x101;lodze p&#x113;c saules trok�&#x146;o � b&#x16B;s lietus </strong></p><p><strong>Ja v&#x101;rnas ziem&#x101; uzmetas augstu kok&#x101; � b&#x16B;s auksts laiks; ja uzmetas pazar&#x113;s vai tup zem&#x113; � b&#x16B;s silts</strong></p><p><strong>Ja v&#x101;rnas vasar&#x101; tup koka galotn&#x113; � l&#x12B;s lietus</strong></p><p><strong>Ja agr&#x101; pavasar&#x12B; v&#x101;rnas peldas � b&#x16B;s silts</strong></p><p><strong>Ja v&#x101;rnas pa smilt&#x12B;m mazg&#x101;jas un &#x137;&#x113;rc � b&#x16B;s lietus</strong></p><p><strong>Ja v&#x101;rnas peras pa sniegu � k&#x13C;&#x16B;s silt&#x101;ks</strong></p><p><strong>Ja v&#x101;rnas snau� � b&#x16B;s slikts laiks</strong></p><p><strong>Ja v&#x101;rnas sl&#x113;pj kn&#x101;bi zem sp&#x101;rna � gaid&#x101;ms sals</strong></p><p><strong>Ja v&#x101;rnas bariem staig&#x101; pa zemi � n&#x101;kamaj&#x101; dien&#x101; l&#x12B;s</strong></p><p><strong>Ja v&#x101;rnas ziem&#x101; staig&#x101; pa ce&#x13C;u � b&#x16B;s atkusnis</strong></p><p><strong>Ja v&#x101;rnas n&#x101;k m&#x101;j&#x101;s � b&#x16B;s atkusnis</strong></p><p><strong>Ja v&#x101;rnas pulc&#x113;jas baros � b&#x16B;s atkusnis</strong></p><p><strong>Ja v&#x101;rnas s&#x113;� siena kaudzes gal&#x101; � laiks main&#x12B;sies</strong></p><p><strong>Ja v&#x101;rnas lietus laik&#x101; tup stabu galos � ilgi l&#x12B;s lietus</strong></p><p><strong>Ja v&#x101;rnas ziem&#x101; s&#x113;� mietu galos � b&#x16B;s sniegs</strong></p><p><strong>Ja v&#x101;rnas jau pirms saules &#x137;&#x113;rc � b&#x16B;s lietus</strong></p><p><strong>Ja v&#x101;rna vasar&#x101; &#x137;&#x113;rc � b&#x16B;s lietus; ja ziem&#x101; � b&#x16B;s putenis un atkusnis</strong></p><p><strong>Ja v&#x101;rnas &#x137;&#x113;rc uz dienvidu pusi � n&#x101;ks siltums; ja uz zieme&#x13C;u pusi � n&#x101;ks aukstums</strong></p><p><strong>Ja v&#x101;rnas augstu lidin&#x101;s � b&#x16B;s sals; ja zemu � b&#x16B;s silts laiks</strong></p><p><strong>Uz k&#x101;du pusi vakar&#x101; v&#x101;rna lido � no t&#x101;s puses r&#x12B;t gai�d&#x101;ms v&#x113;j�</strong></p><p><strong>Ja v&#x101;rnas skrien pret v&#x113;ju � k&#x13C;&#x16B;s silt&#x101;ks </strong></p><p><strong>Ja v&#x101;rnas vakar&#x101; skrien pret sauli � b&#x16B;s lietus </strong></p><p><strong>Ja v&#x101;rnas vakar&#x101; lai�as no austrumiem uz rietumiem � otr&#x101; r&#x12B;t&#x101; l&#x12B;s;</strong></p><p><strong>ja no rietumiem uz austrumiem � b&#x16B;s jauks laiks </strong></p><p><strong>Ja z&#x12B;l&#x12B;te no r&#x12B;ta p&#x12B;kst, �iepst � nakt&#x12B; vai jau dien&#x101; b&#x16B;s sals</strong></p><p><strong>Ja z&#x12B;l&#x12B;te n&#x101;k pie loga � b&#x16B;s stiprs sals </strong></p><p><strong>Ja t&#x101;lum&#x101; dzird zosis kliedzam � b&#x16B;s lietus </strong></p><p><strong>Ja zosis lido uz austrumiem � b&#x16B;s v&#x113;j� </strong></p><p><strong>Ja zvirbu&#x13C;i pulc&#x113;jas baros un trok�&#x146;o � b&#x16B;s pute�nis, bet p&#x113;c t&#x101;, k&#x101; parasti, sekos atkusnis</strong></p><p><strong>Ja zvirbu&#x13C;i bariem p&#x101;rlido no vienas vietas uz otru � b&#x16B;s stiprs v&#x113;j�</strong></p><p><strong>Ja zvirbu&#x13C;i lien pasp&#x101;rn&#x113;s � b&#x16B;s putenis </strong></p><p><strong>Ja zvirbu&#x13C;i ligzdas taisa � b&#x16B;s labs laiks </strong></p><p><strong>Ja zvirbu&#x13C;i plun�&#x101;jas &#x16B;deni � b&#x16B;s silts un lietus; ja peras smilt&#x12B;s vai tup sabozu�ies � b&#x16B;s lietus vai aukstums</strong></p><p><strong>Ja zvirbu&#x13C;i pulc&#x113;jas baros un �ivina � main&#x12B;sies laiks </strong></p><p><strong>Ja zvirbu&#x13C;i k&#x101;zojas, �alodami skraida pa kokiem � b&#x16B;s negaiss vai lietus </strong></p><p><strong>Ja ilgsto�&#x101; liet&#x16B; zvirbu&#x13C;i s&#x101;k �iepst&#x113;t � laiks uzlabosies </strong></p><p><strong>Ja zvirbu&#x13C;i pa �agariem skraida un �ivina � b&#x16B;s lietus </strong></p><p><strong>Ja aukst&#x101; laik&#x101; zvirbu&#x13C;i �ivina � b&#x16B;s atkusnis </strong></p><p><strong>Ja zvirbu&#x13C;i n&#x101;k pie m&#x101;j&#x101;m � b&#x16B;s aukstums </strong></p><p><strong>Ja �agatas no r&#x12B;tiem tark�&#x137; � l&#x12B;s lietus </strong></p><p><strong>Ja �agatas p&#x13C;&#x101;p&#x12B;gi tark�&#x137; � b&#x16B;s labs laiks </strong></p><p><strong>Ja �agata s&#x113;� sabozusies un klusa � snigs </strong></p><p><strong>Ja �agatas n&#x101;k m&#x101;j&#x101;s � b&#x16B;s slikts laiks </strong></p><p><strong>Ja �ub&#x12B;te neparasti, sav&#x101;d&#x101;k dzied � lietus b&#x16B;s </strong></p><p><strong>Ja �ub&#x12B;te jau agri no r&#x12B;ta pa jumtu l&#x113;k&#x101; � b&#x16B;s lietus</strong></p><subtitle id="AutBody_0bookmark2"><a l:href="">Savva&#x13C;as z&#x12B;d&#x12B;t&#x101;ji</a></subtitle><p><strong>Ja ziem&#x101; no mig&#x101;m izlien &#x101;p�i vaLjenoti � k&#x13C;&#x16B;s sil�t&#x101;ks</strong></p><p><strong>Ja brie�i sp&#x113;c&#x12B;gi bad&#x101;s � b&#x16B;s lietus un v&#x113;j� </strong></p><p><strong>Ja vakar&#x101; redz ezi staig&#x101;jam � otr&#x101; dien&#x101; l&#x12B;s </strong></p><p><strong>Ja ezis aizv&#x113;ris savas m&#x12B;tnes zieme&#x13C;u eju � negaiss n&#x101;ks no zieme&#x13C;iem; ja dienvidu eju � n&#x101;ks no dienvidiem </strong></p><p><strong>Ja kurmji ce&#x13C; rakumus � b&#x16B;s lietus </strong></p><p><strong>Ja kurmji lien &#x101;r&#x101; no zemes � b&#x16B;s lietus </strong></p><p><strong>Ja kurmji ce&#x13C; rakumus zem pirm&#x101; sniega � tas nepa�st&#x101;v&#x113;s � </strong></p><p><strong>Ja ziem&#x101; kurmis izce&#x13C; zemes � b&#x16B;s atkusnis </strong></p><p><strong>Ja peles nervozi skraida, p&#x12B;kst, l&#x113;k&#x101; � b&#x16B;s lietus </strong></p><p><strong>Ja peles velk migu � b&#x16B;s lietus</strong></p><p><strong>Ja p&#x113;c saules rieta lidin&#x101;s daudz siksp&#x101;r&#x146;u � b&#x16B;s skaidrs laiks </strong></p><p><strong>Ja siksp&#x101;r&#x146;i zemu lido � b&#x16B;s lietus </strong></p><p><strong>Ja v&#x101;veres pa zemi staig&#x101; � b&#x16B;s labs laiks </strong></p><p><strong>Ja vilki gaudo � b&#x16B;s &#x13C;oti auksts laiks </strong></p><p><strong>Ja vilks nokl&#x12B;st no bara un velkas uz m&#x101;j&#x101;m � b&#x16B;s lie�tus vai cit&#x101;di slikts laiks </strong></p><p><strong>Ja za&#x137;i kliedz � dr&#x12B;z b&#x16B;s silts laiks</strong></p><p><strong>Ja vasar&#x101; za&#x137;i n&#x101;k uz lauka � b&#x16B;s lietus; ja tie dz&#x12B;vo me�os � b&#x16B;s karsts un skaists laiks </strong></p><p><strong>Ja za&#x137;is p&#x113;das atst&#x101;j pirmaj&#x101; snieg&#x101; � tas past&#x101;v&#x113;s </strong></p><p><strong>Ja za&#x137;i n&#x101;k uz lauka � b&#x16B;s atkusnis; ja gu&#x13C; dzi&#x13C;i me�&#x101; � b&#x16B;s aukstums </strong></p><p><strong>Ja za&#x137;i n&#x101;k uz d&#x101;rzu � v&#x113;l ilgi b&#x16B;s barga ziema </strong></p><p><strong>Ja za&#x137;is gu&#x13C; virs sniega � b&#x16B;s putenis; ja ieru�in&#x101;ju�ies snieg&#x101; � b&#x16B;s atkusnis </strong></p><p><strong>Ja za&#x137;i gul klajum&#x101; � b&#x16B;s atkusnis </strong></p><p><strong>Ja za&#x137;a gu&#x13C;asvieta slapja, sniegs izkusis � b&#x16B;s atkusnis </strong></p><p><strong>Ja me�a zv&#x113;ri � c&#x16B;kas, a&#x13C;&#x146;i, stirnas, za&#x137;i � n&#x101;k d&#x101;rz&#x101; � b&#x16B;s auksts laiks</strong></p><subtitle><a l:href="">Abinieki un �&#x16B;skas</a></subtitle><p><strong>Ja uz celi&#x146;iem vakar&#x101; vai pat dien&#x101; izr&#x101;poju�i krupji � b&#x16B;s lietus; ja tie sl&#x113;pjas � b&#x16B;s labs laiks </strong></p><p><strong>Ja krupji n&#x101;k uz m&#x101;ju un kurc,� b&#x16B;s lietus Ja vasar&#x101; vardes stipri kurkst � t&#x101;s dr&#x12B;z sasauks lietu</strong></p><p><strong>Ja vardes vakar&#x101; kv&#x101;k�&#x137; pat&#x12B;kam&#x101; bals&#x12B; � b&#x16B;s labs, skaidrs laiks; ja b&#x13C;aust&#x12B;gi � b&#x16B;s lietus</strong></p><p><strong>Ja varde l&#x113;k&#x101; krast&#x101; un ska&#x13C;i kurkst � b&#x16B;s lietus </strong></p><p><strong>Ja vardes iet uz d&#x12B;&#x137;i � b&#x16B;s labs laiks; ja n&#x101;k &#x101;r&#x101; � b&#x16B;s lietus </strong></p><p><strong>Ja vardes n&#x101;k sausum&#x101; � b&#x16B;s lietus </strong></p><p><strong>Ja vardes vai vardul&#x113;ni l&#x113;k&#x101; pa ce&#x13C;u � b&#x16B;s lietus </strong></p><p><strong>Ja saulain&#x101; laik&#x101; vardes atst&#x101;j &#x101;boli&#x146;a lauku � b&#x16B;s jauks laiks</strong></p><p><strong>Ja vardes siena laik&#x101; r&#x101;pjas sien&#x101; � b&#x16B;s lietus</strong></p><p><strong>Ja vardes k&#x13C;&#x16B;st tum�as � b&#x16B;s lietus;</strong></p><p><strong>ja k&#x13C;&#x16B;st gai�as � neb&#x16B;s lietus</strong></p><p><strong>Ja vard&#x113;m v&#x113;deri k&#x13C;&#x16B;st gai�i � ilgsto�i l&#x12B;s;</strong></p><p><strong>ja k&#x13C;&#x16B;st tum�i � ilgi past&#x101;v&#x113;s sauss laiks</strong></p><p><strong>Ja, lietum l&#x12B;stot, redz tum�u vardi � l&#x12B;s v&#x113;l stipr&#x101;k</strong></p><p><strong>Ja �&#x16B;skas �irgti lod&#x101; � b&#x16B;s lietus</strong></p><p><strong>Ja p&#x113;c lietus redz �&#x16B;sku � b&#x16B;s sauss laiks</strong></p><p><strong>Ja �&#x16B;skas uz ci&#x146;iem sild&#x101;s � b&#x16B;s p&#x113;rkona lietus</strong></p><p><strong>Ja zalk�i lien uz ce&#x13C;a sild&#x12B;ties � b&#x16B;s lietus</strong></p><subtitle><a l:href="">Kukai&#x146;i un t&#x101;rpi</a></subtitle><p><strong>Ja bites, saulei rietot, v&#x113;l lai�as ziedos � rit b&#x16B;s lietus</strong></p><p><strong>Ja bites vakar&#x101; &#x101;tri beidz darbu � rit b&#x16B;s jauks laiks </strong></p><p><strong>Ja bites jau agri no r&#x12B;ta atst&#x101;j stropu � b&#x16B;s labs laiks </strong></p><p><strong>Ja r&#x12B;t&#x101; laukos, p&#x13C;av&#x101;s, me�mal&#x101;s un me�os daudz bi�u � saglab&#x101;sies labs laiks.</strong></p><p><strong>Ja bites pat lab&#x101; laik&#x101; paliek stropos vai nelai�as t&#x101;lu � b&#x16B;s lietus</strong></p><p><strong>Ja bites steidzas strop&#x101; iek�&#x101; un &#x101;r&#x101; � b&#x16B;s lietus </strong></p><p><strong>Ja pat lab&#x101; laik&#x101; bites steidz&#x12B;gi atgrie�as drav&#x101; � b&#x16B;s lietus</strong></p><p><strong>Ja bites, m&#x101;ko&#x146;iem sabiez&#x113;jot, neb&#x113;g stropos � lietus aizies gar&#x101;m </strong></p><p><strong>Ja bites aplido ak&#x101;cijas vai j&#x101;&#x146;ogas � b&#x16B;s lietus </strong></p><p><strong>Ja bites s&#x113;� �upi&#x146;&#x101;s uz stropa sien&#x101;m � b&#x16B;s karsts laiks </strong></p><p><strong>Ja bites lido augstu � b&#x16B;s labs laiks </strong></p><p><strong>Ja bites ir niknas un dze&#x13C; � b&#x16B;s sauss laiks </strong></p><p><strong>Ja vasar&#x101; circenis dzied � b&#x16B;s karsts laiks </strong></p><p><strong>Ja ziem&#x101; circe&#x146;i dzied � b&#x16B;s auksts laiks </strong></p><p><strong>Ja circe&#x146;i vakar&#x101; stipri dzied � b&#x16B;s liels v&#x113;j� </strong></p><p><strong>Ja circe&#x146;i klus&#x113; � b&#x16B;s lietus, m&#x12B;ksts laiks </strong></p><p><strong>Ja circenis lec uz kr&#x101;sns pusi � b&#x16B;s dra&#x146;&#x137;&#x12B;gs laiks </strong></p><p><strong>Ja circenis lec uz durvju pusi � b&#x16B;s labs laiks </strong></p><p><strong>Ja gan&#x12B;b&#x101;s par&#x101;d&#x101;s daudz dunduru � b&#x16B;s lietus </strong></p><p><strong>Ja kni�&#x13C;i vakar&#x101; ac&#x12B;s, degun&#x101;, mut&#x113; lien � b&#x16B;s lietus </strong></p><p><strong>Ja vakaros kni�&#x13C;i spindz un dze&#x13C; � b&#x16B;s lietus </strong></p><p><strong>Ja ap dzelteno ak&#x101;ciju lidin&#x101;s daudz kukai&#x146;u � b&#x16B;s lietus</strong></p><p><strong>Ja kr&#x113;sl&#x101; uz ugunskuru lido daudz kukai&#x146;u � b&#x16B;s lietus </strong></p><p><strong>Ja dievgosni&#x146;a jeb m&#x101;r&#x12B;te no rokas &#x101;tri aizlai�as � b&#x16B;s skaidrs laiks</strong></p><p><strong>Ja mu�as lido jau agri no r&#x12B;ta � dien&#x101; b&#x16B;s jauks laiks;</strong></p><p><strong>ja gu&#x13C;, pieplaku�as pie sien&#x101;m, � b&#x16B;s lietus </strong></p><p><strong>Ja mu�as agri mostas un stipri s&#x12B;c � b&#x16B;s labs laiks </strong></p><p><strong>Ja mu�as ir uzm&#x101;c&#x12B;gas un s&#x12B;vi ko� � b&#x16B;s lietus </strong></p><p><strong>Ja mu�as lien ac&#x12B;s, aus&#x12B;s � b&#x16B;s lietus Ja mu�as atdz&#x12B;vojas un s&#x12B;c � b&#x16B;s atkusnis </strong></p><p><strong>Ja ziem&#x101; s&#x101;k mu�as lidin&#x101;ties � b&#x16B;s atkusnis </strong></p><p><strong>Ja mu�as lien pie kr&#x101;sns � b&#x16B;s auksts </strong></p><p><strong>Ja ziem&#x101; mu�as pa m&#x101;ju lai�as � b&#x16B;s silts laiks Ja o d i dejo spietiem � b&#x16B;s labs laiks</strong></p><p><strong>Ja odi stamp&#x101;jas � b&#x16B;s labs laiks; ja sij&#x101;jas � b&#x16B;s slikts laiks </strong></p><p><strong>Ja odi vakar&#x101; dejo mutu&#x13C;os � b&#x16B;s karsts laiks </strong></p><p><strong>Ja odi, kni�&#x13C;i lido stabveid&#x12B;gi � gaid&#x101;ms v&#x113;j� </strong></p><p><strong>Ja odi v&#x113;l p&#x113;c saules dejo � laiks nemain&#x12B;sies </strong></p><p><strong>Ja odi zemu lido � b&#x16B;s lietus</strong></p><p><strong>Ja sise&#x146;i dzied z&#x101;l&#x113; � vair&#x101;kas dienas b&#x16B;s jauks laiks; ja kokos � b&#x16B;s lietus </strong></p><p><strong>Ja gais&#x101; daudz sise&#x146;u � b&#x16B;s daudz s&#x113;&#x146;u </strong></p><p><strong>Ja vakar&#x101; sien&#x101;�i sisina, kaut ari stipri apm&#x101;cies vai pat nolijis lietus, � otr&#x101; dien&#x101; b&#x16B;s sauss, karsts, saulains siena laiks </strong></p><p><strong>Ja sien&#x101;�i �irkst kok&#x101; � b&#x16B;s lietus; ja zem&#x113; � b&#x16B;s siena laiks</strong></p><p><strong>Ja sien&#x101;�i no r&#x12B;ta k&#x101;pj augstu kokos sisin&#x101;t � b&#x16B;s labs, sauss laiks - �</strong></p><p><strong>Ja sien&#x101;�i dienu k&#x101;pj kokos � b&#x16B;s lietains laiks </strong></p><p><strong>Ja sien&#x101;�i vakaros k&#x101;pj kokos � b&#x16B;s skaists laiks </strong></p><p><strong>Ja siena laik&#x101;, p&#x13C;av&#x101; &#x113;dot, sien&#x101;�i lec b&#x13C;od&#x101;s � pietur&#x113;�sies labs siena laiks</strong></p><p><strong>Ja skudru p&#x16B;zn&#x12B; visas ejas ir va&#x13C;&#x101; un man&#x101;ma dz&#x12B;va ros&#x12B;ba � b&#x16B;s labs laiks</strong></p><p><strong>Ja lab&#x101; laik&#x101; skudru p&#x16B;�&#x146;a ejas ciet un ap to maza kus�t&#x12B;ba � dr&#x12B;z b&#x16B;s slikts laiks</strong></p><p><strong>Ja sp&#x101;rnot&#x101;s skudras laidel&#x113;jas un skraida � b&#x16B;s slikts laiks, lietus</strong></p><p><strong>Ja, sienu gr&#x101;bjot, s&#x101;k apk&#x101;rt lidot sp&#x101;rnain&#x101;s skudras � nakt&#x12B; sagaid&#x101;ms lietus </strong></p><p><strong>Ja istab&#x101; par&#x101;d&#x101;s skudras � b&#x16B;s lietus Ja skudras ce&#x13C; zemi � b&#x16B;s lietus </strong></p><p><strong>Ja skudras r&#x101;pjas kokos � gaid&#x101;ms lietus </strong></p><p><strong>Ja skudras uz citu vietu p&#x101;rnes savas oli&#x146;as � p&#x113;c k&#x101;da laika b&#x16B;s lietus </strong></p><p><strong>Ja skudras &#x13C;oti kust&#x12B;gas � b&#x16B;s labs laiks Ja meln&#x101;s skudras savus p&#x16B;zn&#x12B;�us ce&#x13C; l&#x12B;dz z&#x101;&#x13C;u ga�liem � b&#x16B;s ilgs lietus</strong></p><p><strong>Ja m&#x12B;zenes jeb maz&#x101;s skudras piep&#x16B;&#x13C;ojas siena gub&#x101;s � b&#x16B;s pali</strong></p><p><strong>Ja m&#x12B;zenes jeb dze&#x13C;o�&#x101;s skudras virs zemes sadzen p&#x16B;��&#x146;us � b&#x16B;s lietus </strong></p><p><strong>Ja sliekas ce&#x13C; rakumus � b&#x16B;s lietus </strong></p><p><strong>Ja sliekas uz cieti nom&#x12B;d&#x12B;tiem celi&#x146;iem izdzinu�as zemes kaudz&#x12B;tes�- b&#x16B;s lietus</strong></p><p><strong>Ja sliekas lien no zemes &#x101;r&#x101; � b&#x16B;s lietus </strong></p><p><strong>Ja p&#x113;c pirm&#x101; lietus virs zemes par&#x101;d&#x101;s sliekas � v&#x113;l ilgi l&#x12B;s</strong></p><p><strong>Ja n&#x101;tru tauri&#x146;� sl&#x113;pjas aizseg&#x101;, lido istab&#x101;, s&#x113;�as tum�&#x101;kajos kaktos � b&#x16B;s lietus </strong></p><p><strong>Ja naktstauri&#x146;i lido istab&#x101; � b&#x16B;s auksts v&#x113;j� </strong></p><p><strong>Ja vaboles lien pulkos un nelido � b&#x16B;s slikts laiks </strong></p><p><strong>Ja vakar&#x101; m&#x113;slu vaboles lidin&#x101;s � b&#x16B;s jauks laiks; ja &#x146;emas pa kaudzi � b&#x16B;s slikts laiks </strong></p><p><strong>Ja vakar&#x101; m&#x113;slu vaboles skrien uz k&#x101;du noteiktu pusi � no t&#x101;s puses r&#x12B;t p&#x16B;t&#x12B;s v&#x113;j�</strong></p><p><strong>Ja m&#x113;slu vaboles r&#x16B;kdamas p&#x113;c saules lai�as � b&#x16B;s labs laiks; ja pirms saules � b&#x16B;s slikts laiks</strong></p><p><strong>Ja m&#x113;slu vaboles vakar&#x101; skraida � b&#x16B;s silta nakts, labs laiks</strong></p><p><strong>Ja vakar&#x101; m&#x113;slu vaboles d&#x16B;kdamas skraida � n&#x101;kamaj&#x101; dien&#x101; l&#x12B;s</strong></p><p><strong>Ja maijvaboles lido l&#x12B;dz tumsai � b&#x16B;s labs laiks </strong></p><p><strong>Ja zemesv&#x113;zis kurc � b&#x16B;s lietus </strong></p><p><strong>Ja zirnek&#x13C;i ros&#x12B;gi au� t&#x12B;klus � ilgi b&#x16B;s skaists, sauss laiks;</strong></p><p><strong>ja pa�i tos sarausta � b&#x16B;s slikts laiks </strong></p><p><strong>Ja zirneklis au� t&#x12B;klu, pat lietum l&#x12B;stot, � dr&#x12B;z atkal b&#x16B;s labs laiks</strong></p><p><strong>Ja zirnek&#x13C;i galvenos pavedienus taisa garus � b&#x16B;s skaists laiks; ja taisa &#x12B;sus � b&#x16B;s lietus</strong></p><p><strong>Ja zirneklis velk pavedienu no griestiem uz leju � b&#x16B;s slikts laiks; ja no apak�as uz aug�u � b&#x16B;s labs laiks </strong></p><p><strong>Ja zirneklis nervozi skraida pa savu t&#x12B;klu � b&#x16B;s lietus </strong></p><p><strong>Ja zirneklis sav&#x101; t&#x12B;kl&#x101; nekustas � b&#x16B;s slikts laiks </strong></p><p><strong>Ja zirneklis iel&#x12B;dis st&#x16B;r&#x12B; � b&#x16B;s v&#x113;j� </strong></p><p><strong>Ja zirneklis gu&#x13C; t&#x12B;kla vid&#x16B; � b&#x16B;s lietus; ja gu&#x13C; t&#x12B;kla mal&#x101; vai kaut kur &#x101;rpus&#x113; � b&#x16B;s siena laiks </strong></p><p><strong>Ja visur zirnek&#x13C;i staig&#x101; � b&#x16B;s aukstums </strong></p><p><strong>Ja uz sniega par&#x101;d&#x101;s zirneklis � b&#x16B;s atkusnis </strong></p><p><strong>Ja no r&#x12B;ta me�&#x101;, p&#x13C;av&#x101;, lauk&#x101; daudz zirnek&#x13C;a t&#x12B;klu � b&#x16B;s labs, sauss laiks </strong></p><p><strong>Ja zirnek&#x13C;i t&#x12B;klus savilku�i me�&#x101; � ilgi b&#x16B;s sauss laiks </strong></p><p><strong>Ja zirnek&#x13C;i savilku�i rite&#x146;veid&#x12B;gus t&#x12B;klus kokos � b&#x16B;s sauss laiks</strong></p><p><strong>Ja zirnek&#x13C;i au� daudz t&#x12B;klu starp kokiem vai augst&#x101;m z&#x101;l&#x113;m � b&#x16B;s v&#x113;ss laiks</strong></p><p><strong>Ja lauki nopl&#x113;k&#x101;ju�i ar zirnek&#x13C;a t&#x12B;kliem, b&#x16B;s sauss, jauks laiks</strong></p><p><strong>Ja zirnek&#x13C;a t&#x12B;kli lido pa gaisu � b&#x16B;s sauss laiks </strong></p><p><strong>Ja pret vakaru z&#x101;l&#x113; ir zirnek&#x13C;a t&#x12B;kli � b&#x16B;s labs laiks Ja zirnek&#x13C;a t&#x12B;kli mier&#x12B;g&#x101; laik&#x101; &#x13C;oti kustas � b&#x16B;s lietus un v&#x113;j�</strong></p><subtitle id="AutBody_0bookmark3"><a l:href="">&#x16A;dens iem&#x12B;tnieki</a></subtitle><p><strong>Ja d&#x113;les lo�&#x146;&#x101; pa &#x16B;dens apak�u � r&#x12B;t b&#x16B;s slikts laiks, lietus;</strong></p><p><strong>ja pa &#x16B;dens virspusi � b&#x16B;s labs laiks </strong></p><p><strong>Ja ro&#x146;i jautri rota&#x13C;&#x101;jas pa &#x16B;deni � b&#x16B;s v&#x113;j� </strong></p><p><strong>Ja sami trok�&#x146;aini n&#x101;k &#x16B;dens virspus&#x113; un &#x137;er gaisu � b&#x16B;s negaiss</strong></p><p><strong>Ja v&#x113;�i lien krast&#x101; un sausum&#x101; � b&#x16B;s lietus; ja iet pa upes vidu � b&#x16B;s p&#x113;rkons </strong></p><p><strong>Ja dien&#x101; zivis stipri �aud&#x101;s � b&#x16B;s lietus </strong></p><p><strong>Ja zivis lai� burbu&#x13C;us � b&#x16B;s lietus </strong></p><p><strong>Ja vakar&#x101; zivis l&#x113;k&#x101; � b&#x16B;s jauks laiks </strong></p><p><strong>Ja pavasar&#x12B; un vasar&#x101; tikko &#x137;ert&#x101;s zivis &#x13C;oti asi&#x146;ainas � tuvojas negaiss</strong></p><p><strong>Ja no&#x137;ertajai zivij, to t&#x12B;rot, izdal&#x101;s daudz asi&#x146;u � b&#x16B;s lietus</strong></p><subtitle id="AutBody_0bookmark4"><a l:href="">M&#x101;jputni</a></subtitle><p><strong>Ja liela sala laik&#x101; gai&#x13C;i agri dzied � k&#x13C;&#x16B;s silt&#x101;ks, m&#x113;ren&#x101;ks</strong></p><p><strong>Ja gailis vakar&#x101; dzied slikt&#x101; laik&#x101; � otr&#x101; dien&#x101; b&#x16B;s labs laiks; ja dzied lab&#x101; laik&#x101; � b&#x16B;s slikts laiks </strong></p><p><strong>Ja gailis nelaik&#x101; dzied � vasar&#x101; b&#x16B;s lietus, bet ziem&#x101; atkusnis</strong></p><p><strong>Ja gailis vakar&#x101; dzied, zem&#x113; st&#x101;v&#x113;dams, � r&#x12B;t b&#x16B;s lietus; ja dzied, kur uzl&#x113;cis, � b&#x16B;s sauss laiks </strong></p><p><strong>Ja gailis dzied, sp&#x101;rnus sizdams, � b&#x16B;s lietus </strong></p><p><strong>Ja gailis st&#x101;v uz vienas k&#x101;jas � b&#x16B;s aukstums </strong></p><p><strong>Ja gailim vakar&#x101; aukstas k&#x101;jas � r&#x12B;t&#x101; b&#x16B;s saule </strong></p><p><strong>Ja lietus laik&#x101; gailis asti nolaidis � l&#x12B;s ilgi</strong></p><p><strong>Ja gai&#x13C;i un vistas s&#x101;k lauk&#x101; pulc&#x113;ties � b&#x16B;s lietus </strong></p><p><strong>Ja s&#x101;k l&#x12B;t un vistas saskrien pajumt&#x113; � lietus dr&#x12B;z p&#x101;ries; ja t&#x101;s neb&#x113;g, staig&#x101; pa &#x101;ru � l&#x12B;s ilgi</strong></p><p><strong>Ja vistas smilt&#x12B;s peras � b&#x16B;s lietus</strong></p><p><strong>Ja vistas pl&#x16B;k&#x101;, k&#x101;rto savas spalvas � b&#x16B;s lietus</strong></p><p><strong>Ja vistas purin&#x101;s � b&#x16B;s v&#x113;j�</strong></p><p><strong>Ja vistas skraida sp&#x101;rnos � b&#x16B;s v&#x113;jputenis</strong></p><p><strong>Ja vistas bie�i kladzina � b&#x16B;s lietus</strong></p><p><strong>Ja vistas k&#x101;pj uz s&#x113;tas � b&#x16B;s lietus</strong></p><p><strong>Ja vistas kn&#x101;b&#x101; z&#x101;li � l&#x12B;s lietus</strong></p><p><strong>Ja vist&#x101;m m&#x12B;ksti m&#x113;sli � b&#x16B;s atkusnis; ja cieti � b&#x16B;s sala laiks</strong></p><p><strong>Ja vistas agri salec lakt&#x101; � r&#x12B;t laiks main&#x12B;sies </strong></p><p><strong>Ja vistas vasar&#x101; v&#x113;lu iet gul&#x113;t � r&#x12B;t l&#x12B;s </strong></p><p><strong>Ja vistas iet gul&#x113;t pirms saules � r&#x12B;t b&#x16B;s saulains laiks; ja p&#x113;c saules � b&#x16B;s lietus</strong></p><p><strong>Ja ziem&#x101; vistas agri un augstu lec lakt&#x101; � b&#x16B;s sals, un, jo augst&#x101;k t&#x101;s lec lakt&#x101;, � jo sals b&#x16B;s liel&#x101;ks </strong></p><p><strong>Ja vistas st&#x101;v uz vienas k&#x101;jas � b&#x16B;s auksts laiks </strong></p><p><strong>Ja vistas ilgi gu&#x13C; lakt&#x101; � b&#x16B;s labs laiks; ja agri ce&#x13C;as � b&#x16B;s lietus</strong></p><p><strong>Ja c&#x101;&#x13C;i las&#x101;s zem vistas pat jauk&#x101; laik&#x101; � b&#x16B;s lietus </strong></p><p><strong>Ja c&#x101;&#x13C;i �iepst � b&#x16B;s lietus </strong></p><p><strong>Ja p&#x12B;les daudz p&#x113;k�&#x137; � b&#x16B;s lietus </strong></p><p><strong>Ja p&#x12B;les klaig&#x101;, plivina sp&#x101;rnus un skrien � dr&#x12B;z b&#x16B;s lietus</strong></p><p><strong>Ja p&#x12B;les &#x16B;den&#x12B; peras � b&#x16B;s ilgs lietus </strong></p><p><strong>Ja p&#x12B;les b&#x101;� galvu zem &#x16B;dens � b&#x16B;s lietus </strong></p><p><strong>Ja p&#x12B;les iet uz ledu � b&#x16B;s slapj� laiks </strong></p><p><strong>Ja p&#x12B;les un zosis peldot kliedz � b&#x16B;s lietus </strong></p><p><strong>Ja p&#x12B;les un zosis ce&#x13C;as sp&#x101;rnos � b&#x16B;s v&#x113;j� Ja p&#x12B;les un zosis sl&#x113;pj kn&#x101;bjus zem sp&#x101;rna � b&#x16B;s slikts laiks</strong></p><p><strong>Ja p&#x12B;les un zosis �peldas� snieg&#x101; � b&#x16B;s putenis un at�kusnis</strong></p><p><strong>Ja zosis pat skaidr&#x101; laik&#x101; kop&#x101; skrien un ir nemie�r&#x12B;gas � b&#x16B;s lietus </strong></p><p><strong>Ja zosis mazg&#x101;jas un ce&#x13C;as sp&#x101;rnos � dr&#x12B;z l&#x12B;s </strong></p><p><strong>Ja zosis c&#x12B;t&#x12B;gi t&#x12B;ra spalvas � b&#x16B;s v&#x113;j�</strong></p><p><strong>Ja zosis bie�i nirst un ar sp&#x101;rniem &#x16B;deni ku&#x13C; � b&#x16B;s lietus</strong></p><p><strong>Ja zoss vienu k&#x101;ju silda pie kr&#x16B;ts b&#x16B;s sals</strong></p><subtitle id="AutBody_0bookmark5"><a l:href="">M&#x101;jlopi</a></subtitle><p><strong>Ja aitas bad&#x101;s � b&#x16B;s aukstums </strong></p><p><strong>Ja aitas nemier&#x12B;gas � b&#x16B;s p&#x113;rkons </strong></p><p><strong>Ja aitas bad&#x101;s, skraida � b&#x16B;s v&#x113;j� </strong></p><p><strong>Ja aitas st&#x101;v pa v&#x113;jam � b&#x16B;s lietus; ja pret v&#x113;ju � lietus neb&#x16B;s </strong></p><p><strong>Ja aitas ganos br&#x113;c, l&#x113;k&#x101; � b&#x16B;s lietus Ja aitas br&#x113;c � b&#x16B;s aukstums</strong></p><p><strong>Ja vakar&#x101;, aitas dzenot m&#x101;j&#x101;s, t&#x101;s v&#x113;l k&#x101;ri &#x137;er z&#x101;les kum�&#x137;us � b&#x16B;s lietus </strong></p><p><strong>Ja auni un &#x101;�i bad&#x101;s � b&#x16B;s lietus Ja c&#x16B;kas ilgi dub&#x13C;os gu&#x13C; � b&#x16B;s lietus </strong></p><p><strong>Ja c&#x16B;kas peras pa &#x16B;deni, dub&#x13C;iem � b&#x16B;s karsts laiks un p&#x113;rkons </strong></p><p><strong>Ja c&#x16B;kas v&#x101;rt&#x101;s smilt&#x12B;s � b&#x16B;s lietus </strong></p><p><strong>Ja c&#x16B;kas mut&#x113; n&#x113;s&#x101; apk&#x101;rt salmus � b&#x16B;s lietus </strong></p><p><strong>Ja c&#x16B;kas ruk�&#x137; un velk salmus mig&#x101; � b&#x16B;s lietus </strong></p><p><strong>Ja c&#x16B;kas velk migu � b&#x16B;s v&#x113;j� </strong></p><p><strong>Ja c&#x16B;kas kviec � n&#x101;k nem&#x12B;l&#x12B;gs laiks, lietus </strong></p><p><strong>Ja c&#x16B;kas ar snu&#x137;i &#x113;dienu svaida � b&#x16B;s lietus </strong></p><p><strong>Ja c&#x16B;kas vemj � b&#x16B;s negaiss, lietus, slikts laiks </strong></p><p><strong>Ja c&#x16B;kas v&#x113;lu vakar&#x101; v&#x113;l rok � b&#x16B;s slikts laiks </strong></p><p><strong>Ja c&#x16B;kas vakar&#x101; berz&#x113;jas � gaid&#x101;ms sniegs, putenis, atkusnis, lietus </strong></p><p><strong>Ja ziemu c&#x16B;kas kas&#x101;s � k&#x13C;&#x16B;s silt&#x101;ks Ja c&#x16B;kas v&#x113;lu iet gul&#x113;t � r&#x12B;t l&#x12B;s </strong></p><p><strong>Ja c&#x16B;kas nemier&#x12B;gi gu&#x13C; un r&#x16B;c � b&#x16B;s lietus </strong></p><p><strong>Ja c&#x16B;kas rok jau sasalu�u zemi � laiks atlaid&#x12B;sies </strong></p><p><strong>Ja p&#x113;c sniega uzkri�anas c&#x16B;kas tik un t&#x101; rok zemi � sniegs nepast&#x101;v&#x113;s </strong></p><p><strong>Ja vasar&#x101; govis bizo pat bez dunduriem � b&#x16B;s lietus </strong></p><p><strong>Ja govis ganos nemier&#x12B;gas, bizo � gaid&#x101;ms p&#x113;rkons </strong></p><p><strong>Ja govis gaisu osta un ausis purina � tuvojas negaiss, p&#x113;rkons</strong></p><p><strong>Ja govis v&#x113;l vakar&#x101; bizo � no r&#x12B;ta l&#x12B;s</strong></p><p><strong>Ja govis staip&#x101;s � k&#x13C;&#x16B;s silt&#x101;ks; ja drebin&#x101;s � k&#x13C;&#x16B;s auksts</strong></p><p><strong>Ja govis k&#x101;jas tirina � dr&#x12B;z b&#x16B;s sals</strong></p><p><strong>Ja govis no r&#x12B;ta spie�as kop&#x101; �b&#x16B;s lietus</strong></p><p><strong>Ja, govis slaucot, piens stipri puto � b&#x16B;s karsts laiks</strong></p><p><strong>Ja te&#x13C;i p&#x101;rm&#x113;r&#x12B;gi l&#x113;k&#x101; un priec&#x101;jas � b&#x16B;s lietus</strong></p><p><strong>Ja lopi stipri bizen&#x113; � b&#x16B;s lietus</strong></p><p><strong>Ja lopi maz dzer un dien&#x101; gu&#x13C; � b&#x16B;s lietus</strong></p><p><strong>Pret kuru pusi lops guldamies grie� muguru � no t&#x101;s puses n&#x101;ks v&#x113;j�</strong></p><p><strong>Ja lopu m&#x101;t&#x12B;tes, c&#x16B;kas, kazas, aitas lec virs&#x16B; saviem t&#x113;vi&#x146;iem � dr&#x12B;z b&#x16B;s sals </strong></p><p><strong>Ja v&#x113;r�i gulstas k&#x101; piekusu�i � b&#x16B;s lietus </strong></p><p><strong>Ja v&#x113;rsis k&#x101;ju nagus laiza � b&#x16B;s lietus </strong></p><p><strong>Ja v&#x113;rsis vakar&#x101; maudams skrien k&#x16B;t&#x12B; � b&#x16B;s lietus </strong></p><p><strong>Ja zirgs kr&#x101;c, m&#x113;t&#x101; galvu un bie�i ce&#x13C; to gais&#x101; � b&#x16B;s ilgsto�s lietus </strong></p><p><strong>Ja zirgs &#x13C;oti kustina ausis � b&#x16B;s lietus Ja zirgs sprausl&#x101; � b&#x16B;s lietus </strong></p><p><strong>Ja zirgs �&#x101;v&#x101;jas � main&#x12B;sies laiks Ja zirgs v&#x101;rt&#x101;s � b&#x16B;s lietus </strong></p><p><strong>Ja zirgs gu&#x13C; � b&#x16B;s lietus Ja zirgs ziem&#x101; gu&#x13C;as snieg&#x101; � b&#x16B;s silts laiks; ja st&#x101;vus snau� un negu&#x13C;as � b&#x16B;s sals </strong></p><p><strong>Ja zirgam nagi sv&#x12B;st � b&#x16B;s silts laiks</strong></p><subtitle id="AutBody_0bookmark6"><a l:href="">Ka&#x137;i un su&#x146;i</a></subtitle><p><strong>Ja ka&#x137;is tup uz zemes un laiza asti � b&#x16B;s lietus </strong></p><p><strong>Ja ka&#x137;is &#x13C;oti kasa galvu un kaklu � b&#x16B;s lietus </strong></p><p><strong>Ja ka&#x137;is �&#x101;v&#x101;jas � b&#x16B;s p&#x113;rkons</strong></p><p><strong>Ja ka&#x137;is pret sienu vai gr&#x12B;du skr&#x101;p&#x113;jas � b&#x16B;s v&#x113;j�, lietus;</strong></p><p><strong>ja saritin&#x101;jies gu&#x13C; � b&#x16B;s sals</strong></p><p><strong>Ja ka&#x137;is pret k&#x101;du priek�metu trin nagus � b&#x16B;s putenis </strong></p><p><strong>Ja ka&#x137;is z&#x101;li &#x113;d � b&#x16B;s lietus</strong></p><p><strong>Ja ka&#x137;is, visiem redzot, &#x16B;deni lok � b&#x16B;s slikts laiks </strong></p><p><strong>Ja ka&#x137;is laiza logu � b&#x16B;s atkusnis </strong></p><p><strong>Ja vakar&#x101; ka&#x137;is &#x146;aud � b&#x16B;s v&#x113;j� </strong></p><p><strong>Ja ka&#x137;is gu&#x13C;ot &#x146;aud � gaid&#x101;ms stiprs sals </strong></p><p><strong>Ja ka&#x137;is glau�as gar kr&#x101;sni � gaid&#x101;ms sals </strong></p><p><strong>Ja ka&#x137;is lien sild&#x12B;ties vai gu&#x13C; silt&#x101; viet&#x101; � b&#x16B;s auk�stums</strong></p><p><strong>Ja ka&#x137;is silt&#x101; laik&#x101; lien uz kr&#x101;sni � b&#x16B;s stiprs sals</strong></p><p><strong>Ja ka&#x137;is pat sala laika gu&#x13C; uz gr&#x12B;das � n&#x101;k silts laiks</strong></p><p><strong>Ja ka&#x137;is gu&#x13C; uz galda � b&#x16B;s slikts laiks</strong></p><p><strong>Ja suns &#x113;d z&#x101;li � l&#x12B;s</strong></p><p><strong>Ja suns &#x113;d sniegu � putin&#x101;s</strong></p><p><strong>Ja suns v&#x101;rt&#x101;s uz muguras � b&#x16B;s lieli v&#x113;ji</strong></p><p><strong>Ja suns z&#x101;l&#x113; v&#x101;rt&#x101;s � l&#x12B;s</strong></p><p><strong>Ja suns snieg&#x101; v&#x101;rt&#x101;s � b&#x16B;s sniegs</strong></p><p><strong>Ja suns gu&#x13C; gareniski uz celi&#x146;a � gaid&#x101;ms gar� lietus</strong></p><p><strong>Ja suns gu&#x13C; pagult&#x113; � b&#x16B;s auksts laiks</strong></p><p><strong>Ja suns dien&#x101; liekas gul&#x113;t � b&#x16B;s slikts laiks</strong></p><p><strong>Ja su&#x146;i ir klusi un b&#x113;d&#x12B;gi � b&#x16B;s lietus</strong></p><p><strong>Ja suns reti &#x113;d un daudz gul�&#x146;&#x101; � b&#x16B;s lietus</strong></p><p><strong>Ja vasar&#x101; suns el� un ne&#x113;d � b&#x16B;s p&#x113;rkons</strong></p><p><strong>Ja suns no pe&#x13C;&#x137;&#x113;m lok � b&#x16B;s lietus</strong></p><p><strong>Ja suns skrien ar nok&#x101;rtu asti � b&#x16B;s lietus</strong></p><p><strong>Ja suns skrien ar izk&#x101;rtu m&#x113;li � b&#x16B;s skaists laiks</strong></p><p><strong>Ja sunim burk�&#x137; v&#x113;ders � b&#x16B;s slikts laiks, putenis</strong></p><p><strong>Ja suns brauc uz astes � l&#x12B;s</strong></p><p><strong>Ja suns smird � b&#x16B;s lietus</strong></p><p><strong>Ja su&#x146;i ar vis&#x101;m k&#x101;j&#x101;m zemi ka�&#x146;&#x101; � b&#x16B;s lietus</strong></p><p><strong>Ja suns osta gaisu � b&#x16B;s slikts laiks</strong></p><p><strong>Ja su&#x146;i ne no �&#x101;, ne no t&#x101; rej � b&#x16B;s labs laiks</strong></p><p><strong>Ja suns m&#x113;nesi rej � b&#x16B;s slikts laiks</strong></p><p><strong>Ja vakar&#x101; suns ska&#x146;i rej � r&#x12B;t b&#x16B;s jauks laiks</strong></p><p>Daudz&#x101;m no �&#x12B;m laikaz&#x12B;m&#x113;m ir vienk&#x101;r�s zin&#x101;tnisks iz�skaidrojums. Nemier&#x12B;gi dz&#x12B;vnieki jut&#x12B;gi rea&#x123;&#x113; uz gaisa spiediena mai&#x146;&#x101;m vai ar&#x12B; elektromagn&#x113;tiskaj&#x101;m par&#x101;d&#x12B;b&#x101;m atmosf&#x113;r&#x101;. Citas laikaz&#x12B;mes izskaidrot gr&#x16B;t&#x101;k, jo ne visi dz&#x12B;vnieku ma&#x146;u org&#x101;ni un reakcijas ir pietiekami izp&#x113;t&#x12B;ti. Da�&#x101;m paz&#x12B;m&#x113;m ir netie�s raksturs, piem&#x113;ram, nov&#x113;roju�miem, ka bezdel&#x12B;gu zem&#x101; lido�ana nor&#x101;da uz dr&#x12B;zu lietu. Ta�u �aj&#x101; gad&#x12B;jum&#x101; uz tuvojo�os lietu rea&#x123;&#x113; nevis bez�del&#x12B;gas, bet gan kukai&#x146;i, kurus t&#x101;s med&#x12B;. Pirms lietus p&#x16B;�kas, kas kl&#x101;j kukai&#x146;u &#x137;ermeni, uzs&#x16B;c gaisa mitrumu � un kukai&#x146;i k&#x13C;&#x16B;st smag&#x101;ki. Tie nesp&#x113;j vairs pacelties tik aug�stu k&#x101; saus&#x101; gais&#x101;. Ar&#x12B; mitrums, lietum tuvojoties, vis�pirms palielin&#x101;s augst&#x101;kajos gaisa sl&#x101;&#x146;os. T&#x101;p&#x113;c kukai&#x146;i mekl&#x113; gl&#x101;bi&#x146;u no augo�&#x101; mitruma tuv&#x101;k zemei, kur gaiss v&#x113;l pagaid&#x101;m saus&#x101;ks.</p><p>Laikaz&#x12B;m&#x113;s izmantotas ar&#x12B; paz&#x12B;mes par cilv&#x113;ka juto&#x146;u. Vairums cilv&#x113;ku, kuri ir piln&#x12B;gi veseli, laika apst&#x101;k&#x13C;u mai�&#x146;as izj&#x16B;t maz, ta�u neveseli un veci &#x13C;audis pret t&#x101;m k&#x13C;&#x16B;st jut&#x12B;gi. Gaisa mitrumam paaugstinoties l&#x12B;dz 80�95% un spiedienam kr&#x12B;toties, krasi pieaug hipertonijas kr&#x12B;�u skaits. Sevi�&#x137;i jut&#x12B;gi pret laika apst&#x101;k&#x13C;u mai&#x146;&#x101;m ir cilv&#x113;ki, kas slimo ar reimatismu. Modernaj&#x101; medic&#x12B;n&#x101; par&#x101;d&#x12B;ju�ies jauni termini � meteojut&#x12B;ba, meteopatolo&#x123;iskie faktori u. tml. N&#x12B;derlandes senaj&#x101; universit&#x101;tes pils&#x113;t&#x101; Leiden&#x113; 1956. gad&#x101; tika nodibin&#x101;ta Starptautisk&#x101; biometeorolo&#x123;i- jas biedr&#x12B;ba, kuras darb&#x12B;bas galvenais virziens ir p&#x113;t&#x12B;t laika apst&#x101;k&#x13C;u ietekmi uz cilv&#x113;ka vesel&#x12B;bu un izstr&#x101;d&#x101;t vesel&#x12B;bas aizsardz&#x12B;bas pas&#x101;kumus pret nelabv&#x113;l&#x12B;gu meteo�rolo&#x123;isku faktoru ietekmi. �&#x101;dus p&#x113;t&#x12B;jumus veic daudz&#x101;s valst&#x12B;s. Padomju Savien&#x12B;bas Vesel&#x12B;bas aizsardz&#x12B;bas minis�trijas Kurortolo&#x123;ijas un fizioterapijas centr&#x101;lais zin&#x101;tnis�k&#x101;s p&#x113;tniec&#x12B;bas instit&#x16B;ts izstr&#x101;d&#x101;jis medic&#x12B;nisko meteopro- gno�u metodiku.</p><p>Ar&#x12B; cilv&#x113;ka fiziolo&#x123;ija bag&#x101;tin&#x101;s ar jaun&#x101;m atzi&#x146;&#x101;m par m&#x16B;su ma&#x146;u org&#x101;niem un to funkcfj&#x101;m. Iev&#x113;rojami papla��in&#x101;s zin&#x101;tnes priek�stati par saj&#x16B;t&#x101;m. L&#x12B;dz&#x101;s t&#x101;d&#x101;m sen zin&#x101;m&#x101;m saj&#x16B;t&#x101;m k&#x101; redze, tauste, dzirde, gar�a, o�a at�kl&#x101;tas ar&#x12B; jaunas � piem&#x113;ram, telpas izj&#x16B;ta. Nesen at�kl&#x101;ts, ka cilv&#x113;ki sp&#x113;j uztvert elektromagn&#x113;tisko izstaro- jumu ska&#x146;u un att&#x113;lu veid&#x101;. Izr&#x101;d&#x12B;jies, ka da&#x13C;ai cilv&#x113;ku &#x101;das elektropotenci&#x101;ls main&#x101;s atkar&#x12B;b&#x101; no Saules aktivi�t&#x101;tes, pat nedaudz to apsteidzot. Daudziem ir labi izteikta virziena izj&#x16B;ta.</p><p>Protams, cilv&#x113;ka apzi&#x146;a ne vienm&#x113;r kontrol&#x113; tie�&#x101;s sa�j&#x16B;tas, ko izraisa p&#x101;rmai&#x146;as atmosf&#x113;r&#x101;. T&#x101;p&#x113;c laikaz&#x12B;m&#x113;s izteikts jau �o saj&#x16B;tu galarezult&#x101;ts (kaulu s&#x101;p&#x113;�ana, v&#x113;�dera niez&#x113;�ana u. tml.).</p><subtitle><a l:href="">cilv&#x113;ks</a></subtitle><p><strong>Ja veciem cilv&#x113;kiem kauli s&#x101;p � b&#x16B;s mitrs laiks </strong></p><p><strong>Ja veciem cilv&#x113;kiem kauli s&#x101;p � b&#x16B;s visp&#x101;r slikts laiks </strong></p><p><strong>Ja p&#x113;das niez � b&#x16B;s atkusnis vai lietus </strong></p><p><strong>Ja ausis niez � b&#x16B;s v&#x113;jains laiks </strong></p><p><strong>Ja aiz auss niez � b&#x16B;s sauss laiks, ziem&#x101; k&#x13C;&#x16B;s silt&#x101;ks un kus&#x12B;s</strong></p><p><strong>Ja uzn&#x101;k no gurums � b&#x16B;s lietus</strong></p><p><strong>Ja cilv&#x113;ks j&#x16B;t smagus kaulus � b&#x16B;s p&#x113;rkona lietus</strong></p><p><strong>Ja dien&#x101; n&#x101;k miegs � b&#x16B;s lietus</strong></p><p><strong>Ja v&#x113;ders r&#x16B;c � b&#x16B;s slikts laiks, lietus</strong></p><p><strong>Ja v&#x113;ders niez � b&#x16B;s liels v&#x113;j�</strong></p><image l:href="#3"/></section><section><title><p>�RAUDO�IE� PARE&#x122;O&#x145;I</p></title><p>�RAUDO�IE� PARE&#x122;O&#x145;I</p><p>K&#x101; liecina nov&#x113;rojumi, ja istabas augam monsterai uz gaisa sakn&#x113;m par&#x101;d&#x101;s �asaras� � b&#x16B;s lietus (vai atkus�nis ziem&#x101;). Pirms lietus �raud� apses, alk�&#x146;i, ievas, v&#x12B;toli, da�&#x101;di lakstaugi. Da�k&#x101;rt v&#x12B;tols �raud� tik gau�i, ka zeme zem t&#x101; kj&#x16B;st mitra. Un p&#x113;c p&#x101;ris stund&#x101;m lietus ir kl&#x101;t. Dienu vai divas pirms lietus lip&#x12B;g&#x101;m �asar&#x101;m raud� zirg- kasta&#x146;as. K&#x13C;avai �asaras� izdal&#x101;s pie lapas k&#x101;ti&#x146;a pamat�nes jau tr&#x12B;s vai pat �etras dienas pirms lietus.</p><p>K&#x101;p&#x113;c pirms lietus augi �raud�? Izskaidrojums pavisam vienk&#x101;r�s. Augi sav&#x101;m vajadz&#x12B;b&#x101;m izmanto tikai da&#x13C;u no &#x16B;dens, ko saknes uzs&#x16B;c. P&#x101;r&#x113;jais iztvaiko galvenok&#x101;rt caur lap&#x101;m. Jo mitr&#x101;ks gaiss, jo v&#x101;j&#x101;ka iztvaiko�ana. Aug&#x101; rodas &#x16B;dens p&#x101;rpalikums, no kura j&#x101;atbr&#x12B;vojas kaut vai �raudot�. Zin&#x101;tniskaj&#x101; valod&#x101; �&#x101;du par&#x101;d&#x12B;bu sauc par gut&#x101;ciju (lat&#x12B;&#x146;u valod&#x101; gutta � piliens). Gut&#x101;cija intens&#x12B;�v&#x101;k noris r&#x12B;ta stund&#x101;s bezv&#x113;ja laik&#x101;.</p><p>Citi augi paredz laika mai&#x146;u, piem&#x113;ram, lietu, priek��laikus aizverot ziedu dien&#x101; (balt&#x101;s &#x16B;densrozes, pienenes, t&#x12B;te&#x146;i) vai visp&#x101;r no r&#x12B;ta ziedus neatverot (virza, za&#x137;sk&#x101;benes). T&#x101; ir auga reakcija uz gaisa mitruma palielin&#x101;�a�nos un spiediena pazemin&#x101;�anos. �&#x101;das reakcijas biolo�&#x123;isk&#x101; lietder&#x12B;ba ir ac&#x12B;m redzama: j&#x101;pasarg&#x101; putek�&#x146;i no izskalo�anas, k&#x101; ar&#x12B; j&#x101;taupa dr&#x12B;ksnas sekr&#x113;cija.</p><subtitle><a l:href="">Pirms lietus</a></subtitle><p><strong>daudziem augiem p&#x101;rmain&#x101;s �&#x16B;nu turgors (spriegums). </strong></p><p><strong>Malvas, vijol&#x12B;tes, ipomejas izskat&#x101;s apv&#x12B;tu��as. </strong></p><p><strong>Egles un paeg&#x13C;i nolai� zarus.</strong></p><p><strong>Ziedi, kurus apputeksn&#x113; kukai&#x146;i, s&#x101;k intens&#x12B;v&#x101;k smar�ot.</strong></p><p><strong>Ja apses stipri dreb � gaid&#x101;ms negaiss </strong></p><p><strong>Ja &#x101;boli&#x146;� neatver ziedus � b&#x16B;s p&#x113;rkons un lietus </strong></p><p><strong>Ja b&#x113;rzi pat maz&#x101; v&#x113;j&#x101; �alc � b&#x16B;s aukstums </strong></p><p><strong>Ja b&#x113;rziem kailie zari k&#x13C;&#x16B;st sarkani � b&#x16B;s v&#x113;jputenis </strong></p><p><strong>Ja dad�a bumbi&#x146;as sabo� adatas � b&#x16B;s lietus </strong></p><p><strong>Ja dienas vid&#x16B; egl&#x113;m zari izskat&#x101;s tum�i � vakar&#x101; b&#x16B;s skaidrs laiks </strong></p><p><strong>Ja egles piesnieg � gaid&#x101;ms putenis un atkusnis </strong></p><p><strong>Ja istabas pu&#x137;ei spriganei uz lap&#x101;m un monsterai uz gaisa sakn&#x113;m par&#x101;d&#x101;s &#x16B;dens pilieni&#x146;i � gaid&#x101;ms lietus </strong></p><p><strong>Ja kallu lapu galos par&#x101;d&#x101;s &#x16B;dens piles � b&#x16B;s lietus Ja istabas pu&#x137;&#x113;m uz lap&#x101;m par&#x101;d&#x101;s rasa � gaid&#x101;ms negaiss</strong></p><p><strong>Ja istabas pu&#x137;es nokar lapas � b&#x16B;s lietus </strong></p><p><strong>Ja p&#x13C;av&#x101;s sazied daudz purvegl&#x12B;�u jeb j&#x101;&#x146;egl&#x12B;�u � gaid&#x101;mi lieti, pali</strong></p><p><strong>Ja kli&#x146;&#x123;er&#x12B;tes vainadzi&#x146;us atver agri no r&#x12B;ta � b&#x16B;s skaidrs laiks; ja v&#x113;l&#x101;k � b&#x16B;s lietus, negaiss </strong></p><p><strong>Ja klus&#x101; laik&#x101; kr&#x16B;mi �alc � b&#x16B;s v&#x113;j� </strong></p><p><strong>Ja &#x137;ir�iem nav nokritu�as visas lapas � neviens sniegs nenotur&#x113;sies, atkusnis to nodz&#x12B;s</strong></p><p><strong>Ja Eiropas lapeglei skujas nodzelt&#x113;ju�as � gai�d&#x101;ms sals</strong></p><p><strong>Ja v&#x113;j� koku lapas grie� uz otru pusi � b&#x16B;s lietus </strong></p><p><strong>Ja st&#x101;diem lapas apv&#x12B;tu�as � b&#x16B;s lietus </strong></p><p><strong>Ja runku&#x13C;iem, biet&#x113;m lapas apv&#x12B;st � dr&#x12B;z b&#x16B;s p&#x113;rkona lietus vai n&#x101;kamaj&#x101; dien&#x101; parasts lietUs</strong></p><p><strong>Ja me�&#x101; koki s&#x101;k �&#x146;&#x101;kt � gaid&#x101;ms lietus </strong></p><p><strong>Ja klus&#x101; laik&#x101; me�s �alc � b&#x16B;s v&#x113;j� </strong></p><p><strong>Ja ziemu sils �&#x146;&#x101;c � b&#x16B;s atkusnis </strong></p><p><strong>Ja vasaru sils �&#x146;&#x101;c � b&#x16B;s lietus </strong></p><p><strong>Ja skujkoku me�s �&#x146;&#x101;c � b&#x16B;s m&#x12B;ksts laiks </strong></p><p><strong>Ja me�s p&#x113;c lietus k&#x16B;p � v&#x113;l b&#x16B;s lietus </strong></p><p><strong>Ja uz sniega birst skujas � b&#x16B;s atkusnis </strong></p><p><strong>Ja piene&#x146;u ziedi dien&#x101; aizveras � b&#x16B;s lietus </strong></p><p><strong>Ja ozola piepe saraujas � b&#x16B;s sauss laiks; ja piepe uzp&#x16B;�as � b&#x16B;s lietus;</strong></p><p><strong>ja t&#x101; p&#x101;rkl&#x101;jas ar dzelten&#x101;m pil&#x12B;t&#x113;m � b&#x16B;s stiprs, smags lietus</strong></p><p><strong>Ja saulain&#x101; dien&#x101; uz z&#x101;les par&#x101;d&#x101;s putas � b&#x16B;s p&#x113;r�kons</strong></p><p><strong>Ja nolai�as strute&#x146;u ziedu vainadzi&#x146;i � b&#x16B;s slikts laiks</strong></p><p><strong>Ja s&#x16B;na uz kokiem top mitra � dr&#x12B;z l&#x12B;s </strong></p><p><strong>Ja saulain&#x101; dien&#x101; aizveras t&#x12B;te&#x146;a ziedi � b&#x16B;s lietus </strong></p><p><strong>Ja lauku t&#x12B;te&#x146;a ziedi atveras, kad laiks apm&#x101;cies vai pat l&#x12B;st, � visp&#x101;r nel&#x12B;s vai ilgi vairs nel&#x12B;s </strong></p><p><strong>Ja dien&#x101; aizveras balt&#x101;s &#x16B;densrozes � b&#x16B;s lietus </strong></p><p><strong>Ja virza no r&#x12B;ta neatver vai visu dienu tur aizv&#x113;rtus savus ziedus � b&#x16B;s lietus</strong></p><p><strong>Ja virza, t&#x12B;tenis, p&#x13C;avas &#x137;&#x113;rsa, &#x101;boli&#x146;� liecas pie zemes, it k&#x101; v&#x12B;st � b&#x16B;s slikts laiks, lietus </strong></p><p><strong>Ja spu&#x13C;&#x123;&#x12B;�u ziedi visu dienu neatveras � b&#x16B;s lietus </strong></p><p><strong>Ja za&#x137;sk&#x101;benes neatver ziedus � b&#x16B;s lietus </strong></p><p><strong>Ja nakti za&#x137;k&#x101;postu ziedi neaizveras � b&#x16B;s lietus </strong></p><p><strong>Ja eg&#x13C;u zari un skujas liecas uz leju � l&#x12B;s} ja uz aug�u � b&#x16B;s saulains laiks </strong></p><p><strong>Ja lapu koku zari liecas uz aug�u � b&#x16B;s skaists laiks; ja lejup � b&#x16B;s lietus</strong></p><p><strong>Ja paeglim istab&#x101; zari liecas uz leju � b&#x16B;s lietusj ja uz aug�u � b&#x16B;s saule </strong></p><p><strong>Ja ziedi s&#x101;k sp&#x113;c&#x12B;gi smar�ot � b&#x16B;s lietus </strong></p><p><strong>Ja uz zirgkasta&#x146;as lap&#x101;m par&#x101;d&#x101;s �asaras� � b&#x16B;s slikts laiks.</strong></p><image l:href="#12"/></section><section><title><p><strong>T&#x100;L&#x100;KU LAIKU PROGNOZ&#x112;JO�IE DZ&#x12A;VIE SINOPTI&#x136;I</strong></p></title><p>T&#x100;L&#x100;KU LAIKU PROGNOZ&#x112;JO�IE DZ&#x12A;VIE SINOPTI&#x136;I</p><p>Dabasp&#x113;tnieks un rakstnieks M. Zverevs gr&#x101;mat&#x101; �K&#x101; dz&#x12B;vnieki paredz laiku� atst&#x101;sta �&#x101;du gad&#x12B;jumu. K&#x101;d&#x101; pa�vasar&#x12B; vi&#x146;� kop&#x101; ar Novosibirskas zoolo&#x123;isk&#x101; d&#x101;rza jauno natur&#x101;listu pulci&#x146;a dal&#x12B;bniekiem uzskait&#x12B;jis stepju lijas ligzdas. Virs laukiem pe&#x13C;u med&#x12B;b&#x101;s lidin&#x101;ju�ies gan tum�ie t&#x113;vi&#x146;i, gan gai�&#x101;s m&#x101;t&#x12B;tes, ta�u step&#x113; ligzdas nekur nav izdevies atrast. Beidzot vi&#x146;i t&#x101;s uzg&#x101;ju�i� purv&#x101;, kur parasti ligzdo nevis stepju, bet purvu lija. Kaut kas ne�redz&#x113;ts! Ta�u p&#x113;tnieki nospriedu�i, ka br&#x12B;numu dab&#x101; nav un dro�i vien neparasti apst&#x101;k&#x13C;i liku�i putniem main&#x12B;t iera��as. Atmin&#x113;jums n&#x101;cis p&#x113;c p&#x101;ris m&#x113;ne�iem. Togad vasara</p><p>bijusi neparasti karsta, bez lietus un z&#x101;le step&#x113; izkaltusi. Ja putni b&#x16B;tu tais&#x12B;ju�i ligzdas parastaj&#x101;s viet&#x101;s, t&#x101;s b&#x16B;tu redzamas jau pa gabalu, bet purva malas garaj&#x101;, za&#x13C;aj&#x101; z&#x101;l&#x113; liju ligzdas ienaidniekam nebija redzamas. Nov&#x113;roju�mus nol&#x113;mu�i turpin&#x101;t. N&#x101;kam&#x101; vasara bijusi lietaina, un tagad �ie putni ligzdas ier&#x12B;koju�i atkl&#x101;t&#x101; step&#x113;, kur t&#x101;s dro�i sl&#x113;pa kupl&#x101; z&#x101;le. Purv&#x101; starp ci&#x146;iem bijis &#x16B;dens. No�v&#x113;rojumi turpin&#x101;ju�ies daudzus gadus, un lijas vienm&#x113;r nek&#x13C;&#x16B;d&#x12B;gi noteiku�as laika apst&#x101;k&#x13C;us n&#x101;kamaj&#x101; vasar&#x101;.</p><p>Taigas iedz&#x12B;vot&#x101;ji iev&#x113;roju�i, ka sniega ku�anas strau�jumu pavasar&#x12B; var paredz&#x113;t p&#x113;c t&#x101;, kur l&#x101;�i iepriek�&#x113;j&#x101; ru�den&#x12B; noliekas uz ziemas gu&#x13C;u. Ja tie midze&#x146;us taisa aug�st&#x101;k&#x101;s viet&#x101;s, tas liecina, ka pavasar&#x12B; sniegs kus&#x12B;s strauji un zem&#x101;k&#x101;s vietas p&#x101;rpl&#x16B;d&#x12B;s.</p><p>Ornitologi nov&#x113;roju�i, ka &#x137;au&#x137;is p&#x113;c atgrie�an&#x101;s pava�sar&#x12B; nesteidzas tais&#x12B;t ligzdu. Putns s&#x101;k to ier&#x12B;kot, kad koki jau saplauku�i un niedres paaugu�&#x101;s. Parasti &#x137;au&#x137;is to iek&#x101;rto ne augst&#x101;k k&#x101; metru virs &#x16B;dens l&#x12B;me&#x146;a, bet, ja gai�d&#x101;ma lietaina vasara, vi&#x146;a ligzda ir augst&#x101;k tie�i par tik, cik &#x16B;dens pac&#x113;lies virs parast&#x101; l&#x12B;me&#x146;a.</p><p>Dom&#x101;jams, ka da�&#x101;diem dz&#x12B;vniekiem ir at�&#x137;ir&#x12B;gas kon�kr&#x113;t&#x101;s fiziolo&#x123;isk&#x101;s sist&#x113;mas, kas nodro�ina �&#x101;dus ilgter�mi&#x146;a paredz&#x113;jumus. �&#x101;das dz&#x12B;vnieku un augu sp&#x113;jas iz�veidoju�&#x101;s daudzu miljonu gadu ilgaj&#x101; evol&#x16B;cijas proces&#x101;. Nov&#x113;rojumi par sp&#x101;rnaino un �etrk&#x101;jaino �sinopti&#x137;u� t&#x101;�laj&#x101;m �prognoz&#x113;m�, par augu reakciju uz to, kas dab&#x101; notiks p&#x113;c vair&#x101;kiem m&#x113;ne�iem, pal&#x12B;dz&#x113;ju�i tautai izveidot ilgtermi&#x146;a laikaz&#x12B;mes. M&#x113;s t&#x101;s sagrup&#x113;jam p&#x113;c prognoz&#x113;�jam&#x101;m sezon&#x101;m.</p><subtitle><a l:href="">P&#x113;c ziemas � par to pa�u ziemu:</a></subtitle><p><strong>Ja s&#x12B;kie putni zie�mas s&#x101;kum&#x101; sl&#x113;pjas biezos kr&#x16B;mos, visur pulc&#x113;jas vai tuvojas m&#x101;j&#x101;m � b&#x16B;s stingra ziema </strong></p><p><strong>Ja febru&#x101;r&#x12B; me�a putni trekni � v&#x113;l b&#x16B;s ilga ziema </strong></p><p><strong>Ja febru&#x101;r&#x12B; m&#x101;jputni trekni � v&#x113;l b&#x16B;s daudz sniega un tas tur&#x113;sies ilgi </strong></p><p><strong>Ja kurmis ziem&#x101; rok � b&#x16B;s &#x12B;sa ziema Ja za&#x137;i jau ziemas s&#x101;kum&#x101; me�&#x101; iemin takas � b&#x16B;s dzi&#x13C;a ziema.</strong></p><subtitle><a l:href="">P&#x113;c ziemas � par pavasari:</a></subtitle><p><strong>Ja ka&#x137;is gari &#x146;aud � p&#x113;c m&#x113;ne�a b&#x16B;s pl&#x16B;di</strong></p><p><strong>Ja ka&#x137;is no m&#x101;j&#x101;m s&#x101;k iet med&#x12B;b&#x101;s � dr&#x12B;z b&#x16B;s pava�saris</strong></p><p><strong>K&#x101;d&#x101; augstum&#x101; upes mal&#x101; za&#x137;i apgrau� k&#x101;rklus � tikpat augstu pavasari k&#x101;ps &#x16B;dens </strong></p><p><strong>Ja s&#x101;k dzied&#x101;t liel&#x101; z&#x12B;le jeb �z&#x101;&#x123;is� � ziema cauri </strong></p><p><strong>Ja skuju-kokiem, &#x12B;pa�i egl&#x113;m, jaun&#x101; m&#x113;nes&#x12B; birst skujas � n&#x101;kamaj&#x101; jaun&#x101; m&#x113;nes&#x12B; b&#x16B;s pl&#x16B;di; ja t&#x101;s birst Vec&#x101; m&#x113;nes&#x12B; � pl&#x16B;di b&#x16B;s n&#x101;kam&#x101; vec&#x101; m&#x113;�nes&#x12B;.</strong></p><subtitle><a l:href="">P&#x113;c ziemas � par vasaru: </a></subtitle><p><strong>Ja ziemu v&#x101;veres n&#x101;k m&#x101;j&#x101; � b&#x16B;s sausa vasara </strong></p><p><strong>Ja za&#x137;i pa ziemu n&#x101;k m&#x101;j&#x101;s � b&#x16B;s bag&#x101;ta vasara </strong></p><p><strong>Ja zem egl&#x113;m ziem&#x101; sabirst skujas � b&#x16B;s laba vasara </strong></p><p><strong>Ja sniegs uzsnieg uz nenobiru�&#x101;m lap&#x101;m � n&#x101;kam&#x101; va�sara b&#x16B;s slapja.</strong></p><subtitle><a l:href="">P&#x113;c pavasara � par to pa�u pavasari: </a></subtitle><p><strong>Ja bezdel&#x12B;�gas savas dub&#x13C;u ligzdas taisa gludas � b&#x16B;s sauss pa�vasaris;</strong></p><p><strong>ja grumbu&#x13C;ainas, ar nepiel&#x12B;dzin&#x101;tiem z&#x101;&#x13C;u stiebriem � b&#x16B;s slapj� pavasaris, ar lietu un pl&#x16B;diem</strong></p><p><strong>Ja, c&#x12B;ru&#x13C;iem atn&#x101;kot, v&#x113;l ir sniegs � tikpat daudz piesnigs kl&#x101;t </strong></p><p><strong>Ja c&#x12B;ru&#x13C;i uzrodas pel&#x113;ki � b&#x16B;s &#x12B;ss pavasaris; ja ar baltu pav&#x113;deri � v&#x113;l snigs </strong></p><p><strong>Ja c&#x12B;ru&#x13C;i iedzied vec&#x101; m&#x113;nes&#x12B; � b&#x16B;s silts pavasaris; ja jaun&#x101; m&#x113;nes&#x12B; � b&#x16B;s auksts un v&#x113;jains pavasaris, bet visp&#x101;r paredzams bag&#x101;ts gads</strong></p><p><strong>Ja dz&#x113;rves atgrie�oties lido augstu � dr&#x12B;z b&#x16B;s silts laiks; ja zemu � siltums nav gaid&#x101;ms</strong></p><p><strong>Ja g&#x101;jputni n&#x101;k bariem � s&#x101;kas dro�s, strauj� pa�vasaris</strong></p><p><strong>Ja krau&#x137;i, c&#x12B;ru&#x13C;i un dz&#x113;rves agri atlido � b&#x16B;s silts pavasaris</strong></p><p><strong>Ja krau&#x137;i steidzas tie�i uz ligzd&#x101;m � b&#x16B;s dro�s, strauj� pavasaris</strong></p><p><strong>Ja me�azosis atgrie�oties lido augstu � b&#x16B;s lieli palu &#x16B;de&#x146;i; ja zemu � b&#x16B;s mazi palu &#x16B;de&#x146;i</strong></p><p><strong>Ja me�azosis atlidoju�as taukas � b&#x16B;s auksts un ilgs pavasaris</strong></p><p><strong>Ja rube&#x146;i s&#x101;k dzied&#x101;t vec&#x101; m&#x113;nes&#x12B; � b&#x16B;s agrs, silts pavasaris;</strong></p><p><strong>ja jaun&#x101; m&#x113;nes&#x12B; � tie iedzied garu un aukstu pavasari</strong></p><p><strong>Ja rube&#x146;i s&#x101;k dzied&#x101;t jaun&#x101; m&#x113;nesi � n&#x101;kamaj&#x101; jau�naj&#x101; m&#x113;nes&#x12B; kus&#x12B;s sniegs; ja vec&#x101; m&#x113;nes&#x12B; � kus&#x12B;s n&#x101;kamaj&#x101; vecaj&#x101; m&#x113;nes&#x12B; </strong></p><p><strong>Ja strazdi ierodas jaun&#x101; m&#x113;nes&#x12B; � b&#x16B;s auksts pa�vasaris</strong></p><p><strong>Ja &#x16B;densputni ligzdas taisa t&#x101;lu sausum&#x101; � b&#x16B;s lieli pl&#x16B;di; ja l&#x12B;dz ar &#x16B;deni � b&#x16B;s sauss pavasaris </strong></p><p><strong>Ja bites izlido agri � b&#x16B;s strauj�, skaists, saulains pavasaris</strong></p><p><strong>Ja govis agri nomet spalvu � b&#x16B;s agrs pavasaris </strong></p><p><strong>Ja maijvabo&#x13C;u k&#x101;puriem galva zila � bus slapj� pavasaris</strong></p><p><strong>Ja jau snieg&#x101; redz vardi � b&#x16B;s karsta vasara </strong></p><p><strong>Ja vardes kurku&#x13C;us lai� dzi&#x13C;&#x101; &#x16B;den&#x12B; � b&#x16B;s sauss pava�saris;</strong></p><p><strong>ja sekl&#x101; � b&#x16B;s slapj� pavasaris</strong></p><p><strong>Ja vardes agri kurkst � kokiem agri plauks lapas;</strong></p><p><strong>ja v&#x113;lu � kokiem lapas kav&#x113;sies.</strong></p><subtitle><a l:href="">P&#x113;c pavasara � par vasaru: </a></subtitle><p><strong>Ja bezdel&#x12B;gas p&#x101;rlai��oties ne�ivina � b&#x16B;s lietaina vasara; ja �ivina � b&#x16B;s jauka vasara</strong></p><p><strong>Ja cielavas �aud&#x101;s saus&#x101; viet&#x101; � b&#x16B;s sausa vasara; ja uz &#x16B;dens � slapja</strong></p><p><strong>Ja dz&#x113;rves atgrie�oties lido noteikt&#x101;s rind&#x101;s � b&#x16B;s karsta vasara; ja izklaidus � b&#x16B;s lietaina</strong></p><p><strong>Ja lakst&#x12B;gala dzied pazar&#x113; � b&#x16B;s &#x12B;sa vasara Ja me�ap&#x12B;les atlai�as marta vid&#x16B; � jau tuva ir vasara</strong></p><p><strong>Ja putni vij ligzdas dienvidu pus&#x113; � b&#x16B;s auksta vasara</strong></p><p><strong>Ja rube&#x146;i ruc dzi&#x13C;i purv&#x101; � b&#x16B;s karsta un sausa vasara; ja purva mal&#x101; � b&#x16B;s v&#x113;sa un lietaina vasara </strong></p><p><strong>Ja st&#x101;r&#x137;is atn&#x101;k balts � b&#x16B;s sausa vasara; ja t&#x101;ds k&#x101; apv&#x101;rt&#x12B;jies � b&#x16B;s lietaina </strong></p><p><strong>Ja st&#x101;r&#x137;i pa &#x16B;deni brad&#x101; � b&#x16B;s sausa vasara� ja pa sausumu � b&#x16B;s slapja</strong></p><p><strong>Ja strazdi agri ierodas � b&#x16B;s silta un gara vasara </strong></p><p><strong>Ja v&#x101;rnas ligzdas taisa zemu � b&#x16B;s slapja vasara un pl&#x16B;di</strong></p><p><strong>Ja govis, pirmoreiz &#x101;r&#x101; izlai�ot, ir r&#x101;mas � b&#x16B;s auk�sta vasara</strong></p><p><strong>Ja pavasar&#x12B; daudz krupju � b&#x16B;s sausa vasara; ja daudz var�u � b&#x16B;s slapja vasara </strong></p><p><strong>Ja kurmis pavasari sace&#x13C; daudz rakumu � b&#x16B;s sausa vasara</strong></p><p><strong>Ja vardes kurc d&#x12B;&#x137;a vid&#x16B; � b&#x16B;s v&#x113;la vasara; ja mal&#x101; � b&#x16B;s &#x101;tra vasara</strong></p><p><strong>Ja pirmo vardi pavasar&#x12B; redz saus&#x101; viet&#x101; � b&#x16B;s sausa vasara;</strong></p><p><strong>ja slapj&#x101; viet&#x101; � b&#x16B;s slapja vasara </strong></p><p><strong>Ja pavasar&#x12B; vardes kurc gar d&#x12B;&#x137;a mal&#x101;m � b&#x16B;s slapja vasara; ja vid&#x16B; � b&#x16B;s sausa</strong></p><p><strong>Ja vardes kurkst dzi&#x13C;os &#x16B;de&#x146;os � b&#x16B;s sausa vasara; ja seklos � b&#x16B;s slapja vasara</strong></p><p><strong>Ja vardes pavasari daudz pa &#x16B;deni dz&#x12B;vo � b&#x16B;s lietaina vasara</strong></p><p><strong>Ja pavasar&#x12B; vardes daudz kurkst � b&#x16B;s jauks siena laiks</strong></p><p><strong>Ja vardes kurku&#x13C;us n&#x113;r� &#x16B;dens vid&#x16B; � b&#x16B;s sausa va�sara;</strong></p><p><strong>ja mal&#x101; � b&#x16B;s slapja vasara</strong></p><p><strong>Ja var�u n&#x101;rsta laik&#x101; labs laiks � tas b&#x16B;s labs ar&#x12B; rudzziedu laik&#x101;</strong></p><p><strong>Ja pavasar&#x12B; zivis n&#x101;k uz &#x16B;dens malu � b&#x16B;s slapja vasara; ja dz&#x12B;vo dzelm&#x113; � b&#x16B;s sausa</strong></p><p><strong>Ja zivis n&#x113;r� dzi&#x13C;umos � b&#x16B;s sausa vasara; ja seklum&#x101; � b&#x16B;s slapja vasara</strong></p><p><strong>Ja kukai&#x146;i pavasar&#x12B; apgrau� skujas � b&#x16B;s sausa vasara</strong></p><p><strong>Ja lapsenes savus pundurus taisa kr&#x16B;mos �&gt; b&#x16B;s sausa vasara; ja &#x113;k&#x101;s un dobumos � b&#x16B;s slapja</strong></p><p><strong>Ja pavasar&#x12B; daudz maijvabo&#x13C;u � b&#x16B;s karsta vasara </strong></p><p><strong>Ja pavasar&#x12B; maijvabo&#x13C;u k&#x101;puri zili � b&#x16B;s slapja vasara </strong></p><p><strong>Ja pavasar&#x12B; daudz odu � b&#x16B;s slapja, lietaina vasara </strong></p><p><strong>Ja sniegs pavasar&#x12B; vispirms k&#x16B;st skudru p&#x16B;�&#x146;u zie�me&#x13C;u pus&#x113; � b&#x16B;s silta un gara vasara; ja dienvidu pus&#x113; � b&#x16B;s auksta un &#x12B;sa vasara</strong></p><p><strong>Ja pavasar&#x12B; pirmo pamana dzeltenu tauri&#x146;u � b&#x16B;s karsta vasara; ja baltu � b&#x16B;s m&#x12B;l&#x12B;ga vasara; ja tum�u vai raibu � b&#x16B;s lietaina vasara</strong></p><p><strong>Ja pavasar&#x12B; lido daudz zirnek&#x13C;a t&#x12B;klu � b&#x16B;s karsta vasara</strong></p><p><strong>Ja p&#x13C;av&#x101; sakuplo daudz sarkan&#x101; &#x101;boli&#x146;a � b&#x16B;s slapj� siena laiks</strong></p><p><strong>Ja pavasar&#x12B; pirmie izplaukst b&#x113;rzi � b&#x16B;s sausa va�sara;</strong></p><p><strong>ja alk�&#x146;i � b&#x16B;s slapja vasara; ja vienlaic&#x12B;gi � vid&#x113;ji norm&#x101;la vasara </strong></p><p><strong>Ja b&#x113;rzs zied agr&#x101;k par alksni-� b&#x16B;s sausa vasara </strong></p><p><strong>Ja no b&#x113;rza tek daudz sulu � b&#x16B;s lietaina vasara </strong></p><p><strong>Ja egl&#x113;m �iekuri aizmetas galotn&#x113;s � vasara b&#x16B;s sausa; ja vair&#x101;k pazar&#x113;s � b&#x16B;s slapja</strong></p><p><strong>Ja bag&#x101;ti ievas zied � bag&#x101;ti rudzi zied&#x113;s; ja liet&#x16B; ievas zied � liet&#x16B; rudzi zied&#x113;s; ja ievu zied&#x101; ir sals � rudzu zied&#x101; b&#x16B;s sals </strong></p><p><strong>Ja m&#x12B;klenes nozied pirms maija � b&#x16B;s labs siena� laiks</strong></p><p><strong>Ja ozols salapo p&#x113;c o�a � b&#x16B;s sausa vasara </strong></p><p><strong>Ja bag&#x101;t&#x12B;gi zied pienenes un p&#x12B;l&#x101;d�i � b&#x16B;s lietaina vasara</strong></p><p><strong>Ja p&#x12B;l&#x101;d�i pavasar&#x12B; grimst &#x16B;den&#x12B; � b&#x16B;s labs siena laiks. </strong></p><subtitle><a l:href="">P&#x113;c pavasara � par rudeni: </a></subtitle><p><strong>Ja strazdi lai�as aug�stu galotn&#x113;s � b&#x16B;s agrs rudens; ja pazar&#x113;s � b&#x16B;s v&#x113;ls rudens</strong></p><p><strong>Ja m a i j v a b o &#x13C; u k&#x101;puriem zils paka&#x13C;gals � b&#x16B;s slapj� rudens</strong></p><p><strong>Ja pavasar&#x12B; papardes vai ap&#x12B;&#x146;i apsalst � ruden&#x12B; lab&#x12B;ba apsals </strong></p><p><strong>Ja p&#x12B;l&#x101;d�i uzzied v&#x113;lu � b&#x16B;s v&#x113;ls rudens </strong></p><p><strong>Ja p&#x12B;l&#x101;dzim daudz ziedu � b&#x16B;s lietains rudens </strong></p><p><strong>Ja p&#x12B;l&#x101;dzim ziedot kl&#x101;t ir ar&#x12B; pag&#x101;ju�&#x101; gada ogas � b&#x16B;s slapj� rudens.</strong></p><subtitle><a l:href="">P&#x113;c pavasara � par ziemu un v&#x113;l t&#x101;l&#x101;ku laiku: </a></subtitle><p><strong>Ja b&#x113;r�ziem lapas v&#x113;lu plaukst un &#x101;tri birst � b&#x16B;s gara ziema </strong></p><p><strong>Ja b&#x113;rziem lapas stipri robotas � b&#x16B;s ziem&#x101; lielas ku�penas</strong></p><p><strong>Ja z&#x12B;les n&#x101;k m&#x101;j&#x101;s per&#x113;t � b&#x16B;s auksta ziema </strong></p><p><strong>Ja p&#x12B;l&#x101;dzim daudz ogu � n&#x101;kam&#x101; vasara b&#x16B;s slapja </strong></p><p><strong>Ja rudzu zied&#x113;�anas laiks miglains � miglains b&#x16B;s ar&#x12B; n&#x101;kam&#x101; gada p&#x13C;aujas laiks.</strong></p><subtitle><a l:href="">P&#x113;c vasaras � par to pa�u vasaru: </a></subtitle><p><strong>Ja grieze grie� kaln&#x101; � b&#x16B;s sausa vasara; ja lej&#x101; � b&#x16B;s slapja vasara</strong></p><p><strong>Ja grieze grie� rudzos � b&#x16B;s slapja vasara; ja p&#x13C;av&#x101; � b&#x16B;s sausa vasara</strong></p><p><strong>Ja rube&#x146;i vasaras vid&#x16B; br&#x113;c � ap B&#x113;rtu&#x13C;iem s&#x101;ksies nakts salnas</strong></p><p><strong>Ja skudras lien zem siena v&#x101;liem, z&#x101;rdos � b&#x16B;s lie�taina vasara </strong></p><p><strong>Ja &#x101;tri aug at&#x101;ls � b&#x16B;s ilgsto�s lietus periods </strong></p><p><strong>Ja daudz sarkan&#x101; &#x101;boli&#x146;a � b&#x16B;s slapj� j&#x16B;lijs </strong></p><p><strong>Ja par&#x101;d&#x101;s t&#x101;das s&#x113;nes k&#x101; celmenes � saki sveikas vasarai</strong></p><p><strong>Ja ozoliem mazas un sausas pangas � b&#x16B;s sausa un karsta vasara.</strong></p><subtitle><a l:href="">P&#x113;c vasaras � par rudeni:</a></subtitle><p><strong>Ja c&#x101;&#x13C;i iet agri gul&#x113;t �� b&#x16B;s agrs rudens</strong></p><p><strong>Ja jaunie gail&#x113;ni &#x101;tri s&#x101;k dzied&#x101;t � b&#x16B;s agrs rudens </strong></p><p><strong>Ja vasaras beig&#x101;s govis lab&#x101;k &#x113;d sienu nek&#x101; z&#x101;li � dr&#x12B;z iest&#x101;sies rudens </strong></p><p><strong>Ja pel&#x113;m miga augo�&#x101; lab&#x12B;b&#x101; � b&#x16B;s slapj� rudens </strong></p><p><strong>Ja peles midze&#x146;us taisa z&#x101;les galos � b&#x16B;s slapj� rudens </strong></p><p><strong>Ja maz&#x101;s skudri&#x146;as savus p&#x16B;zn&#x12B;�us taisa augstus � b&#x16B;s slapj� rudens; ja zemus � tas b&#x16B;s sauss</strong></p><p><strong>Ja skudras p&#x16B;�&#x146;os sanes daudz materi&#x101;la � b&#x16B;s slapj� rudens un barga ziema</strong></p><p><strong>Ja vasaras r&#x12B;tos vistas nesteidzas lej&#x101; no lakt&#x101;m � b&#x16B;s gar� un silts rudens</strong></p><p><strong>Ja vistas agri c&#x101;&#x13C;us atst&#x101;j � b&#x16B;s &#x12B;sa vasara un agrs rudens</strong></p><p><strong>Ja atvasar&#x101; daudz zirnek&#x13C;a t&#x12B;mek&#x13C;u � b&#x16B;s sauss, saulains rudens un auksta ziema</strong></p><p><strong>Ja vasar&#x101; stipri zied baltais &#x101;boli&#x146;� � b&#x16B;s lietains ru�dens</strong></p><p><strong>Ja balt&#x101; &#x101;boli&#x146;a vair&#x101;k nek&#x101; sarkan&#x101; � b&#x16B;s jauka va�sara, bet lietains rudens</strong></p><p><strong>Ja nogatavoju�&#x101;s auzas otrreiz s&#x101;k za&#x13C;ot � b&#x16B;s ne�l&#x101;ga rudens</strong></p><p><strong>Ja vasar&#x101; b&#x113;rzos un citos kokos par&#x101;d&#x101;s dzeltenas lapas � b&#x16B;s agrs rudens </strong></p><p><strong>Ja lazd&#x101;s daudz riekstu � b&#x16B;s slapj� rudens </strong></p><p><strong>Ja p&#x12B;l&#x101;dzim daudz ogu � b&#x16B;s lietains un gar� ru�dens; ja maz ogu � b&#x16B;s sauss un &#x12B;ss rudens </strong></p><p><strong>Ja rudzu v&#x101;rpas ir robainas � b&#x16B;s auksta vasara un agrs, auksts rudens</strong></p><p><strong>Ja vir�i vair&#x101;k zied no galotnes � sals n&#x101;ks l&#x113;n&#x101;k, bet b&#x16B;s stipr&#x101;ks.</strong></p><subtitle><a l:href="">P&#x113;c vasaras � par ziemu: </a></subtitle><p><strong>Ja dzeguze pa J&#x101;&#x146;iem beidz k&#x16B;kot � 24. septembri s&#x101;ks-salt; ja t&#x101; k&#x16B;ko l&#x12B;dz P&#x113;teriem � b&#x16B;s silts viss rudens </strong></p><p><strong>Ja vasar&#x101; aizkr&#x101;sn&#x113; sarodas daudz circe&#x146;u � b&#x16B;s au&#x137;sta ziema</strong></p><p><strong>Ja vasar&#x101; govis ir &#x13C;oti &#x113;del&#x12B;gas � b&#x16B;s gara ziema </strong></p><p><strong>Ja iev&#x101;m maz ogu � b&#x16B;s l&#x113;na, silta ziema </strong></p><p><strong>Ja lab&#x12B;bai mazas v&#x101;rpas � b&#x16B;s nikna, dzi&#x13C;a ziema </strong></p><p><strong>Ja lazd&#x101;m daudz riekstu � ziemas s&#x101;kum&#x101; b&#x16B;s daudz sniega</strong></p><p><strong>Ja p&#x12B;l&#x101;d�iem daudz ogu � b&#x16B;s auksta ziema</strong></p><p><strong>Ja ozolos agri aizmetas z&#x12B;les un to ir daudz � b&#x16B;s stipra, cieta un sniegota ziema pirms Ziemassv&#x113;tkiem un ar stipru salu p&#x113;c tam.</strong></p><subtitle><a l:href="">P&#x113;c vasaras � par pavasari un v&#x113;l t&#x101;l&#x101;ku laiku:</a></subtitle><p><strong>Ja p&#x12B;�l&#x101;d�iem daudz ogu � b&#x16B;s slapj� n&#x101;kamais pavasaris </strong></p><p><strong>Ja kokiem lapas s&#x101;k dzelt&#x113;t jau augusta vid&#x16B; � b&#x16B;s laba n&#x101;kam&#x101; vasara</strong></p><p><strong>Ja rudzu zied&#x113;�anas laiks ir miglains � miglains b&#x16B;s n&#x101;kam&#x101; gada p&#x13C;aujas laiks.</strong></p><subtitle><a l:href="">P&#x113;c rudens � par to pa�u rudeni:</a></subtitle><p><strong>�Ja dz&#x113;rves ruden&#x12B; lido prom augstu, nesteigdam&#x101;s un �sarun&#x101;dam&#x101;s� � b&#x16B;s jauks rudens</strong></p><p><strong>Ja dz&#x113;rves lai�as zemu � b&#x16B;s silts un v&#x113;ls rudens un v&#x113;la ziema;ja lido augstu � b&#x16B;s auksts, agrs rudens un agra ziema </strong></p><p><strong>Ja gulbji iet prom vakar&#x101; � b&#x16B;s agrs rudens; ja r&#x12B;ta pus&#x113; � b&#x16B;s v&#x113;ls rudens</strong></p><p><strong>Ja me�ap&#x12B;les prom lai�as augstu � b&#x16B;s dr&#x12B;za ziema; ja zemu � b&#x16B;s ilgs un silts rudens </strong></p><p><strong>Ja me�ap&#x12B;les un citi &#x16B;densputni, uzsalstot pirmajam ledum, p&#x101;riet uz liel&#x101;kiem &#x16B;de&#x146;iem � b&#x16B;s v&#x113;l liel&#x101;ks sals </strong></p><p><strong>Ja me�azosis lai�as zemu � b&#x16B;s agrs un gar� ru�dens;</strong></p><p><strong>ja augstu � b&#x16B;s &#x12B;ss rudens, dr&#x12B;za ziema Ja rube&#x146;i ruden&#x12B; r&#x16B;c tikpat d&#x16B;�&#x12B;gi k&#x101; pavasar&#x12B; � b&#x16B;s v&#x113;ls rudens</strong></p><p><strong>Ja strazdi un me�azosis nesteidzas prom � b&#x16B;s ilgs un sauss rudens </strong></p><p><strong>Ja pirm&#x101; sniega laik&#x101; v&#x101;rnas k&#x101;re � b&#x16B;s barga ziema Ja lab&#x12B;bas gub&#x101;s daudz pe&#x13C;u � b&#x16B;s silts rudens</strong></p><p><strong>Ja atvasar&#x101; daudz zirnek&#x13C;a timek&#x13C;u � b&#x16B;s ilgs un sauss rudens</strong></p><p><strong>Ja b&#x113;rzi s&#x101;k dzelt&#x113;t no apak�as � rudens b&#x16B;s ilgsto�s un ziema v&#x113;la; ja no galotnes � rudens b&#x16B;s &#x12B;ss un ziema &#x101;tra </strong></p><p><strong>Ja visp&#x101;r kokiem lapas dzelt&#x113; no apak�as � b&#x16B;s gar� rudens; ja no galotnes � &#x12B;ss </strong></p><p><strong>Ja lapas birst v&#x113;lu � b&#x16B;s v&#x113;ls rudens </strong></p><p><strong>Ja no &#x137;ir�iem v&#x113;l p&#x113;d&#x113;j&#x101;s lapas nav nokritu�as � lai cik ar&#x12B; sniega snigtu, atkusnis to tik un t&#x101; nodz&#x12B;s</strong></p><p><strong>Ja pirmais sniegs uzkr&#x12B;t uz nenobiru�&#x101;m lap&#x101;m � tad, cik dienu sniegs nost&#x101;v uz lap&#x101;m, tik ned&#x113;&#x13C;u zeme no�st&#x101;v melna.</strong></p><subtitle><a l:href="">P&#x113;c rudens � par ziemu:</a></subtitle><p><strong>Ja aizejot dz&#x113;rves lido zemu � b&#x16B;s &#x12B;ss rudens un gara ziema; ja augstu � gar� rudens un &#x12B;sa ziema </strong></p><p><strong>Ja dz&#x113;rves lido augstu � b&#x16B;s dzi&#x13C;a ziema </strong></p><p><strong>Ja dz&#x113;rves lidodamas jaucas � b&#x16B;s pute&#x146;aina ziema </strong></p><p><strong>Ja dz&#x113;rvju k&#x101;sim gar&#x101;ka ziemas puse � ziema b&#x16B;s ga�r&#x101;ka par n&#x101;kamo vasaru </strong></p><p><strong>Ja dz&#x113;rves iet gar&#x101; rind&#x101; � b&#x16B;s gara ziema Ja visi putni lai�as prom gandr&#x12B;z reiz&#x113; � b&#x16B;s stipra, auksta ziema</strong></p><p><strong>Ja me�a putni daudz pa zemi staig&#x101; � dr&#x12B;z b&#x16B;s &#x12B;sta ziema</strong></p><p><strong>Ja putni ruden&#x12B; trekni � b&#x16B;s auksta ziema </strong></p><p><strong>Ja vistas agri ruden&#x12B; s&#x101;k mest spalvas � b&#x16B;s silta ziema</strong></p><p><strong>Ja bites ruden&#x12B; ar vasku cie�i aizdara skr&#x113;ju � b&#x16B;s auksta ziema; ja atst&#x101;j va&#x13C;&#x101; � b&#x16B;s silta ziema</strong></p><p><strong>Ja skudras ruden&#x12B; sav&#x101;c lielu p&#x16B;zni � b&#x16B;s auksta ziema</strong></p><p><strong>Ja skudras ruden&#x12B; lien dzi&#x13C;i p&#x16B;zn&#x12B; � b&#x16B;s auksta ziema Ja v&#x113;l&#x101; ruden&#x12B; atkal par&#x101;d&#x101;s odi � b&#x16B;s m&#x12B;ksta, silta ziema</strong></p><p><strong>Ja ruden&#x12B; sliekas paliek zem vel&#x113;nas, nevis dzi&#x13C;&#x101;k zem&#x113; � ziema neb&#x16B;s cieta, bet sniega b&#x16B;s daudz </strong></p><p><strong>Ja sliekas urbjas dzi&#x13C;i zem&#x113; � b&#x16B;s dzi&#x13C;a ziema Ja atvasar&#x101; daudz zirnek&#x13C;u � b&#x16B;s skaidrs rudens un auksta ziema</strong></p><p><strong>Ja nokautai aitai ir liela �ults � gaid&#x101;ma atku�&#x146;aina ziema;</strong></p><p><strong>ja maza � gaid&#x101;ma dzi&#x13C;a ziema</strong></p><p><strong>Ja kautai c&#x16B;kai aizku&#x146;&#x123;a dziedzeris biezs � b&#x16B;s dzi&#x13C;� ziemas s&#x101;kums; ja pl&#x101;ns � b&#x16B;s dzi&#x13C;as ziemas beigas </strong></p><p><a l:href=""><strong>Ja c&#x16B;kai liesa</strong></a></p><p><strong>ir pl&#x101;na � b&#x16B;s pl&#x101;na ziema, bez sniega; </strong></p><p><strong>ja bieza � b&#x16B;s dzi&#x13C;a ziema; </strong></p><p><strong>ja &#x12B;sa � b&#x16B;s &#x12B;sa ziema; </strong></p><p><strong>ja gara � b&#x16B;s gara ziema;</strong></p><p><strong>ja liesai priek�gals biez&#x101;ks � ziema b&#x16B;s dzi&#x13C;&#x101;k&#x101; no ru�dens puses;</strong></p><p><strong>ja otr&#x101;di � ziema b&#x16B;s dzi&#x13C;&#x101;ka uz pavasara pusi </strong></p><p><strong>Ja lopi ruden&#x12B; z&#x101;li &#x113;d no vietas � b&#x16B;s gara ziema; ja pa puduram � b&#x16B;s &#x12B;sa ziema</strong></p><p><strong>Ja kurmji un peles mig&#x101;s savelk daudz salmu un v&#x101;rpu � b&#x16B;s auksta ziema</strong></p><p><strong>Ja kurmji un peles ruden&#x12B; v&#x101;c lielus bar&#x12B;bas kr&#x101;jumus � b&#x16B;s dzi&#x13C;a un sniegota ziema </strong></p><p><strong>Ja pel&#x113;m midzenis gubas gal&#x101; � b&#x16B;s dzi&#x13C;a ziema� </strong></p><p><strong>Ja pel&#x113;m midzenis zem gubas � b&#x16B;s sekla ziema </strong></p><p><strong>Ja alu ieejas pel&#x113;m pret silto pusi � b&#x16B;s auksta ziema </strong></p><p><strong>Ja ruden&#x12B; &#x113;k&#x101;s uzrodas daudz pe&#x13C;u un �urku � b&#x16B;s barga ziema</strong></p><p><strong>Ja v&#x101;veres mig&#x101; daudz riekstu un �iekuru � b&#x16B;s dzi&#x13C;a ziema</strong></p><p><strong>Ja za&#x137;is agri uzvelk baltu ka�oku � agri iest&#x101;sies ziema</strong></p><p><strong>Ja za&#x137;i ruden&#x12B; skraida gar m&#x101;ju � b&#x16B;s gara ziema </strong></p><p><strong>Ja ruden&#x12B; trekni za&#x137;i � b&#x16B;s auksta, skarba ziema </strong></p><p><strong>Ja laps&#x101;m, v&#x101;ver&#x113;m, seskiem u. c. dz&#x12B;vniekiem &#x101;tri n&#x101;k akots � b&#x16B;s agra un auksta ziema</strong></p><p><strong>Ja ruden&#x12B; &#x101;be&#x13C;u lapas pa�as nobirst vai v&#x113;j� izp&#x16B;� t&#x101;s izklaidus � b&#x16B;s pamat&#x12B;ga ziema; ja turpat zem zaru kro&#x146;a � neb&#x16B;s &#x12B;stas ziemas </strong></p><p><strong>Ja maz ap&#x12B;&#x146;u � b&#x16B;s l&#x113;na, silta ziema; ja daudz � b&#x16B;s stipra ziema</strong></p><p><strong>Ja apses lapas ruden&#x12B; kr&#x12B;t un gu&#x13C;as zem&#x113; ar virspusi uz aug�u � b&#x16B;s auksta ziema; ja ar apak�pusi uz aug�u � b&#x16B;s silta ziema </strong></p><p><strong>Ja ruden&#x12B; s&#x101;k zied&#x113;t zemenes, avenes vai auglukoki � b&#x16B;s silta ziema</strong></p><p><strong>Ja kokiem lapas nobirst agri un vienlaikus � b&#x16B;s dzi&#x13C;a un agra ziema</strong></p><p><strong>Ja v&#x113;ls lapkritis � b&#x16B;s skarba un ilga ziema </strong></p><p><strong>Ja kokiem lapas nenobirst � b&#x16B;s plika un auksta ziema </strong></p><p><strong>Ja kokiem lapas ilgi st&#x101;v � b&#x16B;s gara, dzi&#x13C;a ziema; ja &#x101;tri nobirst � &#x12B;sa</strong></p><p><strong>Ja lapkritis noris strauji � strauji ar&#x12B; pien&#x101;ks ziema </strong></p><p><strong>Ja koki strauji nomet lapas � b&#x16B;s skarba ziema </strong></p><p><strong>Ja mie�os daudz melno v&#x101;rpu � ziem&#x101; b&#x16B;s daudz sniega</strong></p><p><strong>Ja osim ilgi ruden&#x12B; lapas turas pie koka � b&#x16B;s dzi&#x13C;a, gara ziema</strong></p><p><strong>Ja ozoliem daudz z&#x12B;&#x13C;u � pirms Ziemsv&#x113;tkiem b&#x16B;s daudz sniega un p&#x113;c tiem � lielas salnas </strong></p><p><strong>Ja ozolam daudz z&#x12B;&#x13C;u � b&#x16B;s barga ziema </strong></p><p><strong>Ja visas p&#x13C;avas izdodas nop&#x13C;aut v&#x113;l lab&#x101; laik&#x101; � b&#x16B;s gara ziema</strong></p><p><strong>Ja koks vai akmens apaug ar biezu s&#x16B;nu zieme&#x13C;u pus&#x113; � b&#x16B;s dzi&#x13C;a ziema.</strong></p><subtitle><a l:href="">P&#x113;c rudens � par pavasari:</a></subtitle><p><strong>Ja dz&#x113;rves aizejot daudz klaig&#x101; � t&#x101;s pavasar&#x12B; atn&#x101;ks v&#x113;lu</strong></p><p><strong>Ja dz&#x113;rves un zosis lido augstu � pavasar&#x12B; b&#x16B;s lieli pl&#x16B;di</strong></p><p><strong>Ja gulbji iet prom no r&#x12B;ta � b&#x16B;s agrs pavasaris </strong></p><p><strong>Ja kurmji rok v&#x113;l&#x101; ruden&#x12B; � b&#x16B;s auksta ziema un v&#x113;ls pavasaris</strong></p><p><strong>Ja b&#x113;rzs s&#x101;k ruden&#x12B; dzelt&#x113;t no aug�as � b&#x16B;s agrs pavasaris; ja no apak�as � v&#x113;ls pavasaris</strong></p><p><strong>Ja sniegs p&#x101;rsteidz lapas kokos � b&#x16B;s v&#x113;ls pavasaris Ja ruden&#x12B; ilgi st&#x101;v lapas kokos � pavasar&#x12B; ilgi neb&#x16B;s z&#x101;les</strong></p><p><strong>Ja kokiem lapas birst no galotnes � pavasar&#x12B; sniegs kus&#x12B;s no virspuses, ar sauli; ja no pazar&#x113;m � kus&#x12B;s no apak�as, ar &#x16B;deni. </strong></p><subtitle><a l:href="">P&#x113;c rudens � par vasaru:</a></subtitle><p><strong>Ja ruden&#x12B; purva b&#x113;rzi jau dzelteni un me�a b&#x113;rzi v&#x113;l za&#x13C;i � n&#x101;kam&#x101; vasara b&#x16B;s sausa</strong></p><p><strong>Ja v&#x113;j� ruden&#x12B; p&#x16B;� lapas no me�a lauk&#x101; � n&#x101;kam&#x101; vasara b&#x16B;s slapja; ja t&#x101;s paliek me�&#x101; � b&#x16B;s sausa</strong></p><p><strong>Ja dz&#x113;rvenes lien s&#x16B;n&#x101;s � b&#x16B;s slapja n&#x101;kam&#x101; va�sara; ja paliek virs s&#x16B;n&#x101;m � b&#x16B;s sausa</strong></p><p><strong>Ja dz&#x113;rvju k&#x101;sim gar&#x101;ka dienvidu puse � n&#x101;kam&#x101; vasara b&#x16B;s gar&#x101;ka par ziemu</strong></p><image l:href="#4"/></section><section><title><p><strong>T&#x100;L&#x100;KU LAIKU PROGNOZ&#x112;JO�AS METEOROLO&#x122;ISK&#x100;S NORISES</strong></p></title><p id="AutBody_0bookmark7">�T&#x100;L&#x100;KU LAIKU PROGNOZ&#x112;JO�AS METEOROLO&#x122;ISK&#x100;S NORISES</p><p>Laikaz&#x12B;mes vairum&#x101; gad&#x12B;jumu veidotas p&#x113;c t&#x101; saucamo nosac&#x12B;to progno�u principa: ja ir tas � tad b&#x16B;s t&#x101;. Zin&#x101;mu analo&#x123;iju var saskat&#x12B;t starp da�&#x101;m laikaz&#x12B;m&#x113;m un moderno fenolo&#x123;isk&#x101;s indik&#x101;cijas metodi, kad p&#x113;c vienas fenolo&#x123;isk&#x101;s par&#x101;d&#x12B;bas prognoz&#x113; k&#x101;das citas par&#x101;d&#x12B;bas raksturu un iest&#x101;�an&#x101;s laiku. Sim nol&#x16B;kam kalpo augu un dz&#x12B;vnieku fenoekolo&#x123;isk&#x101;s grupas. T&#x101;d&#x101;s grup&#x101;s apvieno sugas, kur&#x101;m vien&#x101;dos vides apst&#x101;k&#x13C;os attiec&#x12B;g&#x101; f&#x101;ze (salapo�ana, zied&#x113;�ana, aug&#x13C;u ien&#x101;k�an&#x101;s) iest&#x101;jas vienlaikus vai ar&#x12B; ar sam&#x113;r&#x101; vien&#x101;du atstarpi. Lai paredz&#x113;tu k&#x101;dai sugai attiec&#x12B;g&#x101;s fenof&#x101;zes iest&#x101;�an&#x101;s datumu, no t&#x101;s pa��as fenoekolo&#x123;isk&#x101;s grupas izv&#x113;las t&#x101;du sugu, kurai �&#x12B; (vai ar&#x12B; cita) fenolo&#x123;isk&#x101; f&#x101;ze iest&#x101;jas agr&#x101;k. Abu sugu f&#x101;�u sakar&#x12B;bu laik&#x101; izsaka matem&#x101;tisk&#x101;s formulas veid&#x101;. P&#x113;c �&#x101;das formulas apr&#x113;&#x137;ina prognoz&#x113;jam&#x101;s f&#x101;zes iest&#x101;�an&#x101;s datumu. S&#x101;du fenolo&#x123;isk&#x101;s indik&#x101;cijas metodi izmanto ar&#x12B; nedz&#x12B;v&#x101;s dabas par&#x101;d&#x12B;bu prognoz&#x113;�anai.</p><p>Jebkurai objekt&#x12B;vai prognozei nepiecie�amas zin&#x101;�anas p&#x101;r b&#x16B;tiskaj&#x101;m c&#x113;lo&#x146;sakar&#x12B;b&#x101;m, vismaz par sakar&#x12B;bu starp prognoz&#x113;jo�o un prognoz&#x113;jamo par&#x101;d&#x12B;bu. S&#x12B; sakar&#x12B;ba tad ar&#x12B; izmantota laikaz&#x12B;m&#x113;s, ta�u parasti p&#x113;c kibern&#x113;tikas �meln&#x101;s kastes� principa: ieeja � izeja, neatsedzot to pro�cesu b&#x16B;t&#x12B;bu, kas saista �ieeju� (prognoz&#x113;jo�&#x101; situ&#x101;cija) ar �izeju� (prognoz&#x113;jam&#x101; par&#x101;d&#x12B;ba). S&#x101;da tipa laikaz&#x12B;mju ir &#x13C;oti daudz. P&#x101;rskat&#x101;m&#x12B;bas labad sagrup&#x113;sim t&#x101;s t&#x101;pat k� iepriek�&#x113;j&#x101; nodaj&#x101;.</p><subtitle><a l:href="">P&#x113;c ziemas � par to pa�u ziemu:</a></subtitle><p><strong>K&#x101;ds v&#x113;j� iep&#x16B;� gada ceturk�&#x146;a pirmaj&#x101; dien&#x101; (22. decembr&#x12B;, 21. mart&#x101;, 22. j&#x16B;�nij&#x101;, 23. septembr&#x12B;) � t&#x101;ds pamat&#x101; p&#x16B;t&#x12B;s visu ceturksni, bet jo &#x12B;pa�i �&#x12B; ceturk�&#x146;a pirmaj&#x101; m&#x113;nes&#x12B;;</strong></p><p><strong>k&#x101;ds iegriez&#x12B;sies otraj&#x101; dien&#x101; � t&#x101;ds liel&#x101;koties p&#x16B;t&#x12B;s visu ceturk�&#x146;a otro m&#x113;nesi;</strong></p><p><strong>k&#x101;ds iegriez&#x12B;sies tre�aj&#x101; dien&#x101; � t&#x101;ds galvenok&#x101;rt p&#x16B;t&#x12B;s visu ceturk�&#x146;a tre�o m&#x113;nesi.</strong></p><subtitle><a l:href="">V&#x113;j� nosaka p&#x101;r&#x113;jos laika apst&#x101;k&#x13C;us.</a></subtitle><p><strong>Jo zieme&#x13C;rietumu v&#x113;j� nes v&#x113;trainu, dzestru laiku;</strong></p><p><strong>zieme&#x13C;u v&#x113;j� nes aukstu, saulainu laiku; </strong></p><p><strong>austrumu v&#x113;j� nes aukstu, sausu laiku; </strong></p><p><strong>dienvidaustrumu un dievidu v&#x113;j� nes siltu, sausu laiku; </strong></p><p><strong>dienvidrietumu v&#x113;j� nes siltu, slapju laiku; </strong></p><p><strong>rietumu v&#x113;j� nes pavisam slapju laiku.</strong></p><subtitle><a l:href="">P&#x113;c ziemas � par pavasari:</a></subtitle><p><strong>Ja ziema ir auksta � b&#x16B;s silts pavasaris </strong></p><p><strong>Ja lietaina ziema � b&#x16B;s slikts pavasaris </strong></p><p><strong>Ja iev&#x113;ro ziem&#x101; atkalas dienas �.atbilsto�i vasar&#x101; b&#x16B;s salnas dienas </strong></p><p><strong>Ja garas l&#x101;stekas � b&#x16B;s gar� pavasaris Ja iev&#x113;ro sarmu daudzumu ziem&#x101; � tikpat salnu ir pa�vasari, l&#x12B;dz &#x12B;stajai vasarai.</strong></p><subtitle><a l:href="">P&#x113;c ziemas � par vasaru: </a></subtitle><p><strong>Ja ziema ir auksta � va�sara b&#x16B;s karsta</strong></p><p><strong>Ja ziema ir barga � b&#x16B;s karsta vasara un laba rudzu ra�a</strong></p><p><strong>Ja ziema ir Joti stingra � b&#x16B;s &#x12B;sa vasara </strong></p><p><strong>Ja ziema sausa un auksta � vasara b&#x16B;s sausa un karsta;</strong></p><p><strong>ja ziema mitra un sniegaina � vasara b&#x16B;s slapja </strong></p><p><strong>Ja ziema ir silta � vasara b&#x16B;s auksta </strong></p><p><strong>Ja ziema ir mier&#x12B;ga, skaidra � b&#x16B;s sausa vasara </strong></p><p><strong>Ja ziem&#x101; me�s skan � vasar&#x101; b&#x16B;s p&#x113;rkoni </strong></p><p><strong>Ja ziem&#x101; koki piesnieg � b&#x16B;s slapja vasara </strong></p><p><strong>Ja ziem&#x101; ir biezs sniegs un daudz sarmu � b&#x16B;s lietaina vasara</strong></p><p><strong>Ja ziemu dzi&#x13C;� sniegs � b&#x16B;s augl&#x12B;ga vasara; ja sekls � b&#x16B;s neaugl&#x12B;ga vasara </strong></p><p><strong>Ja ziem&#x101; dzi&#x13C;� sniegs � vasar&#x101; b&#x16B;s kupla lab&#x12B;ba </strong></p><p><strong>Ja kaila ziema � vasaru neb&#x16B;s aug&#x13C;u </strong></p><p><strong>Ja ziem&#x101; me�os nav sniega � b&#x16B;s sausa vasara </strong></p><p><strong>Ja ziem&#x101; daudz pute&#x146;u � vasar&#x101; b&#x16B;s daudz lietavu </strong></p><p><strong>Ja ziem&#x101; me�os sniegs kokiem pieputin&#x101;ts kl&#x101;t � b&#x16B;s slapja vasara; ja pa gabali&#x146;u nost � b&#x16B;s sausa vasara </strong></p><p><strong>Ja ce&#x13C;us pieputina ar kalnu � b&#x16B;s sausa vasara </strong></p><p><strong>Ja ziem&#x101; daudz dienu ar sarmu � vasar&#x101; b&#x16B;s daudz dienu ar p&#x113;rkonu un lietu </strong></p><p><strong>Ja ziem&#x101; me�s stipri piesarmo � vasar&#x101; daudz l&#x12B;s lietus </strong></p><p><strong>Ja ziem&#x101; daudz siltu v&#x113;ju � vasar&#x101; daudz aukstu v&#x113;ju </strong></p><p><strong>Ja v&#x113;j� virs sniega saputina da&#x16B;dz smil�u � vasar&#x101; b&#x16B;s daudz kukai&#x146;u un k&#x101;puru</strong></p><p><strong>Ja ziem&#x101; l&#x12B;st atkala � vasar&#x101; atbilsto�aj&#x101; dien&#x101; b&#x16B;s salnas</strong></p><p><strong>Ja ziem&#x101; zieme&#x13C;u, zieme&#x13C;austrumu un dienvidaustrumu v&#x113;jos daudz pliksalu � b&#x16B;s daudz naktssalnu vasar&#x101;; ja dienvidrietumu un rietumu v&#x113;jos � tas naktssalnas nenor&#x101;da</strong></p><p><strong>Ja ziemu pie jumtiem garas l&#x101;stekas � b&#x16B;s laba va�sara</strong></p><p><strong>Ja ziem&#x101; sarkani r&#x12B;ti � vasara b&#x16B;s v&#x113;jaina, auksta; ja sarkani vakari � vasara b&#x16B;s m&#x113;rena </strong></p><p><strong>Ja p&#x113;rkons aizr&#x16B;c pilnus me�us ar sniegu � b&#x16B;s laba vasara</strong></p><p><strong>Ja ziem&#x101; ir p&#x113;rkons � b&#x16B;s v&#x113;jaina vasara. </strong></p><subtitle><a l:href="">P&#x113;c pavasara � par �o pa�u pavasari: </a></subtitle><p><strong>Ja p&#x113;rkons uzn&#x101;k, pirms sniegs v&#x113;l nav nokusis, � b&#x16B;s auksts un gar� pavasaris</strong></p><p><strong>Ja p&#x113;rkons ier&#x16B;c kailos kokos � b&#x16B;s auksts pavasaris un auksta vasara</strong></p><subtitle><a l:href="">Ja pirmais p&#x113;rkons ier&#x16B;c</a></subtitle><p><strong>ziemeju v&#x113;j&#x101; � b&#x16B;s auksts pa�vasaris;</strong></p><p><strong>ja austrumu v&#x113;j&#x101; � b&#x16B;s sauss un silts pavasaris; </strong></p><p><strong>ja rietumu v&#x113;j&#x101; � b&#x16B;s slapj� pavasaris; </strong></p><p><strong>ja dienvidu v&#x113;j&#x101; � b&#x16B;s silts pavasaris </strong></p><p><strong>Ja pavasar&#x12B; ledus grimst diben&#x101; � b&#x16B;s smags gads </strong></p><p><strong>Ja pavasar&#x12B; zeme &#x101;tri pak&#x16B;st � tad t&#x101; ilgi neatk&#x16B;st </strong></p><p><strong>Ja, pavasarim tuvojoties, ziemas taci&#x146;a &#x101;tr&#x101;k izk&#x16B;st nek&#x101; apk&#x101;rt&#x113;jais sniegs � b&#x16B;s slikts pavasaris; ja otr&#x101;di � b&#x16B;s jauks pavasaris</strong></p><p><strong>Ja v&#x113;lu pavasaros uz melnas zemes uzn&#x101;k v&#x113;l sniegs � tas ir otras m&#x113;slu k&#x101;rtas v&#x113;rts.</strong></p><subtitle><a l:href="">P&#x113;c pavasara � par vasaru: </a></subtitle><p><strong>Ja auksts pavasaris � b&#x16B;s krusota vasara</strong></p><p><strong>No k&#x101;das puses, pavasarim iest&#x101;joties, iegrie�as v&#x113;j� � no tas pa�as puses p&#x16B;t&#x12B;s visu vasaru</strong></p><p><strong>Ja pavasar&#x12B; sniegs &#x101;tri nok&#x16B;st � vasar&#x101; b&#x16B;s lieli pl&#x16B;di</strong></p><p><strong>Ja me�&#x101; ilgi st&#x101;v sniegs � b&#x16B;s slapja vasara </strong></p><p><strong>Ja pavasar&#x12B; sniegs gru�ains � b&#x16B;s p&#x113;rkonaina vasara </strong></p><p><strong>Ja pavasar&#x12B; zeme ne�&#x16B;st � b&#x16B;s sausa vasara </strong></p><p><strong>Ja p&#x113;c sniega ce&#x13C;i t&#x16B;li&#x146; k&#x13C;&#x16B;st sausi � b&#x16B;s slapja va�sara</strong></p><p><strong>Ja ce&#x13C;� nok&#x16B;st &#x101;tr&#x101;k nek&#x101; lauks � vasar&#x101; up&#x113;s b&#x16B;s maz &#x16B;dens</strong></p><p><strong>Ja ce&#x13C;a vidus izk&#x16B;st &#x101;tr&#x101;k nek&#x101; ce&#x13C;a malas � b&#x16B;s slapja vasara</strong></p><p><strong>Ja pavasar&#x12B; ce&#x13C;i izr&#x16B;gst � b&#x16B;s sausa vasara </strong></p><p><strong>Ja pavasar&#x12B; lieli pl&#x16B;di � b&#x16B;s sausa vasara </strong></p><p><strong>Ja pavasar&#x12B; lieli pali � vasar&#x101; b&#x16B;s liels karstums </strong></p><p><strong>Ja pavasar&#x12B; up&#x113; &#x16B;dens l&#x12B;menis nece&#x13C;as � b&#x16B;s sausa vasara</strong></p><p><strong>Ja pavasar&#x12B; nav palu � tie b&#x16B;s ap siena laiku </strong></p><p><strong>Ja pavasar&#x12B; &#x16B;dens pa ledus virsu noskrien � siena laik&#x101; b&#x16B;s lieli pl&#x16B;di</strong></p><p><strong>Ja pavasar&#x12B; pl&#x16B;du &#x16B;dens st&#x101;v ilgi � b&#x16B;s auksta un lie�taina vasara; ja &#x101;tri noskrien � b&#x16B;s laba vasara </strong></p><p><strong>Ja pavasar&#x12B; upmal&#x101; paliek ledus � b&#x16B;s slikta, lietaina vasara</strong></p><p><strong>Ja p&#x113;c pavasara paliem, kad upes ieg&#x101;ju�as krastos, ne�t&#x101;l&#x101;s bedr&#x113;s vai gr&#x101;vjos ir aiz&#x137;&#x113;ru�&#x101;s zivis � taj&#x101; pa�&#x101; gad&#x101; sagaid&#x101;mi v&#x113;l t&#x101;di pa�i pali</strong></p><p><a l:href=""><strong>Ja ezeros v&#x113;j� ledu sadzen</strong></a><strong> dienvidu mal&#x101; � b&#x16B;s silta vasara, ja zieme&#x13C;u � b&#x16B;s auksta </strong></p><p><strong>Ja mart&#x101; l&#x12B;st � tikpat l&#x12B;s vasar&#x101; </strong></p><p><strong>Ja slapj� apr&#x12B;lis � b&#x16B;s sauss j&#x16B;nijs </strong></p><p><strong>Ja pavasar&#x12B; daudz miglu � vasar&#x101; b&#x16B;s daudz lietus�g&#x101;�u</strong></p><p><strong>Ja agri p&#x113;rkoni � b&#x16B;s slapja vasara </strong></p><p><strong>Ja maij&#x101; daudz p&#x113;rkonu � b&#x16B;s lietaina, v&#x113;jaina vasara un kuplas p&#x13C;avas</strong></p><p><strong>Ja agr&#x101; pavasar&#x12B; zibens zibina, bet p&#x113;rkonu nedzird � b&#x16B;s sausa vasara </strong></p><p><strong>Ja pirmais p&#x113;rkons p&#x101;riet bez lietus � b&#x16B;s sausa vasara </strong></p><p><strong>Ja p&#x113;rkons aizr&#x16B;c ledu up&#x113;s un ezeros � b&#x16B;s auksta vasara</strong></p><p><strong>Ja pirmais p&#x113;rkons ier&#x16B;c aplapotos kokos � b&#x16B;s silta vasara; </strong></p><p><strong>ja ier&#x16B;c kailos kokos � b&#x16B;s auksta, nabadz&#x12B;ga vasara </strong></p><p><strong>Ja p&#x113;rkons noiet pa dienvidu pusi � b&#x16B;s silta vasara; ja pa zieme&#x13C;u � b&#x16B;s salta</strong></p><p><strong>Ja pirmais p&#x113;rkons n&#x101;k no vakariem � b&#x16B;s slapja va�sara;</strong></p><p><strong>ja no r&#x12B;tiem � b&#x16B;s sausa vasara; ja no zieme&#x13C;iem � b&#x16B;s auksta vasara; ja no dienvidiem � b&#x16B;s karsta vasara</strong></p><subtitle><a l:href="">P&#x113;c pavasara � par rudeni: </a></subtitle><p><strong>Ja pavasari ilgi st&#x101;v sniegs � b&#x16B;s ilgs rudens </strong></p><p><strong>Ja pavasar&#x12B; daudz salnu � b&#x16B;s daudz to ari ruden&#x12B; </strong></p><p><strong>Ja pavasara pali noskrien skaidr&#x101;s nakt&#x12B;s � b&#x16B;s jauks lab&#x12B;bas nov&#x101;k�anas laiks</strong></p><p><strong>Ja p&#x113;rkons ier&#x16B;c kailos kokos, bet ezeros v&#x113;l ir le�dus � b&#x16B;s norm&#x101;ls ra�as nov&#x101;k�anas laiks un norm&#x101;la ra�a.</strong></p><subtitle><a l:href=""><strong>P&#x113;c vasaras � par to pa�u vasaru:</strong></a></subtitle><p><strong>Ja vasar&#x101; m&#x113;ness iet augstu un ir sarkans � n&#x101;kamaj&#x101; m&#x113;nes&#x12B; b&#x16B;s sauss laiks; ja iet zemu un ir b&#x101;ls � b&#x16B;s lietains laiks </strong></p><p><strong>Ja jaun&#x101; m&#x113;nes&#x12B; l&#x12B;st lietus � viss m&#x113;nesis b&#x16B;s &#x13C;oti labs </strong></p><p><strong>Ja vasara s&#x101;kas ar lietiem � t&#x101; beidzas ar sausumu.</strong></p><subtitle><a l:href="">P&#x113;c vasaras � par ziemu: </a></subtitle><p><strong>Ja ir &#x13C;oti karsta vasara � b&#x16B;s auksta ziema</strong></p><p><strong>Ja vasara ir lietaina � ziema b&#x16B;s dzi&#x13C;a un pute�&#x146;aina</strong></p><p><strong>Ja lietaina vasara � b&#x16B;s sniegota un auksta ziema </strong></p><p><strong>Ja vasara v&#x113;traina � ziema b&#x16B;s pute&#x146;aina</strong></p><p><strong>Ja vasar&#x101; jaun&#x101; m&#x113;ness naktis ir siltas � ziem&#x101; t&#x101;s b&#x16B;s aukstas.</strong></p><subtitle><a l:href="">P&#x113;c rudens � par to pa�u rudeni: </a></subtitle><p><strong>Ja septembri atskan p&#x113;rkons � b&#x16B;s silts rudens </strong></p><p><strong>Ja atvasara lietaina � rudens b&#x16B;s sauss </strong></p><p><strong>Ja rudeni sniegs n&#x101;k no vasaras puses � tas nenok&#x16B;st. </strong></p><subtitle><a l:href="">P&#x113;c rudens � par ziemu: </a></subtitle><p><strong>Ja ruden&#x12B; jauks laiks �- b&#x16B;s agra ziema </strong></p><p><strong>Ja jauks rudens � b&#x16B;s jauka ziema </strong></p><p><strong>Ja jauks rudens � b&#x16B;s v&#x113;jaina ziema </strong></p><p><strong>Ja v&#x113;trains rudens � b&#x16B;s l&#x113;na ziema </strong></p><p><strong>Ja ruden&#x12B; daudz miglu � ziem&#x101; b&#x16B;s daudz sniega </strong></p><p><strong>Ja ruden&#x12B; biezas miglas � b&#x16B;s dzija ziema </strong></p><p><strong>Ja rudens tik s 1 a p j � un dub&#x13C;ains, ka zirga p&#x113;das vieta aizl&#x12B;st ciet, � uzkritu�ais sniegs uzreiz veidos ziemas ce&#x13C;u</strong></p><p><strong>Ja sauss rudens � b&#x16B;s v&#x113;jaina ziema </strong></p><p><strong>Ja sniegs uzkr&#x12B;t uz koku lap&#x101;m � b&#x16B;s gara, dzi&#x13C;a ziema</strong></p><p><strong>Ja rudeni sniegs uzn&#x101;k, pirms kokiem v&#x113;l lapas nav nobiru�as, � gaid&#x101;ma v&#x113;traina ziema </strong></p><p><strong>Ja sniegs uzkr&#x12B;t nesasalu�ai zemei � b&#x16B;s silta ziema </strong></p><p><strong>Ja uzkritis pirmais sniegs � l&#x12B;dz ragavu ce&#x13C;am pali�ku�as se�as ned&#x113;&#x13C;as </strong></p><p><strong>Ja sniegs s&#x101;k snigt ned&#x113;&#x13C;as s&#x101;kum&#x101; � b&#x16B;s laba ziema; ja ned&#x113;&#x13C;as beig&#x101;s � b&#x16B;s gar� rudens un slikta ziema </strong></p><p><strong>Ja pirmais sniegs uzkr&#x12B;t pirmdien � ziem&#x101; b&#x16B;s viens atkusnis, ja otrdien � divi atku�&#x146;i, ja piektdien � pieci atku�&#x146;i utt.</strong></p><p><strong>Ziem&#x101; uzn&#x101;k tik atku�&#x146;u, cik dienu noturas pirmais sniegs</strong></p><p><strong>Ja pirmais sniegs paliek vienu dienu � b&#x16B;s vienlaidu balta ziema;</strong></p><p><strong>ja vair&#x101;kas dienas � b&#x16B;s atku�&#x146;i un vair&#x101;kas ziemas </strong></p><p><strong>Ja pirmais sniegs nost&#x101;v divas dienas � ziem&#x101; divus m&#x113;ne�us b&#x16B;s sniegs, ja tr&#x12B;s dienas � tr&#x12B;s m&#x113;ne�us utt.</strong></p><p><strong>Ja ilgi ruden&#x12B; st&#x101;v pirmais sniegs � tikpat aukstu dienu b&#x16B;s vis&#x101; n&#x101;kamaj&#x101; ziem&#x101;.</strong></p><subtitle><a l:href="">P&#x113;c rudens � par pavasari:</a></subtitle><p><strong>Ja v&#x113;ls rudens � b&#x16B;s agrs pavasaris</strong></p><p><strong>Ja ruden&#x12B; agri sakr&#x12B;t sniegs � b&#x16B;s ar&#x12B; agrs pava�saris</strong></p><p><strong>Ja ir rudens atkala � b&#x16B;s pavasara salnas</strong></p><p><strong>Ja rudeni v&#x113;lu p&#x113;rkons r&#x16B;c � b&#x16B;s v&#x113;ls, slapj� pavasaris,</strong></p><subtitle><a l:href="">P&#x113;c rudens � par vasaru: </a></subtitle><p><strong>Ja v&#x113;la rudeni p&#x101;rpl&#x16B;st lauki un p&#x13C;avas � n&#x101;kamgad neb&#x16B;s kait&#x113;k&#x13C;u</strong></p><p><strong>Ja pirmais sniegs ilgi st&#x101;v kokos � b&#x16B;s slapja vasara</strong></p><p><strong>Ja ruden&#x12B; sniegs uzn&#x101;k uz lap&#x101;m � n&#x101;kam&#x101; vasara b&#x16B;s t&#x101;da pati k&#x101; �&#x12B;</strong></p><p><strong>Ja ruden&#x12B; skurste&#x146;i slikti velk � n&#x101;kamvasar gai�d&#x101;mi p&#x113;rkona negaisi.</strong></p><p>S&#x101;da tipa laikaz&#x12B;m&#x113;m praktisk&#x101; v&#x113;rt&#x12B;ba visai da�&#x101;da. Da&#x13C;a no t&#x101;m ir diezgan nedro�as, jo balst&#x101;s uz &#x101;r&#x113;jo analo&#x123;iju vai pretmetu (�Ja vasara v&#x113;traina � ziema b&#x16B;s pute&#x146;aina�, �Ja ir &#x13C;oti karsta vasara � b&#x16B;s auksta ziema�). T&#x101;p&#x113;c v&#x113;lreiz j&#x101;atg&#x101;dina, ka laikaz&#x12B;mes j&#x101;lieto kompleksi. Ta�u interesant&#x101;kais mums te �&#x137;iet skaidri izteiktais stihiski dialektiskais dabas redz&#x113;jums: viss ir savstarp&#x113;ji saist&#x12B;ts ne tikai telp&#x101;, bet ar&#x12B; laik&#x101;. Un ap�liecina vien esam&#x12B;bas ritmisk&#x101;s harmonijas mekl&#x113;jumus.</p><image l:href="#5"/></section><section><title><p id="AutBody_0bookmark8"><strong>T&#x100;L&#x100;KU�LAIKU PROGNOZ&#x112;JO�&#x100;S SITU&#x100;CIJAS UN DIENAS</strong></p></title><p id="AutBody_0bookmark8">T&#x100;L&#x100;KU laiku PROGNOZ&#x112;JO�&#x100;S SITU&#x100;CIJAS UN DIENAS</p><p>IEZ&#x12A;MDIEMAS</p><p>Priek�stats par dabas par&#x101;d&#x12B;bu saist&#x12B;bu laik&#x101;, par �o par&#x101;d&#x12B;bu "ritfnisku sec&#x12B;bu sevi�&#x137;i uzskat&#x101;mi izpau�as kalend&#x101;raj&#x101;s laikaz&#x12B;m&#x113;s, kuras pamatojas uz t&#x101; sauca�maj&#x101;m loteriju vai prognoz&#x113;jo�&#x101;m dien&#x101;m. V&#x113;lreiz izmantosim m&#x16B;su. izv&#x113;l&#x113;to principu laikaz&#x12B;mju grup&#x113;�anai pa sezon&#x101;m. Un �oreiz sal&#x12B;dzin&#x101;jumam � ar&#x12B; kaimi&#x146;�tautu laikaz&#x12B;mes.</p><subtitle><a l:href="">P&#x113;c ziemas � par ziemu:</a></subtitle><p><strong>K&#x101;ds ir 1. decembris t&#x101;da visa ziema</strong></p><p><strong>Ja ziemas s&#x101;kum&#x101; maz sniega � daudz snigs beig&#x101;s ja daudz ir s&#x101;kum&#x101; � maz b&#x16B;s beig&#x101;s </strong></p><p><strong>Ja Jaungada nakt&#x12B; n&#x101;k sniegs � visu ziemu b&#x16B;s liels sniegs</strong></p><p><strong>Ja Sve�u dien&#x101; sp&#x12B;d gai�a saule � p&#x113;c tam sniega b&#x16B;s v&#x113;l vair&#x101;k, nek&#x101; snidzis lidz tam</strong></p><p><strong>Ja Mat&#x12B;sa dien&#x101; ledus ir � tas l&#x16B;st, ja nav � tas rodas.</strong></p><subtitle><a l:href="">P&#x113;c ziemas � par pavasari: </a></subtitle><p><strong>Ja Ziemsv&#x113;tki ir za&#x13C;i vai melni � Lieldienas b&#x16B;s baltas, ar sniegu</strong></p><p><strong>Ja pirms Ziemsv&#x113;tkiem daudz sniega � pirms J&#x101;&#x146;iem daudz lietus</strong></p><p><strong>Ja ap Ziemsv&#x113;tkiem viet&#x101;m melna zeme � ap J&#x101;&#x146;iem viet&#x101;m kl&#x101;sies p&#x113;d&#x113;j&#x101;s salnas</strong></p><p><strong>Ja pirms Ziemsv&#x113;tkiem nosarmoju�i koki � b&#x16B;s laba linu s&#x113;ja</strong></p><p><strong>Ja ap Ziemsv&#x113;tkiem nosarmoju�i koki � b&#x16B;s labs rudzu ziedu laiks</strong></p><p><strong>Ja remdens janv&#x101;ris � b&#x16B;s auksta p&#x101;r&#x113;j&#x101; ziema un auksts pavasaris </strong></p><p><strong>Ja janv&#x101;r&#x12B; maz sniega � daudz t&#x101; b&#x16B;s mart&#x101; </strong></p><p><strong>Ja silts janv&#x101;ris � b&#x16B;s silts ar&#x12B; maijs </strong></p><p><strong>Ja Te&#x146;a dien&#x101; ir migla � pavasar&#x12B; b&#x16B;s pl&#x16B;di</strong></p><p><strong>Ja febru&#x101;ris bez sala � b&#x16B;s auksts priek�pavasaris </strong></p><p><strong>Ja febru&#x101;ris ir silts � marts ir auksts un Lieldienas ir aukstas</strong></p><p><strong>Ja febru&#x101;ri daudz'miglu � b&#x16B;s lietains gads </strong></p><p><strong>Ja febru&#x101;r&#x12B; daudz lietus � daudz lietus b&#x16B;s vis&#x101; gad&#x101;</strong></p><p><strong>Ja febru&#x101;r&#x12B; daudz sniega � apr&#x12B;l&#x12B; b&#x16B;s daudz &#x16B;de&#x146;u </strong></p><p><strong>Ja febru&#x101;r&#x12B; daudz zieme&#x13C;v&#x113;ju � gaid&#x101;mi jauki Jur&#x123;i </strong></p><p><strong>Ja febru&#x101;r&#x12B; istab&#x101;s atmostas un lido kodes � mart&#x101; b&#x16B;s aukstums</strong></p><p><strong>Ja 1. febru&#x101;r&#x12B; zvaig�&#x146;ota nakts � b&#x16B;s v&#x113;ls pavasaris </strong></p><p><strong>Ja Sve�u dien&#x101; salst � b&#x16B;s auksts pavasaris </strong></p><p><strong>Ja Sve�u dien&#x101; silts � b&#x16B;s agrs pavasaris </strong></p><p><strong>Ja Sve�u dien&#x101; pil pa�obeles � b&#x16B;s jauks pavasaris </strong></p><p><strong>Ja Sve�u dien&#x101; saule uzsp&#x12B;d tik daudz, ka zirgu var apseglot, � b&#x16B;s gana saules siena un rudzu -ziedu laik&#x101; </strong></p><p><strong>Ja Sve�u dien&#x101; aizputin&#x101;ti ce&#x13C;i � b&#x16B;s lieli pavasara pl&#x16B;di</strong></p><p><strong>Ja ap Sve�u dienu v&#x113;trains laiks � b&#x16B;s jauks pava�saris</strong></p><p id="AutBody_0_ftnref2"><strong>Ja Vastl&#x101;vi [2] ir sniegs uz jumtiem � tas b&#x16B;s ari lieldien&#x101;s</strong></p><p id="AutBody_0_ftnref3"><strong>Ja Meteni [3] v&#x113;jots laiks � b&#x16B;s auksts pavasaris Ja febru&#x101;ra beig&#x101;s nav zieme&#x13C;v&#x113;ju � tie n&#x101;ks apr&#x12B;li.</strong></p><subtitle><a l:href="">P&#x113;c ziemas � par vasaru:</a></subtitle><p><strong>Ja l&#x12B;dz Ziemsv&#x113;tkiem koki vismaz tr&#x12B;s reizes nosarmo � b&#x16B;s laba vasara </strong></p><p><strong>K&#x101;ds laiks ir pirms Ziemsv&#x113;tkiem � l&#x12B;dz&#x12B;gs tas b&#x16B;s pirms J&#x101;&#x146;iem</strong></p><p><strong>Ja l&#x12B;dz Ziems v&#x113;tkiem maz nokri�&#x146;u sniega veid&#x101; ��tad daudz�to b&#x16B;s vasar&#x101; lietus veid&#x101;</strong></p><p><strong>Ja &#x16B;de&#x146;i l&#x12B;dz Ziemsv&#x113;tkiem tr&#x12B;s reizes p&#x101;rsalst � b&#x16B;s bag&#x101;ta vasara</strong></p><p><strong>Ja pirms Ziemsv&#x113;tkiem nol&#x12B;st atkala � nosals lab&#x12B;ba </strong></p><p><strong>Ja Ziemsv&#x113;tkos ka&#x137;is istab&#x101; &#x137;er dz&#x12B;vas mu�as � va�sar&#x101; b&#x16B;s daudz sien&#x101;�u un blusu</strong></p><p><strong>Ja Ziemsv&#x113;tku vakar&#x101; bites stropos m&#x12B;&#x13C;i dzied � b&#x16B;s silta vasara</strong></p><p><strong>Ja Ziemsv&#x113;tkos ka&#x137;is izstiepies uz kr&#x101;sns gu&#x13C; � vasar&#x101; b&#x16B;s jaukas diendusas</strong></p><p><strong>Ja ap Ziemsv&#x113;tkiem sekls sniegs � ap J&#x101;&#x146;iem b&#x16B;s skaists siena laiks</strong></p><p><strong>Ja ap Ziemsv&#x113;tkiem dzi&#x13C;i sniegi � ap J&#x101;&#x146;iem b&#x16B;s slapj� laiks</strong></p><p><strong>Ja ap Ziemsv&#x113;tkiem pute&#x146;o � ap J&#x101;&#x146;iem l&#x12B;st </strong></p><p><strong>Ja ap Ziem sv&#x113;t kiem auk s ts � vasara b&#x16B;s karsta </strong></p><p><strong>Ja J a u n &#x101; gad&#x101; sp&#x12B;d saule � b&#x16B;s silta vasara "</strong></p><p><strong>Ja Jaungad&#x101; labs laiks<emphasis>-tas labs</emphasis>�b&#x16B;s ar&#x12B; P&#x113;terdien&#x101;; ja slikts � ar&#x12B; P&#x113;terdien&#x101; b&#x16B;s slikts </strong></p><p><strong>Ja Jaungada nakt&#x12B; lausks sper � b&#x16B;s barga ziema, bet vasar&#x101; b&#x16B;s daudz zibe&#x146;u un p&#x113;rkonu� </strong></p><p><strong>Ja janv&#x101;ris sauss un auksts � b&#x16B;s sauss un karsts j&#x16B;lijs;</strong></p><p><strong>ja janv&#x101;ra r&#x12B;tos salst deguns � b&#x16B;s karsta vasara </strong></p><p><strong>Ja janv&#x101;ris maigs un l&#x113;ns � b&#x16B;s augl&#x12B;ga vasara </strong></p><p><strong>Ja janv&#x101;ris pute&#x146;ains un dzi&#x13C;� � b&#x16B;s slapja vasara </strong></p><p><strong>Ja janv&#x101;ris miglains � b&#x16B;s slapja vasara </strong></p><p><strong>Ja janv&#x101;ris vai febru&#x101;ris silts � b&#x16B;s auksta vasara</strong></p><p><strong>Ja no l&#x101;steku &#x16B;dens janv&#x101;ri var padzerties gailis, febru&#x101;r&#x12B; auns, mart&#x101; v&#x113;rsis � b&#x16B;s laba vasara </strong></p><p><strong>Ja janv&#x101;r&#x12B; z&#x101;le aug � t&#x101; slikti augs vasar&#x101; </strong></p><p><strong>Ja Trijkungu dien&#x101; saule atsp&#x12B;d tik daudz, ka var zirgu aizj&#x16B;gt, � vasar&#x101; b&#x16B;s labs siena laiks� </strong></p><p><strong>Ja Te&#x146;a dien&#x101; saule sp&#x12B;d tikai tikm&#x113;r, kam&#x113;r pusdienu padod, � vasar&#x101; b&#x16B;s labs siena laiks</strong></p><p><strong>Ja Te&#x146;a dien&#x101; uzsp&#x12B;d saule � labi bried&#x12B;s rudzi� </strong></p><p><strong>Ja Te&#x146;a diena sausa � b&#x16B;s sauss siena laiks</strong></p><p><strong>Ja Sve�u diben&#x101; saule uzsp&#x12B;d tik daudz, ka zirgu var pag&#x16B;t iej&#x16B;gt, � l&#x12B;dz J&#x101;&#x146;iem b&#x16B;s labs laiks </strong></p><p><strong>Ja Sve�u dien&#x101; ilgi saule � b&#x16B;s slikts siena laiks </strong></p><p><strong>Ja Sve�u dien&#x101; saule nesp&#x12B;d � t&#x101; nesp&#x12B;d&#x113;s ar&#x12B; siena laik&#x101;</strong></p><p><strong>Ja Sve�u diena miglaina � b&#x16B;s lietaina vasara </strong></p><p><strong>Ja Sve�u diena apm&#x101;kusies un ar sniegu � b&#x16B;s daudz medus</strong></p><p><strong>Ja Sve�u diena salta � b&#x16B;s silts maijs un laba ra�a </strong></p><p><strong>Ja Sve�u dien&#x101; piesarmoju�i koki � b&#x16B;s bag&#x101;ta vasara</strong></p><p><strong>Ja Sve�u dien&#x101; snieg � bit&#x113;m b&#x16B;s daudz b&#x113;rnu, spietu un medus</strong></p><p><strong>Ja Sve�u dien&#x101; snieg vai putina � b&#x16B;s silta un lie�taina vasara</strong></p><p><strong>Ja Vastl&#x101;vjos ir sniegs uz jumtiem � vasar&#x101; b&#x16B;s daudz s&#x113;&#x146;u un ogu.</strong></p><subtitle><a l:href="">P&#x113;c pavasara � par to pa�u pavasari:</a></subtitle><p><strong>Ja Jevdokijas dien&#x101; visti&#x146;a &#x16B;deni padzersies � tad Jegora dien&#x101; aiti&#x146;a z&#x101;les pie&#x113;d&#x12B;sies</strong></p><p><strong>Ja &#x122;ertr&#x16B;des dien&#x101; p&#x16B;� auksti v&#x113;ji � tie auksti b&#x16B;s ar&#x12B; turpm&#x101;k</strong></p><p><strong>Ja pirmaj&#x101; pavasara dien&#x101; � 21, mart&#x101; � skaists laiks � skaists b&#x16B;s visu pavasari</strong></p><p><strong>Ja pavasara pirmaj&#x101; dien&#x101; p&#x16B;� zieme&#x13C;u vai zieme&#x13C;�austrumu v&#x113;j� � b&#x16B;s auksts pavasaris; ja p&#x16B;� dienvidu v&#x113;j� � b&#x16B;s silts pavasaris </strong></p><p><strong>Ja v&#x113;l 9 vai 14 dienas pirms M&#x101;ras dienas ir ragavu ce&#x13C;� � ar&#x12B; 9 vai 14 dienas p&#x113;c tam b&#x16B;s ragavu ce&#x13C;�</strong></p><p><strong>Ja nakts pirms M&#x101;ras dienas ir auksta � viss pava�saris b&#x16B;s auksts</strong></p><p><strong>Ja M&#x101;ras nakt&#x12B; olas �aula staba gal&#x101; nep&#x101;rsalst � b&#x16B;s silts pavasaris</strong></p><p><strong>Ja M&#x101;ras dien&#x101; iep&#x16B;� auksti v&#x113;ji � tie p&#x16B;t&#x12B;s v&#x113;l se�as ned&#x113;jas </strong></p><p><strong>Ja M&#x101;ras nakt&#x12B; salst � sals v&#x113;l 40 naktis </strong></p><p><strong>Kad Aleksejs atn&#x101;cis � &#x146;em ilksis no ragav&#x101;m, ziema ir aizg&#x101;jusi </strong></p><p><strong>Ja m a r t &#x101; ir p&#x113;rkons � maij&#x101; b&#x16B;s sniegs </strong></p><p><strong>Ja marts ir silts � apr&#x12B;lis b&#x16B;s auksts un pute&#x146;ains </strong></p><p><strong>Ja marts ir auksts � maijs b&#x16B;s silts </strong></p><p><strong>Ja ka&#x137;is mart&#x101; lien aizkr&#x101;sn&#x113; � apr&#x12B;li tas sild&#x12B;sies saul&#x12B;t&#x113;</strong></p><p><strong>Ja ka&#x137;is mart&#x101; saul&#x113; sild&#x101;s � apr&#x12B;l&#x12B; tas l&#x12B;dis uz kr&#x101;sns</strong></p><p><strong>Ja nakts uz 7. apr&#x12B;li ir silta � b&#x16B;s strauj� pavasaris </strong></p><p><strong>Ja 7. apr&#x12B;l&#x12B; sniegs v&#x113;l uz jumtiem � tad 6. maij&#x101; tas b&#x16B;s v&#x113;l laukos </strong></p><p><strong>Ja Za&#x13C;&#x101;s ceturtdienas nakt&#x12B; salst � sals v&#x113;l 40 naktis </strong></p><p><strong>Cik dienu ar rasu b&#x16B;s pirms Lieldien&#x101;m � tikpat daudz dienu b&#x16B;s ar salnu p&#x113;c t&#x101;m</strong></p><p><strong>Ja pirmaj&#x101; Lieldienu dien&#x101; ir lietus � tas l&#x12B;s katr&#x101; sv&#x113;tdien&#x101; l&#x12B;dz pat Vasarsv&#x113;tkiem</strong></p><p><strong>Ja Jur&#x123;u dien&#x101; k&#x101;ds v&#x113;j� uzvar � t&#x101;ds visvai�r&#x101;k visu to gadu p&#x16B;� </strong></p><p><strong>Ja Jur&#x123;u dien&#x101; slikts laiks � tas b&#x16B;s slikts visu gadu </strong></p><p><strong>Ja apr&#x12B;&#x13C;a beig&#x101;s ir p&#x113;rkons � vairs salnu neb&#x16B;s </strong></p><p><strong>Ja apr&#x12B;lis ir slapj� � viss gads b&#x16B;s sauss </strong></p><p><strong>Ja apr&#x12B;lis ir auksts � maijs b&#x16B;s silts </strong></p><p><strong>Ja pavasara pirm&#x101; puse ir slapja � otra b&#x16B;s sausa;</strong></p><p><strong>ja pirm&#x101; ir sausa � otra b&#x16B;s slapja.</strong></p><subtitle><a l:href="">P&#x113;c pavasara � par vasaru: </a></subtitle><p><strong>K&#x101;ds laiks Jevdokij&#x101; � t&#x101;ds vis&#x101; vasar&#x101;</strong></p><p><strong>Ja Jevdokij&#x101; jauns m&#x113;ness ar lietu � visa vasara b&#x16B;s slapja</strong></p><p><strong>Ja Jevdokij&#x101; sniegs, lietus un silts v&#x113;j� � b&#x16B;s slapja vasara;</strong></p><p><strong>ja sals un zieme&#x13C;u v&#x113;j� � auksta vasara </strong></p><p><strong>Ja Jevdokij&#x101; snieg � b&#x16B;s labas ra�as; ja silts v&#x113;j� � b&#x16B;s slapja vasara; ja zieme&#x13C;u v&#x113;j� � b&#x16B;s auksta vasara </strong></p><p><strong>Ja slapja M&#x101;rasdiena � b&#x16B;s slapj� j&#x16B;lijs </strong></p><p><strong>Ja M&#x101;ras dienas nakt&#x12B; nesalst � ar&#x12B; visu vasaru nesals</strong></p><p><strong>Ja M&#x101;ras nakti salst � togad mu�u neb&#x16B;s</strong></p><p><strong>Ja M&#x101;ras nakts un diena skaidra � b&#x16B;s augl&#x12B;gs gads un laba p&#x13C;auja</strong></p><p><strong>Ja M&#x101;ras dien&#x101; saule sp&#x12B;d tik daudz, ka zirgu var saj&#x16B;gt, � b&#x16B;s labs siena laiks</strong></p><p><strong>Ja Lieldien&#x101;s vardes iet p&#x101;ri ce&#x13C;am � b&#x16B;s lietaina va�sara</strong></p><p><strong>Ja 7. apr&#x12B;l&#x12B; debess bez m&#x101;ko&#x146;iem un spilgta saule � b&#x16B;s v&#x113;traina vasara </strong></p><p><strong>Ja 7. apr&#x12B;l&#x12B; negaiss � b&#x16B;s silta vasara </strong></p><p><strong>Ja dzeguze 9 dienas pirms Jur&#x123;iem s&#x101;k k&#x16B;kot � b&#x16B;s silta un augl&#x12B;ga vasara</strong></p><p><strong>Ja v&#x113;l l&#x12B;dz Jur&#x123;iem ledi nav atv&#x113;rusies � b&#x16B;s slikta vasara</strong></p><p><strong>Ja Jur&#x123;a dien&#x101; l&#x12B;st � p&#x13C;av&#x101;s z&#x101;&#x13C;u tr&#x16B;ks </strong></p><p><strong>Ja rube&#x146;u m&#x101;t&#x12B;tes su&#x146;u dienu beig&#x101;s s&#x101;k stipri r&#x16B;kt � B&#x113;rtu&#x13C;os b&#x16B;s nakts salnas</strong></p><p><strong>Ja lapu dien&#x101; (1. maij&#x101;) koku lapi&#x146;as ir vismaz pe&#x13C;u ausu lielum&#x101; � b&#x16B;s laba vasara</strong></p><p><strong>Ja rudziem pirm&#x101;s v&#x101;rpas par&#x101;d&#x101;s divdesmit ned&#x113;&#x13C;u p&#x113;c Ziemsv&#x113;tkiem (13. maij&#x101;) � b&#x16B;s v&#x113;ls rudens</strong></p><p><strong>Ja p&#x113;rkons r&#x16B;c pirms Vasarsv&#x113;tkiem � b&#x16B;s augl&#x12B;ga vasara</strong></p><p><strong>Ja Mokeja dien&#x101; slapj� � visu vasaru b&#x16B;s slapj� </strong></p><p><strong>Ja Mokeja dien&#x101; migla, sarkans saull&#x113;kts un lietus � b&#x16B;s slapja, nem&#x12B;l&#x12B;ga vasara� </strong></p><p><strong>Ja Sidora dien&#x101; dr&#x113;gns zieme&#x13C;v&#x113;j� � b&#x16B;s auksta vasara</strong></p><p><strong>Ja Pahoma dien&#x101; silts � visa vasara b&#x16B;s silta� </strong></p><p><strong>Ja l&#x12B;st Medarda dien&#x101; � l&#x12B;s v&#x113;l �etras ned&#x113;&#x13C;as� </strong></p><p><strong>Kad pien&#x101;k V&#x12B;tus diena � j&#x101;r&#x113;&#x137;in&#x101;s, ka nu kl&#x101;t mu�as un dunduri.</strong></p><subtitle><a l:href="">P&#x113;c pavasara � par rudeni:</a></subtitle><p><strong>Ja 2. mart&#x101; pute&#x146;o � kusto&#x146;iem tr&#x16B;ks bar&#x12B;bas</strong></p><p><strong>Ja M&#x101;ras nakt&#x12B; ir silts � b&#x16B;s augl&#x12B;gs rudens un gads</strong></p><p><strong>Ja nakts p&#x113;c M&#x101;ras ir auksta � viss rudens b&#x16B;s auksts</strong></p><p><strong>Ja M&#x101;ras nakt&#x12B; zeme sasalst � ruden&#x12B; agri sasals lab&#x12B;ba</strong></p><p><strong>Ja M&#x101;ras dienas r&#x12B;t&#x101; zeme un &#x16B;de&#x146;i nav sasalu�i � ruden&#x12B; no saln&#x101;m ciet&#x12B;s auzas</strong></p><p><strong>Ja M&#x101;ras dienas r&#x12B;t&#x101; &#x101;r&#x101; -izlikts &#x137;ipis p&#x101;rvelkas ar ledu � rudens b&#x16B;s silts;</strong></p><p><strong>Ja nep&#x101;rvelkas � ruden&#x12B; jau pirms Mi&#x137;e&#x13C;a b&#x16B;s ..auksts</strong></p><p><strong>Ja Jur&#x123;a dien&#x101; ir labs laiks � t&#x101;ds b&#x16B;s ar&#x12B; Mi&#x137;e&#x13C;a dien&#x101;;</strong></p><p><strong>ja slikts � ar&#x12B; Mi&#x137;e&#x13C;a dien&#x101; b&#x16B;s slikts </strong></p><p><strong>Ja Jur&#x123;u nakt&#x12B; ir salna � ar&#x12B; ruden&#x12B; agri n&#x101;ks salnas </strong></p><p><strong>Ja 1. maij&#x101; jauks laiks � b&#x16B;s labs rudens </strong></p><p><strong>Ja Jeremijas dien&#x101; labs laiks � b&#x16B;s labs ar&#x12B; lab&#x12B;bas v&#x101;k�anas laiks</strong></p><p><strong>Ja rudziem 20 ned&#x113;&#x13C;as p&#x113;c Ziemsv&#x113;tkiem {25. maij&#x101;) par&#x101;d&#x101;s pirm&#x101;s V&#x101;rpas � b&#x16B;s v&#x113;ls rudens.</strong></p><subtitle><a l:href="">P&#x113;c vasaras � pat �o pa�u vasaru: </a></subtitle><p><strong>Ja dzeguze beidz k&#x16B;kot pirms J&#x101;&#x146;iem � b&#x16B;s &#x12B;sa vasara, agras salnas; ja p&#x113;c J&#x101;&#x146;iem � b&#x16B;s gara vasara </strong></p><p><strong>Ja sarkanais &#x101;boli&#x146;� uzzied pirms J&#x101;&#x146;iem � b&#x16B;s pl&#x16B;di </strong></p><p><strong>Ja J&#x101;&#x146;os l&#x12B;st tikai tik ilgi, kam&#x113;r zirgu apseglo, � b&#x16B;s augl&#x12B;ga vasara</strong></p><p><strong>Ja Septi&#x146;u gul&#x113;t&#x101;ju dien&#x101; sp&#x12B;d saule � t&#x101; sp&#x12B;d&#x113;s 7 dienas no vietas;</strong></p><p><strong>ja l&#x12B;st lietus � l&#x12B;s 7 dienas no vietas, un, ja tad nep&#x101;rst&#x101;s, �l&#x12B;s v&#x113;l 7 ned&#x113;&#x13C;as </strong></p><p><strong>Ja P&#x113;tera dien&#x101; l&#x12B;st � l&#x12B;s l&#x12B;dz Annas dienai Ja Septi&#x146;u br&#x101;&#x13C;u dien&#x101; l&#x12B;st � l&#x12B;s 7 ned&#x113;&#x13C;as.</strong></p><subtitle><a l:href="">P&#x113;c vasaras � par rudeni:</a></subtitle><p><strong>Ja ap J&#x101;&#x146;iem beidz k&#x16B;kot dzeguze � gaid&#x101;mas agras rudens salnas</strong></p><p><strong>Ja J&#x101;&#x146;u nakt&#x12B; govis mauj � b&#x16B;s slapj� rudens un n&#x101;kamgad gara z&#x101;le</strong></p><p><strong>Ja dzeguze beidz k&#x16B;kot ap P&#x113;teriem � b&#x16B;s silts rudens</strong></p><p><strong>Ja dzeguze k&#x16B;ko 9 dienas p&#x113;c J&#x101;&#x146;iem � 9 dienas p&#x113;c Mi&#x137;e&#x13C;iem b&#x16B;s sniegs</strong></p><p><strong>Ja Annas dien&#x101; l&#x12B;st � l&#x12B;s v&#x113;l divas ned&#x113;&#x13C;as un visu rudeni</strong></p><p><strong>Ja ned&#x113;&#x13C;u pirms un p&#x113;c Labren�a nav salnu �� b&#x16B;s v&#x113;ls un silts rudens� </strong></p><p><strong>j<emphasis>a </emphasis>Labren�a nakt&#x12B; ir salna � b&#x16B;s agrs rudens </strong></p><p><strong>Skaista Labren�a diena sola skaistu rudeni </strong></p><p><strong>Ja bezdel&#x12B;gas paz&#x16B;d pirms B&#x113;rtu&#x13C;iem � pirms Mi&#x137;e&#x13C;iem b&#x16B;s sniegs</strong></p><p><strong>Ja B&#x113;rtu&#x13C;os labs laiks � t&#x101;ds pats b&#x16B;s visu rudeni </strong></p><p><strong>Ja augusts silts � b&#x16B;s v&#x113;jains oktobris. </strong></p><subtitle><a l:href="">P&#x113;c vasaras � par ziemu: </a></subtitle><p><strong>Ja silta un gai�a J&#x113;kaba diena � b&#x16B;s auksti Ziemsv&#x113;tki</strong></p><p><strong>Ja J&#x113;kabos ap sauli mazi m&#x101;kon&#x12B;�i � b&#x16B;s sniegiem bag&#x101;ta ziema </strong></p><p><strong>Ja j&#x16B;lijs silts � b&#x16B;s auksta ziema </strong></p><p><strong>Ja augusta s&#x101;kums ir karsts � b&#x16B;s auksta un snie�gaina ziema </strong></p><p><strong>Ja augusts v&#x113;ss � b&#x16B;s auksta ziema.</strong></p><subtitle><a l:href="">P&#x113;c rudens � par to pa�u rudeni:</a></subtitle><p><strong>Ja jauks sep�tembra s&#x101;kums � b&#x16B;s jauks viss rudens</strong></p><p><strong>Ja 14. septembr&#x12B; daudz t&#x12B;mek&#x13C;u � b&#x16B;s ilgs un skaidrs rudens</strong></p><p><strong>Ja 14. septembris ir kails � ar&#x12B; 8. novembris b&#x16B;s kails, bez sniega</strong></p><p><strong>Ja 17. septembr&#x12B; skaidrs laiks � visa atvasara b&#x16B;s silta</strong></p><p><strong>Ja 17. septembr&#x12B; skaidrs laiks � viss rudens b&#x16B;s silts </strong></p><p><strong>Ja Mat&#x12B;sa dien&#x101; nav sniega un ledus � tas v&#x113;l b&#x16B;s;�ja ir sniegs un ledus � tas s&#x101;ks kust</strong></p><p><strong>Ja dz&#x113;rves aiziet pirms Mike&#x13C;iem � 9 dienas p&#x113;c Mi&#x137;e&#x13C;iem b&#x16B;s sniegs</strong></p><p><strong>Ja M&#x101;rti&#x146;os salst � Katr&#x12B;nas un Andreji b&#x16B;s slapji, tajos l&#x12B;s.</strong></p><subtitle><a l:href="">P&#x113;c rudens � par ziemu:</a></subtitle><p><strong>Ja septembris ir silts � b&#x16B;s v&#x113;la ziema un maz sniega </strong></p><p><strong>Ja septembr&#x12B; ir stiprs p&#x113;rkons � b&#x16B;s daudz sniega </strong></p><p><strong>Ja septembr&#x12B; ir negaiss � ap Ziemsv&#x113;tkiem b&#x16B;s daudz sniega</strong></p><p><strong>Ja dz&#x113;rves aiziet pirms Mi&#x137;e&#x13C;iem � b&#x16B;s silti Ziem�sv&#x113;tki</strong></p><p><strong>Ja ap Mi&#x137;e&#x13C;iem l&#x12B;st � b&#x16B;s m&#x12B;ksta, silta ziema </strong></p><p><strong>Ja Mi&#x137;el&#x12B; v&#x113;l ozolos ir z&#x12B;les � b&#x16B;s dzi&#x13C;i Ziemsv&#x113;tki </strong></p><p><strong>Ja ozolu z&#x12B;les ap Mi&#x137;e&#x13C;iem ir slapjas un p&#x101;rspr&#x101;gst � b&#x16B;s l&#x113;na ziema</strong></p><p><a l:href=""><strong>Ja Mi&#x137;e&#x13C;u r&#x12B;t&#x101; v&#x113;j� p&#x16B;�</strong></a></p><p><strong>no zieme&#x13C;iem � b&#x16B;s auksta un dzi&#x13C;a ziema; </strong></p><p><strong>ja no dienvidiem � b&#x16B;s silta un sekla ziema; </strong></p><p><strong>ja no vakariem vai r&#x12B;tiem � b&#x16B;s m&#x113;rena ziema </strong></p><p><strong>Ja oktobra s&#x101;kum&#x101; kokos turas lapas un g&#x101;� lietus ar krusu � b&#x16B;s gara ziema </strong></p><p><strong>Ja oktobr&#x12B; v&#x113;l daudz lapse&#x146;u � b&#x16B;s gara ziema </strong></p><p><strong>Ja oktobr&#x12B; p&#x113;rkons r&#x16B;c � ziem&#x101; neb&#x16B;s sniega </strong></p><p><strong>Ja oktobr&#x12B; siltas dienas � b&#x16B;s silti Ziemsv&#x113;tki </strong></p><p><strong>Ja ned&#x113;&#x13C;&#x101; ap 8. novembri ir atku�&#x146;i � visa ziema b&#x16B;s ar atku�&#x146;iem</strong></p><p><strong>Ja M&#x101;rti&#x146;a dien&#x101; salst � ap Ziemsv&#x113;tkiem b&#x16B;s silts laiks, kus&#x12B;s</strong></p><p><strong>Ja M&#x101;rti&#x146;os zosis pa ledu iet � Ziemsv&#x113;tkos t&#x101;s peld&#x113;s pa &#x16B;deni</strong></p><p><strong>Ja M&#x101;rti&#x146;os zosis pa dub&#x13C;iem staig&#x101; � Ziemsv&#x113;tkos slidin&#x101;sies pa ledu </strong></p><p><strong>Ja M&#x101;rti&#x146;i miglaini � b&#x16B;s silta, m&#x12B;ksta ziema </strong></p><p><strong>Ja M&#x101;rti&#x146;i ir skaidri � ziem&#x101; b&#x16B;s sali </strong></p><p><strong>Ja M&#x101;rti&#x146;os jumti ir snieg&#x101; � b&#x16B;s gara ziema </strong></p><p><strong>Ja 22. novembr&#x12B; m&#x113;ness ragi pav&#x113;rusies uz zie�me&#x13C;iem � b&#x16B;s &#x101;tra ziema, sniegs uzkrit&#x12B;s uz sausas zemes; ja ragi uz dienvidiem � ziemas v&#x113;l ilgi neb&#x16B;s, tik dub&#x13C;i un slapjdra&#x146;&#x137;is griez&#x12B;sies.</strong></p><subtitle><a l:href="">P&#x113;c rudens � par pavasari: </a></subtitle><p><strong>K&#x101;ds septembris � t&#x101;ds marts</strong></p><p><strong>Ja lapas nobirst pirms Mi&#x137;e&#x13C;iem � b&#x16B;s agrs un silts pavasaris; ja p&#x113;c tiem � b&#x16B;s v&#x113;ls un auksts pavasaris </strong></p><p><strong>Ja lapas nobirst pirms Mi&#x137;e&#x13C;iem � pirms Jur&#x123;iem zied&#x113;s ievas</strong></p><p><strong>Ja pirms Mi&#x137;e&#x13C;iem nobirst lapas � pirms Jur&#x123;iem jau b&#x16B;s liela z&#x101;le</strong></p><p><strong>Ja lapas birst p&#x113;c Mi&#x137;e&#x13C;iem � pavasar&#x12B; ilgi tur&#x113;sies sniegs</strong></p><p><strong>Ja novembris auksts � b&#x16B;s silts marts </strong></p><p><strong>Ja 8. novembr&#x12B; jau ir sniegs � b&#x16B;s v&#x113;ls pavasaris </strong></p><p><strong>Ja ilgi p&#x113;c M&#x101;rti&#x146;iem v&#x113;l turas lapas � ilgi p&#x113;c Jur&#x123;iem v&#x113;l neb&#x16B;s z&#x101;les</strong></p><p><strong>Ja ap M&#x101;rti&#x146;iem kokos v&#x113;l za&#x13C;as lapas � n&#x101;kamgad ap Vasarsv&#x113;tkiem to b&#x16B;s maz </strong></p><p><strong>Ja ap M&#x101;rti&#x146;iem salst � b&#x16B;s labs gads. </strong></p><subtitle><a l:href="">P&#x113;c rudens � par vasaru: </a></subtitle><p><strong>Ja Mi&#x137;e&#x13C;a diena un nakts ir miglaina � b&#x16B;s laba n&#x101;kam&#x101; vasara; ja sausa un auksta � b&#x16B;s slikta vasara </strong></p><p><strong>Ja ap M&#x101;rti&#x146;iem ir skaidras m&#x113;ness naktis � b&#x16B;s skaidrs siena laiks.</strong></p><p>Par kalend&#x101;rajam laikaz&#x12B;m&#x113;m daudz diskut&#x113;ts. Pret t&#x101;m parasti izvirza trej&#x101;dus iebildumus. Pirmk&#x101;rt, saka kriti&#x137;i, ja t&#x101;di paredz&#x113;jumi vienm&#x113;r piepild&#x12B;tos, tad ta�u katru gadu vienos un tajos pa�os datumos atk&#x101;rtotos vieni un tie pa�i laika apst&#x101;k&#x13C;i. Bet &#x12B;sten&#x12B;b&#x101; t&#x101; nav. Otrk&#x101;rt, t&#x101; k&#x101; kalend&#x101;rajai laikaz&#x12B;mei nav teritori&#x101;las piesaistes, izn&#x101;k, ka tai j&#x101;&#x12B;stenojas vien&#x101; datum&#x101; visur. Ta�u pat neliela rajona vien&#x101; mal&#x101; var l&#x12B;t un taj&#x101; pa�&#x101; laik&#x101; otr&#x101; mal&#x101; sp&#x12B;d&#x113;t saule. Un, tre�k&#x101;rt, t&#x101; k&#x101; kalend&#x101;�r&#x101;s laikaz&#x12B;mes pa liel&#x101;kajai da&#x13C;ai saist&#x101;s ar bazn&#x12B;cas sv&#x113;tkiem un sv&#x113;to dien&#x101;m, t&#x101;s esot j&#x101;uzskata par reli&#x123;ioz&#x101;s tumson&#x12B;bas izpausmi.</p><p>Vai kalend&#x101;r&#x101;s laikaz&#x12B;mes patie�&#x101;m piepild&#x101;s, vai ar&#x12B; t&#x101;s ir maldi? Atbild&#x113;t uz �o jaut&#x101;jumu nav viegli. Te ne�piecie�ami nopietni p&#x113;t&#x12B;jumi. Jau pag&#x101;ju�aj&#x101; gadsimt&#x101; vair&#x101;ki iev&#x113;rojami zin&#x101;tnieki ierosin&#x101;ja r&#x16B;p&#x12B;gi izp&#x113;t&#x12B;t ka�lend&#x101;r&#x101;s un ar&#x12B; citas laikaz&#x12B;mes. Izcilais krievu lauksaim�niec&#x12B;bas zin&#x101;tnieks, augsnes m&#x101;c&#x12B;bas pamatlic&#x113;js P&#x101;vels Kosti�evs 1883. gada septembr&#x12B; aicin&#x101;ja Dienvidaustrumu Krievijas lauksaimniec&#x12B;bas kongresa dal&#x12B;bniekus p&#x101;r�baud&#x12B;t tautas v&#x113;rojumu noz&#x12B;mi laika apst&#x101;k&#x13C;u paredz&#x113;��an&#x101;. Tan&#x12B; laik&#x101; �&#x101;dus p&#x113;t&#x12B;jumus Saratovas guber&#x146;&#x101; veica agrometeorologs Konstant&#x12B;ns Agrinskis. Savu div�desmit gadu ilgo p&#x113;t&#x12B;jumu rezult&#x101;tus par kalend&#x101;raj&#x101;m laikaz&#x12B;m&#x113;m vi&#x146;� apkopoja gr&#x101;mat&#x101; �Krievu tautas laika v&#x113;rojumi un to noz&#x12B;me praktiskaj&#x101; meteorolo&#x123;ij&#x101; un lauksaimniec&#x12B;b&#x101;�, kura izn&#x101;ca 1899. gad&#x101;. Sevi�&#x137;u uzma�n&#x12B;bu vi&#x146;� piev&#x113;rsa prognoz&#x113;jo�&#x101;m dien&#x101;m, kas nor&#x101;da laika apst&#x101;k&#x13C;us n&#x101;kamajai sezonai, r&#x16B;p&#x12B;gi p&#x113;t&#x12B;ja ar&#x12B; paz&#x12B;mes, kas nor&#x101;da uz ra�as vai nera�as gadiem. Lai anal&#x12B;ze b&#x16B;tu objekt&#x12B;v&#x101;ka, vi&#x146;� izveidoja ori&#x123;in&#x101;lu meto�diku, kas sp&#x113;j atkl&#x101;t �o dabas procesu virz&#x12B;bu un ritmiku. Agrinska ilgsto�o p&#x113;t&#x12B;jumu rezult&#x101;ti liecin&#x101;ja, ka kalen�d&#x101;ro laikaz&#x12B;mju ticam&#x12B;ba ir apm&#x113;ram 70%. Ta�u, lai ie�g&#x16B;tu objekt&#x12B;v&#x101;ku prognozi, kalend&#x101;r&#x101;s laikaz&#x12B;mes j&#x101;iz�manto prasm&#x12B;gi, mekl&#x113;jot taj&#x101;s �vado�u s&#x101;kotni, ar kuras pal&#x12B;dz&#x12B;bu uzman&#x12B;gs nov&#x113;rot&#x101;js sp&#x113;s orient&#x113;ties laika par&#x101;d&#x12B;bu noris&#x113;�. K. Agrinskis secina, &#x137;a �&#x101;d&#x101;s laikaz&#x12B;�m&#x113;s j&#x101;mekl&#x113; nor&#x101;des �par periodu mai&#x146;as sec&#x12B;bu un to ilgumu atkar&#x12B;b&#x101; no attiec&#x12B;go periodu pierobe�as &#x12B;patn&#x12B;�b&#x101;m�. Nav vienalga, vai lietus periods prognoz&#x113;jo�&#x101; dien&#x101; iet uz beig&#x101;m vai tikko s&#x101;kas. Sevi�&#x137;i svar&#x12B;gi atcer&#x113;ties, ka �laikaz&#x12B;mes j&#x101;trakt&#x113; k&#x101; iesp&#x113;jam&#x12B;ba (varb&#x16B;�t&#x12B;ba)�.</p><p>L&#x12B;dz&#x12B;gus rezult&#x101;tus (ar ticam&#x12B;bu apm&#x113;ram 70%) iegu�vu�i ar&#x12B; da�i citi kalend&#x101;ro laikaz&#x12B;mju p&#x113;tnieki. K&#x101; �&#x101;dus rezult&#x101;tus izskaidrot zin&#x101;tniski? Vienu no iesp&#x113;jamiem izskaidro]umienj, m&#x16B;supr&#x101;t, varam rast meteorolo&#x123;isko</p><p>procesu makrocirkul&#x101;cijas modernaj&#x101; koncepcij&#x101;. So koncepciju un uz t&#x101;s dibin&#x101;tu laika ilgtermi&#x146;a prognozes metodi izveidoju�i iev&#x113;rojamie padomju zin&#x101;tnieki G, Vangenheims, B. Multanovskis, B. Dzerdzejevskis, S. Pagava, A. Girss u, c� Asa nepiecie�am&#x12B;ba p&#x113;c ilgter�mi&#x146;a prognozes visam navig&#x101;cijas periodam rad&#x101;s, apg&#x16B;stot Zieme&#x13C;u j&#x16B;ras ce&#x13C;u ar tam rakstur&#x12B;gajiem visai sare�&#x123;&#x12B;tajiem ku&#x123;o�anas apst&#x101;k&#x13C;iem. Ilgtermi&#x146;a pro�gnozes metodi te sekm&#x12B;gi izmanto jau vair&#x101;k nek&#x101; tr&#x12B;s gadu desmitus. Tas liecina par metodes teor&#x113;tisk&#x101; pamata pareiz&#x12B;bu,</p><p>Makrocirkul&#x101;cijas koncepcijas izkl&#x101;sts aiz&#x146;emtu dau�dzas lappuses, t&#x101;p&#x113;c m&#x113;s tikai atz&#x12B;m&#x113;sim, ka, p&#x113;tot atmo�sf&#x113;ras darb&#x12B;bu k&#x101; kompleksu, ilgsto�&#x101; period&#x101; izv&#x113;rstu procesu, izdevies konstat&#x113;t da�&#x101;da ilguma procesu sta�dijas un noskaidrot da�as �o stadiju mai&#x146;as likumsakar&#x12B;�bas. Atmosf&#x113;ras st&#x101;voklis main&#x101;s vi&#x13C;&#x146;veid&#x12B;gi, un p&#x101;rmai�&#x146;as aptuveni atk&#x101;rtojas t&#x101; saucamajos homologajos (b&#x16B;�t&#x12B;b&#x101; l&#x12B;dz&#x12B;gos) gados.</p><p>Atmosf&#x113;ras procesu makrocirkul&#x101;cijas teorija v&#x113;l nav pietiekami izstr&#x101;d&#x101;ta. Ta�u jau �odien, raugoties no �&#x12B;s teorijas atzi&#x146;u pak&#x101;pieniem, redzam, ka kalend&#x101;ro laika�z&#x12B;mju veidot&#x101;ji mekl&#x113;ju�i ce&#x13C;u laika apst&#x101;k&#x13C;u paredz&#x113;��anai ilgam periodam aptuveni t&#x101;d&#x101; pa�&#x101; virzien&#x101;. Ta�u b&#x16B;tiska at�&#x137;ir&#x12B;ba ir l&#x12B;dzek&#x13C;os. M&#x16B;su sen�u r&#x12B;c&#x12B;b&#x101; nebija ne augst&#x101;k&#x101;s matem&#x101;tikas, ne &#x101;trdarb&#x12B;go elektronisko skait&#x13C;ot&#x101;ju, ne supermodern&#x101;s aparat&#x16B;ras, ne augsti izgl&#x12B;totu meteorologu.</p><p>K&#x101;ds Sakars atmosf&#x113;ras procesu makrocikliskumam var b&#x16B;t ar bazn&#x12B;cas sv&#x113;tkiem? Atbilde j&#x101;mekl&#x113; diezgan t&#x101;l&#x101; pag&#x101;tn&#x113;. K&#x101; noskaidrots speci&#x101;lajos p&#x113;t&#x12B;jumos, lielais vairums laikaz&#x12B;mju radies &#x13C;oti sen � pirms kris�tiet&#x12B;bas ievie�anas. Pirm&#x101;s laikaz&#x12B;mes biju�as jau mezol&#x12B;ta beig&#x101;s, vismaz pirms apm&#x113;ram desmit gadu t&#x16B;ksto�iem, kad cilv&#x113;ki s&#x101;ka pieradin&#x101;t un kopt dz&#x12B;vniekus, audz&#x113;t lab&#x12B;bu un d&#x101;rze&#x146;us. Sen&#x101;s �tautas meteorolo&#x123;ijas� galvenais uzdevums bija pal&#x12B;dz&#x113;t izv&#x113;l&#x113;ties lab&#x101;ko laiku zemes ar�anai, s&#x113;jai un citiem lauku darbiem, br&#x12B;din&#x101;t lopkopjus par gaid&#x101;mo auksto un ilgsto�o ziemu, kurai savlaic&#x12B;gi j&#x101;sagatavo lopbar&#x12B;ba. Daudzu t&#x16B;ksto�u gadu c&#x12B;&#x146;a ar stihiju bija iem&#x101;c&#x12B;jusi cilv&#x113;kiem iev&#x113;rot viss&#x12B;k&#x101;k&#x101;s augu un dz&#x12B;vnieku iztur&#x113;�an&#x101;s p&#x101;rmai&#x146;as, kas v&#x113;sta par gaid&#x101;maj&#x101;m da�&#x101;du meteorolo&#x123;isko faktoru mai&#x146;&#x101;m. Ta�u nov&#x113;rojumi bija j&#x101;saista ar k&#x101;du noteiktu periodu vai iez&#x12B;m&#x113;tu dienu, kas tika svin&#x113;ta. Tie ir t&#x101; saucamie kalend&#x101;rsv&#x113;tki.</p><p>Kalend&#x101;rsv&#x113;tki atbilst dabas ritmikai, tie iez&#x12B;m&#x113;ti senajos ritu&#x101;lkalend&#x101;ros. T&#x101;di kalend&#x101;ri ornamenta veid&#x101; att&#x113;loti uz ritu&#x101;lajiem m&#x101;la traukiem, kas atrasti baltu kaimi&#x146;u � seno tivercu un po&#x13C;anu � zem&#x113;s. Uz da�iem traukiem att&#x113;lots viss gads, uz citiem tikai pavasaris un vasara � zemkopim vissvar&#x12B;g&#x101;k&#x101; sezona. T&#x101;ds kalend&#x101;rs uz vair&#x101;k nek&#x101; pusotra gadu t&#x16B;ksto�a veca ritu&#x101;la trauka atrasts �er&#x146;igovas apgabala Roma�ku ciem&#x101;. Ar kvad�r&#x101;ti&#x146;iem att&#x113;lotas 98 dienas, p&#x113;c akad&#x113;mi&#x137;a B. Riba' kova dom&#x101;m, no lab&#x12B;bas d&#x12B;gstu par&#x101;d&#x12B;�an&#x101;s 2. maij&#x101; l&#x12B;dz ra�as nov&#x101;k�anas beig&#x101;m 7. august&#x101;. P&#x101;rtraukumi starp parastaj&#x101;m dien&#x101;m apz&#x12B;m&#x113;ti ar stiliz&#x113;t&#x101;m lietus str&#x16B;kl&#x101;m, uguns un saules z&#x12B;m&#x113;m, koka, p&#x113;rkona un zibens simbolu, sirpju un lab&#x12B;bas stati&#x146;u simboliz&#x113;tiem atteliem. Tie ir sensl&#x101;vu pag&#x101;niskie sv&#x113;tki � Pavasara brieduma sv&#x113;tki, Jarilas diena (baltu vasarsv&#x113;tki), N&#x101;ru ned&#x113;&#x13C;a ar Kupalas dienu (latvie�u l&#x12B;gosv&#x113;tki), Peruna (pareiz&#x101;k � Roda) diena 20. j&#x16B;lij&#x101; un Ra�as sv&#x113;tki 7. august&#x101;. Sv&#x113;tki p&#x101;rtrauca parasto dienu vienmu&#x13C;o pl&#x16B;dumu un kalpoja ar&#x12B; kalend&#x101;ro laikaz&#x12B;mju piesaist&#x12B;��anai.</p><p>Par �&#x101;du iez&#x12B;m&#x113;tu dienu j<emphasis>e</emphasis>b mar&#x137;ierdienu praksi liecina ar&#x12B; v&#x113;sture. Senie romie�i, piem&#x113;ram, m&#x113;ne�a pirmo dienu sauku�i par kalendu, no k&#x101; c&#x113;lies v&#x101;rds �kalend&#x101;rs�. Romie�i �o v&#x101;rdu p&#x101;r&#x146;&#x113;mu�i no senajiem grie&#x137;iem, kuru valod&#x101; �kalein� noz&#x12B;m&#x113; � pazi&#x146;ot, jo sengrie&#x137;u priesteri regul&#x101;ri pazi&#x146;oju�i, kur&#x101; dien&#x101; j&#x101;s&#x101;kas jaunajam m&#x113;nesim. Marta, maija, j&#x16B;lija un oktobra piecpadsmito dienu, bet p&#x101;r&#x113;jos m&#x113;ne�os tr&#x12B;spadsmito dienu senie romie�i sauku�i par &#x12B;d&#x101;m. Sie datumi tad ar&#x12B; kalpoju�i par iez&#x12B;mdien&#x101;m. Vai ar&#x12B; m&#x113;s ner&#x12B;kojamies t&#x101;pat, kad sak&#x101;m: �Ned&#x113;&#x13C;u pirms Starptautisk&#x101;s sievie�u dienas� vai �Otraj&#x101; dien&#x101; p&#x113;c Uzvaras sv&#x113;tkiem�? S&#x101;da prakse senatn&#x113; bijusi pla�i izplat&#x12B;ta. Krist&#x12B;g&#x101; bazn&#x12B;ca t&#x101; saucamos pag&#x101;niskos (tautas) sv&#x113;tkus aizst&#x101;ja ar saviem, bet nosaukums bie�i vien palika tas pats vecais, k&#x101; tas, piem&#x113;ram, ir noticis ar vasarsv&#x113;tkiem un -ziem�sv&#x113;tkiem.</p><p>Kalend&#x101;ro laikaz&#x12B;mju p&#x113;tnieki secin&#x101;ju�i, ka ar&#x12B; tad, ja nor&#x101;d&#x12B;ta viena mar&#x137;ierdiena, t&#x101; noz&#x12B;m&#x113; k&#x101;da svar&#x12B;ga perioda vidu. Parasti �&#x101;ds periods ietver dienas pirms un p&#x113;c mar&#x137;ierdienas. Tas noz&#x12B;m&#x113;, ka gadu gait&#x101; j&#x101;b&#x16B;t noteiktiem periodiem, kad ar liel&#x101;ku varb&#x16B;t&#x12B;bu var sagai�d&#x12B;t laika apst&#x101;k&#x13C;u mai&#x146;as. Vai t&#x101;di periodi ir? Lai atbil�d&#x113;tu uz �o jaut&#x101;jumu, j&#x101;izskait&#x13C;o katrai diennaktij vid&#x113;jie ilggad&#x12B;gie meteorolo&#x123;iskie r&#x101;d&#x12B;t&#x101;ji. Meteorologi tos gan parasti apr&#x113;&#x137;ina pa m&#x113;ne�iem, ret&#x101;k dek&#x101;d&#x113;m.Zarkovs gr&#x101;mat&#x101; �Tautas laikaz&#x12B;mes un laika paredz&#x113;�ana�, kas dom&#x101;ta skolot&#x101;jiem, sniedz vid&#x113;jos ilggad&#x12B;gos datus par diennakts vid&#x113;jo gaisa temperat&#x16B;ru, tagad&#x113;j&#x101;s K. Timir- jazeva Lauksaimniec&#x12B;bas akad&#x113;mijas teritorij&#x101;. Sie dati p&#x101;rliecino�i par&#x101;da izteiktus periodus, piem&#x113;ram, auk�stuma atgrie�anos ap febru&#x101;ra un marta vidu, maija 11. � 14. datum&#x101;, j&#x16B;nija tre�aj&#x101; pent&#x101;d&#x113; (10.�15. datums) u. tml.</p><p>Apskatot kalend&#x101;r&#x101;s laikaz&#x12B;mes, nedr&#x12B;kst aizmirst da�&#x101;dus maldu avotus. Da�as laikaz&#x12B;mes pie mums iece�&#x13C;oju�as no &#x123;eogr&#x101;fiski visai att&#x101;liem apgabaliem un neatbilst viet&#x113;jam laika apst&#x101;k&#x13C;u ritmam. Diezgan lielas gr&#x16B;t&#x12B;bas rada ar&#x12B; nezi&#x146;a, k&#x101;dam kalend&#x101;rajam stilam � vecajam vai jaunajam � atbilst konkr&#x113;t&#x101; laikaz&#x12B;me. &#x13B;oti vecas kalend&#x101;r&#x101;s laikaz&#x12B;mes var neatbilst pa�reiz&#x113;j&#x101; klimata cikla &#x12B;patn&#x12B;b&#x101;m utt., t&#x101;p&#x113;c pret t&#x101;m j&#x101;izturas &#x13C;oti uzman&#x12B;gi.</p><image l:href="#13"/></section><section><title><p>KUR TE RACION&#x100;LAIS KODOLS</p></title><p>KUR TE RACION&#x100;LAIS KODOLS</p><p>M&#x113;s dz&#x12B;vojam zin&#x101;tnes un tehnikas strauja progresa laikmet&#x101;. Tagad m&#x113;s protam izskaidrot daudzas dabas par&#x101;d&#x12B;bas, par kur&#x101;m m&#x16B;su sen�iem bija miglains vai pat aplams priek�stats. Lai racion&#x101;li izp&#x113;t&#x12B;tu un zin&#x101;t�niski prognoz&#x113;tu dabas procesus, ir j&#x101;noskaidro to c&#x113;lo&#x146;sakar&#x12B;bas. Bet, lai to izdar&#x12B;tu, j&#x101;veic visai gr&#x16B;ts izp&#x113;tes darbs, turkl&#x101;t nepiecie�ama p&#x101;rliec&#x12B;ba, ka t&#x101;da c&#x113;lo&#x146;sakar&#x12B;ba visp&#x101;r past&#x101;v. J&#x101;b&#x16B;t c&#x113;lo&#x146;sakar&#x12B;bu mekl&#x113;��anas trad&#x12B;cij&#x101;m. Daudz vienk&#x101;r�&#x101;k ta�u ir pie&#x146;emt, ka viss notiek fat&#x101;li p&#x113;c dieva (vai dievu) gribas un nek&#x101;du c&#x113;lo&#x146;sakar&#x12B;bu nav ko mekl&#x113;t,</p><p>Laikaz&#x12B;mes no visiem tautas garamantas veidiem visspilgt&#x101;k par&#x101;da, ka m&#x16B;su sen�u pasaules redz&#x113;jums p&#x113;c dzi&#x13C;&#x101;k&#x101;s b&#x16B;t&#x12B;bas bijis antifat&#x101;ls. Neatlaid&#x12B;g&#x101; un konsekvent&#x101; c&#x113;lo&#x146;sakar&#x12B;bu mekl&#x113;�ana uzskat&#x101;mi izpau��as laikaz&#x12B;mju satur&#x101; un jo sevi�&#x137;i form&#x101;: �Ja notiek , t&#x101; � tad b&#x16B;s tas.� Antifat&#x101;lais pasaules redz&#x113;jums izaudzis no pieredzes, Daudz&#x101;s neveiksmes m&#x101;c&#x12B;ja pir�matn&#x113;jo zemkopi, ka labu ra�u var gaid&#x12B;t tikai no r&#x16B;p&#x12B;gi apstr&#x101;d&#x101;ta un pareiz&#x101; laik&#x101; aps&#x113;ta lauka. Ta�u �o ra�u var&#x113;ja nopost&#x12B;t krusa, sausums vai p&#x101;rm&#x113;r&#x12B;gas lietavas, bet briesto�o druvu vai ar&#x12B; cilv&#x113;ka mitekli � nodedzin&#x101;t zibens, slim&#x12B;bas apdraud&#x113;ja gan&#x101;mpulku un ar&#x12B; pa�u lopkopi. Nep&#x101;rtraukti draudo�&#x101;s briesmas un dz&#x12B;ves situ&#x101;ciju nenoteikt&#x12B;ba dr&#x12B;z vien sagrautu m&#x16B;su sen�u psihi, ja vien t&#x101;laika sabiedr&#x12B;ba neb&#x16B;tu izveidojusi sp&#x113;c&#x12B;gu pretl&#x12B;dzekli. S&#x101;d3 psihohigi&#x113;niskais pretl&#x12B;dzeklis ir produkt&#x12B;va dom&#x101;�ana ar ieskatu n&#x101;kotn&#x113;. &#x12B;stas vai �&#x137;ietamas zin&#x101;�anas par gaid&#x101;mo dod p&#x101;rliec&#x12B;bu, ka veicamie pas&#x101;kumi ir pareizi, un tas iev&#x113;rojami mazina atsevi�&#x137;a cilv&#x113;ka vai visas kopienas bailes. &#x12B;st&#x101;m vai �&#x137;ietam&#x101;m zin&#x101;�an&#x101;m par n&#x101;kotnes notikumiem ir bijusi milz&#x12B;ga soci&#x101;la noz&#x12B;me kop� sirmas senatnes. Sengrie&#x137;u m&#x12B;ts par Kasandru, Sofokla �Valdnieks Oidips�, sen&#x101;s &#x136;&#x12B;nas �I-czin� (�P&#x101;rv&#x113;rt&#x12B;bu gr&#x101;mata�)' v&#x113;st&#x12B; mums par ant&#x12B;k&#x101; laikmeta sabiedr&#x12B;bas ieinteres&#x113;t&#x12B;bu n&#x101;kotnes paredz&#x113;�an&#x101;.</p><p>Jau arhaisk&#x101;s dom&#x101;�anas strukt&#x16B;r&#x101;, raksta iev&#x113;roja�mais VDR zin&#x101;tnieks Fr&#x12B;dhards Klikss gr&#x101;mat&#x101; �Mos- to�&#x101; dom&#x101;�ana�, veidoj&#x101;s n&#x101;kotnes paredz&#x113;�anas tr&#x12B;s strat&#x113;&#x123;ijas. Pirm&#x101; pamatoj&#x101;s uz nov&#x113;rojumiem par telpas un laika sait&#x113;m un sakar&#x12B;b&#x101;m starp da�&#x101;d&#x101;m par&#x101;d&#x12B;b&#x101;m, notikumiem un st&#x101;vok&#x13C;iem. T&#x101;das liel&#x101;koties ir laikaz&#x12B;mes �&#x12B;s-gr&#x101;matas pirmaj&#x101;s noda&#x13C;&#x101;s. Otr&#x101; strat&#x113;&#x123;ija spriedu�miem par n&#x101;kotni izmanto l&#x12B;dz&#x12B;gas paz&#x12B;mes, piem&#x113;ram: �Ja, pirmoreiz s&#x113;&#x146;ojot, pirmo baraviku atrod t&#x101;rpainu � ar&#x12B; atrad&#x113;ja dz&#x12B;vi k&#x101; t&#x101;rpi &#x13C;audis &#x113;d&#x12B;s, grauz&#x12B;s.� Vai: �Ja v&#x113;rp&#x113;ja vai aud&#x113;ja darba laik&#x101; &#x113;d � p&#x113;c tam dziju vai audeklu kodes &#x113;d&#x12B;s.� T&#x101;pat: �Ja ziem&#x101; vai pavasar&#x12B; aug garas l&#x101;stekas � b&#x16B;s garas rudzu v&#x101;rpas.� Tre�ajai strat&#x113;&#x123;ijai ir atdarin&#x101;jumu raksturs. Tika atdarin&#x101;tas t&#x101;das nov&#x113;rot&#x101;s par&#x101;d&#x12B;bas, p&#x113;c kur&#x101;m it k&#x101; var&#x113;tu spriest par n&#x101;kotni. M&#x16B;su sen�i uzskat&#x12B;ja, ka ar �&#x101;d&#x101;m izdar&#x12B;�b&#x101;m var ne tikai paredz&#x113;t, bet ar&#x12B; izrais&#x12B;t v&#x113;lamos notikumus n&#x101;kotn&#x113;. Piem&#x113;ram, nosaucot mazu meiteni skaistas pu&#x137;es v&#x101;rd&#x101;, cer&#x113;ja, ka vi&#x146;a k&#x13C;&#x16B;s dai&#x13C;a k&#x101; �&#x12B; pu&#x137;e. Saj&#x101; noda&#x13C;&#x101; sniedzam las&#x12B;t&#x101;ja ieskatam ar&#x12B; t&#x101;da tipa tic&#x113;jumus. Visas �&#x12B;s strat&#x113;&#x123;ijas, raksta F. Klikss, satur racion&#x101;lus elementus. Pirm&#x101;s divas jau t&#x101;p&#x113;c vien, ka vismaz da&#x13C;&#x113;ji uztver re&#x101;las sakar&#x12B;bas un l&#x12B;dz ar to mazina l&#x113;mumu pie&#x146;em�anas situ&#x101;cijas nenoteikt&#x12B;bu. Bet ar&#x12B; da�&#x101;do izdar&#x12B;bu rad&#x12B;t&#x101; p&#x101;rliec&#x12B;ba mazina nenoteikt&#x12B;bu, nov&#x113;r� �aubas un bailes. Uzman&#x12B;g&#x101;k apl&#x16B;kojot, �&#x101;das izdar&#x12B;bas, nereti varam saskat&#x12B;t re&#x101;lu pamatu, piem&#x113;ram, tic&#x113;jum&#x101;: �Ja no r&#x12B;ta, n&#x101;kot ar piena slauceni, &#x13C;aujas k&#x101;dam uzru�n&#x101;ties � piens mait&#x101;jas.� Ja &#x13C;aujas uzrun&#x101;ties, tad var ar&#x12B; p&#x101;r&#x101;k ilgi aizp&#x13C;&#x101;p&#x101;ties. Vai ar&#x12B;: �Ja dego�u skala ogli v&#x113;cina vai ri&#x146;&#x137;&#x12B; grie� � gult&#x101; apslapin&#x101;s.� Aizr&#x101;d&#x12B;�jums ac&#x12B;mredzot dom&#x101;ts b&#x113;rniem. Patie�&#x101;m, t&#x101;da bl&#x113;&#x146;o��an&#x101;s dr&#x12B;z vien var izrais&#x12B;t ugunsgr&#x113;ku. Tic&#x113;jumiem t&#x101;pat var b&#x16B;t ekolo&#x123;iski &#x113;tisks raksturs, piem&#x113;ram: �Ja l&#x113;li vai siksp&#x101;rni sit un tas kliedz � cilv&#x113;ks paliek kurls.� �im tic&#x113;jumam jau ir tabu (aizliegumu) raksturs. Bez aizliegumu sist&#x113;mas nevar ilgsto�i past&#x101;v&#x113;t soci&#x101;la kopa. V&#x113;l izteikt&#x101;ks tabu raksturs ir citiem tic&#x113;jumiem, piem&#x113;�ram: �Ja uz bises uti nokauj vai ar to ka&#x137;i �auj � ar to vairs nek&#x101; nevar no�aut.� �Ja, s&#x113;&#x146;ot ejot, nazi nes atkl&#x101;tu � s&#x113;nes nevar ieraudz&#x12B;t, t&#x101;s sl&#x113;pjas.� �Ja izs&#x113;tus vai s&#x113;jai dom&#x101;tus zir&#x146;us, lasa un &#x113;d � metas k&#x101;rpas.� �Ja galv&#x101; liek sietu vai grozu � galv&#x101; metas augo&#x146;i, v&#x101;tis.�</p><p>Zin&#x101;tniskaj&#x101; dabas izp&#x113;t&#x113; j&#x101;prot pareizi izdal&#x12B;t un analiz&#x113;t p&#x113;t&#x101;m&#x101; objekta paz&#x12B;mes. Tas ne vienm&#x113;r izdodas pat m&#x16B;sdien&#x101;s, kad iesp&#x113;jas ir lielas. T&#x101;p&#x113;c jo sevi�&#x137;u ap�br&#x12B;nu pelna sen�u prasme konstat&#x113;t un skaidri izdal&#x12B;t paz&#x12B;mes. Paz&#x12B;mes tika grup&#x113;tas, &#x146;emot v&#x113;r&#x101; t&#x101; laika dz&#x12B;�ves apst&#x101;k&#x13C;us un uzved&#x12B;bas normas. Bez apk&#x101;rt&#x113;j&#x101;s vides milz&#x12B;g&#x101;s daudzveid&#x12B;bas izpausmju grup&#x113;�anas, bez �&#x12B;s pirmatn&#x113;j&#x101;s klasific&#x113;�anas visp&#x101;r nevar&#x113;tu orient&#x113;ties vi�sai sare�&#x123;&#x12B;taj&#x101; un daudzveid&#x12B;gaj&#x101; pasaul&#x113;. Izdal&#x12B;dami p&#x113;c savas Izpratnes svar&#x12B;g&#x101;k&#x101;s par&#x101;d&#x12B;bu un priek�metu paz&#x12B;mes, grup&#x113;jot t&#x101;s, cilv&#x113;kiem n&#x101;c&#x101;s ar&#x12B; spriest par t&#x101;m � �padar&#x12B;t nezin&#x101;mo par zin&#x101;mo� (kaut vai mitolo�&#x123;isk&#x101; form&#x101;!). Tiesa gan, senatn&#x113; cilv&#x113;ks apk&#x101;rt&#x113;j&#x101;s dabas par&#x101;d&#x12B;bas uztv&#x113;ra un izprata atbilsto�i savas cilts kolekt&#x12B;va priek�statu sist&#x113;mai, past&#x101;vo�ajai k&#x101;rt&#x12B;bai, tai mentalit&#x101;tei, kuru katrs cilts loceklis apguva kop� b&#x113;rn&#x12B;bas.</p><p>Pirmatn&#x113;j&#x101; priek�statu sist&#x113;ma nebija nelo&#x123;iska, t&#x101; glu�i vienk&#x101;r�i nevair&#x12B;j&#x101;s no lo&#x123;isk&#x101;m pretrun&#x101;m. Te izpalika iepriek�&#x113;j&#x101; anal&#x12B;ze, bija tikai sint&#x113;ze, kas cent&#x101;s aptvert pasauli t&#x101;s vienot&#x12B;b&#x101;. Dabas uztvere b&#x16B;t&#x12B;b&#x101; bija naivi dialektiska: ikkatrs dz&#x12B;vnieks un augs, jebkur� dabas objekts un par&#x101;d&#x12B;ba var b&#x16B;t gan parasts, gan neparasts � tie izstaro un uzs&#x16B;c da�&#x101;dus sp&#x113;kus, &#x12B;pa�&#x12B;�bas Un sp&#x113;jas, kuru ietekme izplat&#x101;s tuv&#x101; un t&#x101;l&#x101; apk&#x101;rtn&#x113;. T&#x101; ir sen&#x101; cilv&#x113;ka p&#x101;rliec&#x12B;ba, ka ar &#x12B;pa�u darb&#x12B;bu vai speci&#x101;lu v&#x101;rdu izrun&#x101;�anu iesp&#x113;jams ietekm&#x113;t dabas sp&#x113;kus un l&#x12B;dz ar to ar&#x12B; cilv&#x113;ku pan&#x101;kumus med&#x12B;b&#x101;s, lab&#x12B;bas audz&#x113;�an&#x101;, veiksm&#x12B;gu laul&#x12B;bu nosl&#x113;g�an&#x101; u, c. Tas stiprin&#x101;ja cilv&#x113;ka ap&#x146;&#x113;m&#x12B;bu, S&#x101;di psiholo&#x123;iski faktori nenoliedzami nodro�ina veiksmi un pan&#x101;kumus. Bez �&#x12B;s pirmatn&#x113;j&#x101;s priek�statu sist&#x113;mas neb&#x16B;tu ar&#x12B; m&#x16B;sdienu zin&#x101;tnes. Pirms top v&#x101;rpa, j&#x101;rodas asnam.</p><p>Esam&#x12B;bas izzin&#x101;�ana, k&#x101; m&#x101;ca dialektiskais mate�ri&#x101;lisms, s&#x101;kas ar tie�o v&#x113;ro�anu, saj&#x16B;t&#x101;m. Ta�u ar saj&#x16B;�t&#x101;m (dzirdi, redzi, o�u u. c.) var uztvert tikai par&#x101;d&#x12B;bu virs&#x113;jo sl&#x101;ni. Lai izprastu par&#x101;d&#x12B;bu b&#x16B;t&#x12B;bu, nepiecie�ama abstrakta dom&#x101;�ana, rafin&#x113;ta pr&#x101;ta darb&#x12B;ba. Un b&#x16B;t&#x12B;ba ta�u ir daudzk&#x101;rtaina. T&#x101;p&#x113;c zin&#x101;tnisk&#x101;s izzin&#x101;�anas uzdevums ir virz&#x12B;ties no pirm&#x101;s k&#x101;rtas b&#x16B;t&#x12B;bas uz otr&#x101;s, tre�&#x101;s k&#x101;rtas b&#x16B;t&#x12B;bu� un t&#x101; l&#x12B;dz bezgal&#x12B;bai. Jo realit&#x101;�tes objekti ir neizsme&#x13C;ami. Katrs p&#x113;tnieks zina, cik gr&#x16B;ti izlauzties cauri par&#x101;d&#x12B;bas virs&#x113;jam sl&#x101;nim, ko uztver m&#x16B;su saj&#x16B;tas, un non&#x101;kt l&#x12B;dz b&#x16B;t&#x12B;bai, l&#x12B;dz ac&#x12B;m neredza m&#x101;m sakar&#x12B;b&#x101;m. Cik bie�i te k&#x13C;&#x16B;d&#x101;mies, kaut gan m&#x16B;su r&#x12B;c&#x12B;b&#x101; ir vareni modern&#x101;s zin&#x101;tnes l&#x12B;dzek&#x13C;il Daudzus robus sav&#x101;s zin&#x101;�an&#x101;s aizpild&#x101;m ar vair&#x101;k vai maz&#x101;k ticamiem pie&#x146;&#x113;mumiem (hipot&#x113;z&#x113;m)<emphasis>1</emphasis>, jo cit&#x101;di zin&#x101;�anas nevar&#x113;tu b&#x16B;t k&#x101; vienota sist&#x113;ma. Ar&#x12B; m&#x16B;su sen�ietn bija nepiecie�ama zin&#x101;�anu sist&#x113;ma k&#x101; veselums, un robus �aj&#x101; sist&#x113;m&#x101; aizpild&#x12B;ja vi&#x146;u naivie priek�stati un izdar&#x12B;bas. Iel&#x16B;kojoties uzman&#x12B;g&#x101;k �&#x101;da tipa tic&#x113;jumos � laikaz&#x12B;m&#x113;s, daudzos no tiem ieraudz&#x12B;sim ari konkr&#x113;tus racion&#x101;lus kodolus. &#x112;rt&#x101;kai p&#x101;rskat&#x101;m&#x12B;bai sak&#x101;rtoj&#x101;m tos ligzd&#x101;s p&#x113;c darb&#x12B;bas v&#x113;lam&#x101; rezult&#x101;ta vai galven&#x101; faktora.</p><subtitle><strong>PRIEK�V&#x112;STNE�I UN LIEC&#x12A;BAS</strong></subtitle><subtitle><a l:href="">Dz&#x12B;vniekus v&#x113;rojot:</a></subtitle><p><strong>Ja m&#x101;j&#x101;s balodis ligzdu taisa � t&#x101;s m&#x101;jas ne&#x137;er ugunsgr&#x113;ks</strong></p><p><strong>Ja bezdel&#x12B;ga per&#x113;kli m&#x101;j&#x101; taisa � �aj&#x101; m&#x101;j&#x101; p&#x113;rkons nesper un ugunsgr&#x113;ks neizce&#x13C;as</strong></p><p><strong>Ja �urkstes &#x113;kas pa�obel&#x113; ligzdu netaisa � �aj&#x101; &#x113;k&#x101; iesper p&#x113;rkons</strong></p><p><strong>Ja Z&#x101;&#x13C;u vakar&#x101; gov&#x12B;m mut&#x113; palikusi z&#x101;le � t&#x101;m tur�pm&#x101;k tr&#x16B;ks bar&#x12B;bas </strong></p><p><strong>Ja ka&#x137;is uz sliek�&#x146;a mazg&#x101;jas � b&#x16B;s t&#x101;ls ciemi&#x146;� </strong></p><p><strong>Ja vienu odu nosit pirms J&#x101;&#x146;iem � simt b&#x16B;s viet&#x101;s ja p&#x113;c J&#x101;&#x146;iem � desmit b&#x16B;s viet&#x101; </strong></p><p><strong>Ja peles b&#x113;g no m&#x101;j&#x101;m � b&#x16B;s ugunsgr&#x113;ks </strong></p><p><strong>Ja suns lien pagald&#x113; gul&#x113;t � m&#x101;j&#x101; b&#x16B;s nelaime </strong></p><p><strong>Ja suns gaudo � k&#x101;ds .m&#x101;jinieks mirs, jo sunim virs ab&#x101;m ac&#x12B;m v&#x113;l ir divi iedobumi, kas &#x13C;auj tam redz&#x113;t n&#x101;vi n&#x101;kam un mironi staig&#x101;jam</strong></p><p><a l:href=""><strong>Ja suns gaudo � b&#x16B;s sunim vai m&#x101;j&#x101;m nelaime:</strong></a></p><p><strong>ja pret v&#x113;ju � b&#x16B;s m&#x101;j&#x101; nelaime, </strong></p><p><strong>ja pa v&#x113;jam � b&#x16B;s citur nelaime, </strong></p><p><strong>ja uz me�a pusi � pats mirs, ' </strong></p><p><strong>ja uz m&#x101;jas pusi � m&#x101;jinieks mirs</strong></p><p><strong>Uz kuru pusi suns uz dibena �&#x13C;&#x16B;c � no turienes gai�d&#x101;mi nekaun&#x12B;gi ciemi&#x146;i</strong></p><p><strong>Ja suns k&#x101;du nikni aprej � tas ir sird&#x12B;gs un bezkau�n&#x12B;gs cilv&#x113;ks</strong></p><p><strong>Ja suns nolaiza ciemi&#x146;am rokas � uz to namam&#x101;te ir dusm&#x12B;ga</strong></p><p><strong>Ja m&#x101;j&#x101;s nikns suns � tur dz&#x12B;vo nesatic&#x12B;gi &#x13C;audis </strong></p><p><strong>Ja pavasari pirmo redz baltu vai dzeltenu tauri&#x146;u � b&#x16B;s k&#x101;zas vai krist&#x12B;bas; ja melnu � b&#x16B;s b&#x113;res </strong></p><p><strong>Ja v&#x101;vere skrien m&#x101;j&#x101;s � t&#x101;s m&#x101;jas degs </strong></p><p><strong>Ja vista izd&#x113;j olu ar diviem dzeltenumiem � b&#x16B;s m&#x101;j&#x101; naid&#x12B;ga dz&#x12B;vo�ana </strong></p><p><strong>Ja zirgs braucot sprauslo � brauc&#x113;ju m&#x101;j&#x101; &#x13C;oti gaida </strong></p><p><strong>Ja no r&#x12B;ta mazais zirnekl&#x12B;tis velkas no aug�as uz leju � todien labi veiksies</strong></p><p><strong>Ja �agata �adzina � ciemi&#x146;i b&#x16B;s, pie tam no t&#x101;s puses, pret kuru �agatas aste </strong></p><p><strong>Ja �agata �adzina � jaunas zi&#x146;as b&#x16B;s; ja uz aug�u v&#x113;rdam&#x101;s � priec&#x12B;gas zi&#x146;as, ja uz leju vai pret skat&#x12B;t&#x101;ju � b&#x113;d&#x12B;gas zi&#x146;as. </strong></p><subtitle><a l:href="">Me�&#x101; ejot:</a></subtitle><p><strong>Ja, b&#x16B;vkoku c&#x113;rtot, izlec dzirkstele � to m&#x101;j&#x101; nedr&#x12B;kst b&#x16B;v&#x113;t, jo iespers p&#x113;rkons vai izcelsies ugunsgr&#x113;ks</strong></p><p><strong>Ja ba&#x13C;&#x137;im ir divas serdes � t&#x101;d&#x101; kok&#x101; un t&#x101;d&#x101; &#x113;k&#x101; iesper zibens</strong></p><p><strong>Ja pirmo ba&#x13C;&#x137;i ved no me�a ar tievgali pa priek�u � m&#x101;j&#x101; nesper zibens</strong></p><p><strong>Ja suns pirms med&#x12B;b&#x101;m vai med&#x12B;b&#x101;s v&#x101;&#x13C;&#x101;jas � b&#x16B;s krietns guvums</strong></p><p><strong>Ja s&#x113;&#x146;ojot pirmo groz&#x101; ieliek baraviku � grozs b&#x16B;s pilns; ja b&#x113;rzlapi � tikai pus&#x113;</strong></p><p><strong>Ja, s&#x113;n&#x113;s ejot, pirmo dab&#x16B; b&#x113;rzlapi � s&#x113;&#x146;o�ana ne�laim&#x113;sies</strong></p><p><strong>Ja, pirmoreiz s&#x113;&#x146;ojot, pirmo baraviku atrod t&#x101;rpainu � ar&#x12B; atrad&#x113;ja dz&#x12B;vi k&#x101; t&#x101;rpi &#x113;d&#x12B;s un grauz&#x12B;s &#x13C;audis</strong></p><p><strong>Ja cilv&#x113;ka acs beku redz&#x113;jusi � t&#x101; t&#x101;l&#x101;k vairs neaug, tik sakalst</strong></p><p><strong>Ja s&#x113;&#x146;ojot savas s&#x113;nes atdod citam vai ieliek cita groz&#x101; � pa�am nelaim&#x113;sies, ar to b&#x16B;s sava laime atdota </strong></p><p><strong>Ja s&#x113;&#x146;ot&#x101;js, no me�a prom ejot, pa�&#x101;s beig&#x101;s me�a mal&#x101; nomet skaist&#x101;ko s&#x113;ni � n&#x101;kamo reizi b&#x16B;s &#x12B;pa�i veiksm&#x12B;ga las&#x12B;�ana</strong></p><p><strong>Ja ziem&#x101; uz s&#x113;tas stabiem sniegs st&#x101;v liel&#x101;m pik&#x101;m � b&#x16B;s laba s&#x113;&#x146;u vasara </strong></p><p><strong>Ja Ziemsv&#x113;tku nakt&#x12B; daudz zvaig�&#x146;u � vasar&#x101; b&#x16B;s� daudz s&#x113;&#x146;u</strong></p><p><strong>Ja Sve�u dien&#x101; daudz snieg � b&#x16B;s daudz s&#x113;&#x146;u </strong></p><p><strong>Ja Vastl&#x101;v&#x12B; snieg vai l&#x12B;st �.b&#x16B;s bag&#x101;ts s&#x113;&#x146;u gads </strong></p><p><strong>Ja Annas dien&#x101; l&#x12B;st � b&#x16B;s daudz s&#x113;&#x146;u. </strong></p><p><strong>Kad nozied rudzi � s&#x101;k augt bekas </strong></p><p><strong>Ja Jaungad&#x101; v&#x113;j� p&#x16B;� � b&#x16B;s daudz riekstu </strong></p><p><strong>Ja J&#x113;kaba un Annas dienas saulainas � b&#x16B;s daudz� labu riekstu; ja lietainas � tie sap&#x16B;s melni, b&#x16B;s tuk�i, t&#x101;rpaini� </strong></p><p><strong>Ja Jaungada nakt&#x12B; daudz zvaig�&#x146;u � b&#x16B;s bag&#x101;ts me�a ogu gads</strong></p><p><strong>Ja ziem&#x101; stipri salst � vasar&#x101; b&#x16B;s daudz me�a ogu </strong></p><p><strong>Ja 1. apr&#x12B;l&#x12B; l&#x12B;st � b&#x16B;s bag&#x101;ta me�a ogu ra�a </strong></p><p><strong>Ja br&#x16B;klen&#x101;ji ilgi za&#x13C;o � n&#x101;kamgad b&#x16B;s daudz ogu </strong></p><p><strong>Ja ozolam ziem&#x101; nenokr&#x12B;t lapas � zem t&#x101; gu&#x13C; �&#x16B;ska </strong></p><p><strong>Ja urbj b&#x113;rz&#x101;, kuram ir tievi un gari zari, � b&#x16B;s sal�das sulas</strong></p><p><strong>Ja auksta ziema � b&#x16B;s saldas b&#x113;rzu sulas </strong></p><p><strong>Ja Sve�u dien&#x101; snieg � b&#x16B;s daudz ap&#x12B;&#x146;u</strong></p><p><strong>Ja Mat&#x12B;sa dien&#x101; �agarus vai ko citu nes no me�a � m&#x101;j&#x101; n&#x101;k �&#x16B;skas</strong></p><p><strong>Ja &#x122;ertr&#x16B;des dien&#x101;, kad pamostas visi zv&#x113;ri, r&#x101;pu&#x13C;i un kukai&#x146;i, ved �agarus, k&#x101;rtis vai malku � m&#x101;j&#x101; sarodas �&#x16B;skas.</strong></p><subtitle><a l:href="">M&#x101;j&#x101; darbojoties: </a></subtitle><p><strong>Ja M&#x101;ras dienas r&#x12B;t&#x101; ilgi gu&#x13C; � gu�l&#x113;s ilgi visu gadu, jo taj&#x101; dien&#x101; l&#x101;cis ce&#x13C;as no ziemas miega un atdod to lielajam gul&#x113;t&#x101;jam</strong></p><p><strong>Ja, sienu kasot, tas lien aiz apaviem � otr&#x101; dien&#x101; l&#x12B;s lietus</strong></p><p><strong>Ja, sienu kasot, kop&#x101; sasitas gr&#x101;bek&#x13C;i � past&#x101;v&#x113;s labs siena laiks</strong></p><p><strong>Ja malku c&#x113;rt p&#x113;c 20. janv&#x101;ra � t&#x101; nav iztur&#x12B;ga un dod maz siltuma</strong></p><p><strong>Ja puisis skalam nobiksta ogli � dab&#x16B; sievu ar l&#x12B;ku degunu</strong></p><p><strong>Ja skals deg ar garu ogli � atn&#x101;ks t&#x101;lumnieks viesis </strong></p><p><strong>Ja &#x113;diens burbu&#x13C;o katla vid&#x16B; � n&#x101;ks viesis; ja pa visu virsu �to &#x13C;oti &#x113;d&#x12B;s </strong></p><p><strong>Ja, olas v&#x101;rot, p&#x16B;� uguni � �aumalas sapl&#x12B;st Ja p&#x113;c katla nocel�anas v&#x113;l &#x113;diens v&#x101;r&#x101;s � m&#x101;j&#x101; b&#x16B;s naids</strong></p><p><strong>Ja re&#x146;&#x123;i &#x113;d no astes � &#x113;d&#x113;jam nesl&#x101;pst </strong></p><p><strong>Ja k&#x101;ds &#x113;d zivju astes � p&#x101;r vi&#x146;u citi valda , </strong></p><p><strong>Ja ciemos iet ne&#x113;dis � ar&#x12B; tur netiek &#x113;din&#x101;ts </strong></p><subtitle><a l:href="">Ja s&#x12B;polu mizas</a></subtitle><p><strong>met zem&#x113; vai k&#x101;pj t&#x101;m virs&#x16B; � b&#x16B;s nesaska&#x146;as; </strong></p><p><strong>ja met prom � gaid&#x101;ma liela nabadz&#x12B;ba; </strong></p><p><strong>ja sadedzina ugun&#x12B; � paredzams daudz naudas</strong></p><p><strong>Ja svaigs piens &#x101;tri sask&#x101;bst � b&#x16B;s p&#x113;rkons </strong></p><p><strong>Ja nobr&#x16B;k lab&#x101;s k&#x101;jas ze&#x137;e � v&#x12B;rietis aprun&#x101;; ja kreis&#x101;s k&#x101;jas � sieviete aprun&#x101; </strong></p><p><strong>Ja ze&#x137;e nobr&#x16B;k labajai k&#x101;jai � k&#x101;ds uzteic; ja kreisajai � k&#x101;ds nope&#x13C;</strong></p><p><strong>Ja jaunus z&#x101;bakus pirmoreiz velk kail&#x101; k&#x101;j&#x101; � tie &#x101;tri nopl&#x12B;st</strong></p><p><strong>Ja uz sliek�&#x146;a nez no kurienes uzrodas gar� salms � b&#x16B;s ciemi&#x146;i</strong></p><p><strong>Ja kreis&#x101; acs vai uzacs niez � satiks paz&#x12B;stamu sie�vieti;</strong></p><p><strong>ja niez lab&#x101; � satiks v&#x12B;rieti</strong></p><p><strong>Ja k&#x101;ds m&#x101;j&#x101; mirst � apst&#x101;jas pulkstenis.</strong></p><subtitle>DA�&#x100;DAS IZDAR&#x12A;BAS</subtitle><subtitle><a l:href="">Lai laime piev&#x113;r�as:</a></subtitle><p><strong>Ja slieksnis vienm&#x113;r t&#x12B;rs � n&#x101;k laime m&#x101;j&#x101; - </strong></p><p><strong>Ja uz sliek�&#x146;a c&#x113;rt malku vai �agarus �L<emphasis>aim</emphasis>e atst&#x101;j m&#x101;ju,</strong></p><p><strong>Ja_n&#x101;r slieksni k&#x101;pj a r kreiso k &#x101;j u un to piesit � labi veicas</strong></p><p><strong>Ja p&#x101;ksti ar devi&#x146;iem zir&#x146;iem nezinot noliek pa�slieksn&#x113; � pirmajam p&#x101;ri k&#x101;p&#x113;jam ir liela laime</strong></p><p><strong>Ja grib, lai k&#x101;d&#x101;s m&#x101;j&#x101;s meitas paliek neizprec&#x113;tas, � pie namdurv&#x12B;m j&#x101;piesien zirgs</strong></p><p><strong>Kad rudzi zied � vajag tur&#x113;t kl&#x113;ts durvis va&#x13C;&#x101;, lai sv&#x113;t&#x12B;ba un briedums n&#x101;k kl&#x113;t&#x12B; un m&#x101;j&#x101;</strong></p><p><strong>Ja Za&#x13C;aj&#x101; ceturtdien&#x101; pirms saules izslauka gr&#x12B;du � t&#x101; ilgi st&#x101;v balta</strong></p><p><strong>Ja Za&#x13C;aj&#x101; ceturtdien&#x101; pirms saules noslauka logus � tie visu gadu nesv&#x12B;st</strong></p><p><strong>Ja Za&#x13C;aj&#x101; ceturtdien&#x101; izslauka s&#x113;tsvidu � aug za&#x13C;� mauri&#x146;�</strong></p><p><strong>Ja kreis&#x101; padus&#x113; vai sauj&#x101; sa&#x146;em 3 akmenti&#x146;us � ne�viens suns neaprej </strong></p><subtitle><a l:href="">Lai neiespertu p&#x113;rkons:</a></subtitle><p><strong>nedr&#x12B;kst pie akmens st&#x101;v&#x113;t; </strong></p><p><strong>nedr&#x12B;kst melnu suni glaud&#x12B;t; </strong></p><p><strong>nedr&#x12B;kst celt gais&#x101; brun�us; </strong></p><p><strong>nedr&#x12B;kst govis slaukt; </strong></p><p><strong>nedr&#x12B;kst s&#x113;d&#x113;t uz m&#x16B;r&#x12B;�a; </strong></p><p><strong>nedr&#x12B;kst &#x113;st;</strong></p><p><strong>nedr&#x12B;kst staig&#x101;t va&#x13C;&#x113;j&#x101;s dr&#x113;b&#x113;s; </strong></p><p><strong>nedr&#x12B;kst zem liela koka st&#x101;v&#x113;t; </strong></p><p><strong>nedr&#x12B;kst pie loga s&#x113;d&#x113;t; </strong></p><p><strong>nedr&#x12B;kst &#x101;tri skriet;</strong></p><p><strong>nedr&#x12B;kst uz p&#x113;rkona pusi ar pirkstu r&#x101;d&#x12B;t. </strong></p><subtitle><a l:href="">Lai laiks main&#x101;s: </a></subtitle><p><strong>Ja pusdienas laik&#x101; �&#x13C;akstina &#x16B;deni � l&#x12B;s lietus</strong></p><p><strong>Ja gr&#x101;bekli atst&#x101;j aug�p&#x113;dus, ar zariem uz aug�u � l&#x12B;s lietus</strong></p><p><strong>Ja grib lietu nogriezt uz citu pusi � vajag nost&#x101;ties ar seju pret m&#x101;koni, pieiet pie k&#x101;rklu kr&#x16B;ma un p&#x101;rpl&#x113;st� k&#x101;du k&#x101;rkla �&#x101;kli, tad ar&#x12B; lietus debesis pa�&#x137;iras un aiziet gar&#x101;m.</strong></p><subtitle><a l:href="">Lai kukai&#x146;i b&#x113;g:</a></subtitle><p><strong>Ja grib tikt va&#x13C;&#x101; no mu�&#x101;m � aiz griestiem j&#x101;aizliek pirm&#x101;s pavasara vagas vel&#x113;na</strong></p><p><strong>Ja neizbraucas pirmaj&#x101; snieg&#x101; ar kaman&#x101;m � to gadu mu�as ko�</strong></p><p><strong>Ja M&#x101;ras dien&#x101; visus m&#x101;jas sietus nosl&#x113;pj � vasar&#x101; mu�as nen&#x101;k </strong></p><p><strong>Ja pavasari &#x113;d zajus s&#x12B;polus � vasar&#x101; neko� odi </strong></p><p><strong>Ja grib no m&#x101;jas aizdz&#x12B;t skudras � vi&#x146;u ce&#x13C;&#x101; j&#x101;noliek beigta zivs</strong></p><p><strong>Ja grib aptur&#x113;t kukai&#x146;us, lai tie nelec p&#x13C;av&#x101; izlikt&#x101; &#x113;dien&#x101;, � b&#x13C;odas vid&#x16B; j&#x101;iesprau� smilga.</strong></p><subtitle><a l:href="">Par &#x113;dieniem un &#x113;�anu:</a></subtitle><p><strong>Ja grib m&#x12B;ksti izv&#x101;r&#x12B;t zir&#x146;us � tr&#x12B;s zir&#x146;i j&#x101;iemet ugun&#x12B; </strong></p><p><strong>Ja zir&#x146;u katl&#x101; iemet naglu � zir&#x146;i izv&#x101;r&#x101;s m&#x12B;ksti </strong></p><p><strong>Ja zir&#x146;u kalti kurina ar neskald&#x12B;tu malku un ar nep&#x101;ra daudzuma pagal&#x113;m � zir&#x146;i v&#x101;roties b&#x16B;s m&#x12B;ksti un p&#x101;k�stis nel&#x113;ks va&#x13C;&#x101;</strong></p><p><strong>Ja pirmoreiz izv&#x101;r&#x12B;tus jaunos kartupe&#x13C;us pirmais &#x113;d vismaz&#x101;kais &#x113;d&#x113;js � kartupe&#x13C;i visu gadu ir s&#x101;t&#x12B;gi</strong></p><p><strong>Ja katlu ber� no aug�as uz apak�u � putra neskrien p&#x101;ri</strong></p><p><strong>Ja kvie�us vasarai b&#x12B;del&#x113; pirms pavasara paliem un vec&#x101; m&#x113;nes&#x12B; � milti labi st&#x101;v visu vasaru un tajos ne�metas kodes </strong></p><p><strong>Ja par raugu paldies saka � tas slikti r&#x16B;gst </strong></p><p><strong>Ja, raugu maiz&#x113; jaucot, smejas � tas jautri, labi r&#x16B;gst </strong></p><p><strong>Ja, raugu no kaimi&#x146;iem vai veikala nesot, skat&#x101;s at�paka&#x13C; � tas ner&#x16B;gst</strong></p><p><strong>Ja zem &#x113;damgalda paliek c&#x16B;ku kaujamo d&#x16B;ci � cie�mi&#x146;i daudz ne&#x113;d.</strong></p><subtitle><a l:href="">Par debespus&#x113;m: </a></subtitle><p><strong>Ja b&#x16B;r&#x12B;tim ieeju noliek uz zieme&#x13C;u pusi � putni taj&#x101; neiet iek�&#x101;</strong></p><p><strong>Ja b&#x16B;vkokus no k&#x101;jas lai� zieme&#x13C;u�dienvidu vir�zien&#x101; � tie neplais&#x101;; ja r&#x12B;tu�vakaru virzien&#x101; � tie plais&#x101; </strong></p><p><strong>Ja pirmo ba&#x13C;&#x137;i g&#x101;� pret v&#x113;ju � tas neplais&#x101; </strong></p><p><strong>Ja ozolus c&#x113;rt zieme&#x13C;u v&#x113;ja laik&#x101; � tos &#x137;irmji ne&#x113;d </strong></p><p><strong>Ja me�a dz&#x12B;vniekiem ziemu bar&#x12B;bai cirsta apse nokr&#x12B;t pret zieme&#x13C;iem � tie pie �&#x12B; koka tik un t&#x101; neiet, lai cik b&#x16B;tu izbad&#x113;ju�ies.</strong></p><p>Tautas v&#x113;rojumi, pauzdami pasaules lielo vienot&#x12B;bu un dinamiku, &#x13C;auj uztaust&#x12B;t ar&#x12B; atsevi�&#x137;us centrus, no kuriem it k&#x101; izriet atzi&#x146;u un laikaz&#x12B;mju kopas. Vesels cers pa�r&#x101;d&#x12B;bu vai izdar&#x12B;bu grup&#x113;jas ap vienu sakneni vai ligzdu, kas savuk&#x101;rt rosina mekl&#x113;t daudzu par&#x101;d&#x12B;bu vai tic&#x113;jumu gnozeolo&#x123;iju, likumsakar&#x12B;bu, 3ap&#x113;c ir interesanti apskat&#x12B;t ari �&#x101;das ligzdas un caur to vienot&#x12B;bas prizmu pal&#x16B;koties uz laikaz&#x12B;m&#x113;m, m&#x113;&#x123;in&#x101;t izprast, k&#x101;p&#x113;c &#x12B;sti m&#x16B;su sencis t&#x101; uztv&#x113;ris, dom&#x101;jis, pie&#x146;&#x113;mis, r&#x12B;kojies, Varb&#x16B;t t&#x101; ir tikai vi&#x146;a po&#x113;tisk&#x101; uztvere, kas t&#x101;p&#x113;c nav maz&#x101;k interesanta? Bet varb&#x16B;t tas ir k&#x101;ds v&#x113;l neat�ifr&#x113;ts vi&#x146;a zin&#x101;�anu l&#x12B;me�nis?</p><subtitle><strong>ATSEVI�&#x136;AS TIC&#x112;JUMU LIGZDAS</strong></subtitle><subtitle><a l:href="">Norobe�o�an&#x101;s no nev&#x113;lam&#x101;: </a></subtitle><p><strong>Ja s&#x113;j&#x113;js pirms s&#x113;�anas tr&#x12B;s reizes apiet lauku � labi aug lab&#x12B;ba</strong></p><p><strong>Ja p&#x113;c kvie�u aps&#x113;�anas s&#x113;j&#x113;js tr&#x12B;s reizes, s&#x101;kot no zie�me&#x13C;iem, apiet lauku � zvirbu&#x13C;i un citi putni tos neaiztiek </strong></p><p><strong>Ja kartupe&#x13C;us ber lauka r&#x16B;s&#x12B; un katr&#x101; st&#x16B;r&#x12B; ieliek pa akmenim � �os kartupe&#x13C;us peles neaiztiek</strong></p><p><strong>Ja Mi&#x137;e&#x13C;a dien&#x101; ar �agaru vai p&#x12B;l&#x101;d�a koku m&#x101;j&#x101;, k&#x16B;t&#x12B;, piedarb&#x101; izper visas malas, t&#x101; perot iet l&#x12B;dz robe�ai, �o �agaru p&#x101;rmet p&#x101;ri robe�ai un n&#x101;k m&#x101;j&#x101;, atpaka&#x13C; ne�skat&#x12B;damies, � visas peles un �urkas m&#x101;ju atst&#x101;j</strong></p><p><strong>Ja p&#x113;c m&#x113;slu ve�anas tr&#x12B;s m&#x113;slu dak�as iesvie� at�paka&#x13C; k&#x16B;ts kaktos � govis nenorauj pienu.</strong></p><subtitle><a l:href="">Nev&#x113;lam&#x101; atvair&#x12B;�ana: </a></subtitle><p><strong>Ja mie�u s&#x113;j&#x113;js roku apsm&#x113;r&#x113; ar saspiestu zvirbu&#x13C;a olu � zvirbu&#x13C;i �im s&#x113;jumam ne�tuvojas</strong></p><p><strong>Ja ar Sve�u dien&#x101; tecin&#x101;tiem taukiem apsm&#x113;r&#x113; leme��us � �o zemi nerok kurmji un zirgus neko� dunduri</strong></p><p><strong>Ja Vastl&#x101;vjos izcep c&#x16B;kas ga&#x13C;u, uzdur to uz irbu&#x13C;a un izbaksta kurmju rakumus � visi kurmji aizb&#x113;g</strong></p><p><strong>Ja, pirmoreiz arot, arklu iesm&#x113;r&#x113; ar Vastl&#x101;vja ga&#x13C;u � m&#x16B;d�i zemi neizlod&#x101;</strong></p><p><strong>Ja M&#x101;ras dienas r&#x12B;t&#x101; gov&#x12B;m ar ledu nober� muguras � t&#x101;s nebizo un dod daudz piena</strong></p><p><strong>Ja ar pirmo sniegu nober� gov&#x12B;m muguras � t&#x101;s ne�bizo</strong></p><p><strong>Ja Sve�u dien&#x101; vai Ziemsv&#x113;tkos nober� gov&#x12B;m muguras ar sniegu � vasar&#x101; t&#x101;s neaizskar dunduri</strong></p><p><strong>Ja Ziemsv&#x113;tku r&#x12B;t&#x101; notrin zirgiem muguras ar sniegu � vasaru tos ne&#x113;d odi</strong></p><p><strong>Ja uz miltu vai putraimu maisa vai kastes uzliek tr&#x12B;s akme&#x146;us � neiemetas kodes</strong></p><p><strong>Ja k&#x101;postu dobes gal&#x101; pirms vai p&#x113;c st&#x101;d&#x12B;�anas ierok n&#x101;tru sauju un uzliek tai akmeni � aug vesel&#x12B;gi, t&#x12B;ri k&#x101;�posti ar liel&#x101;m un akmens ciet&#x101;m galv&#x101;m</strong></p><p><strong>Ja �&#x137;&#x16B;&#x146;a kakt&#x101; pirms lab&#x12B;bas ve�anas ieliek akmeni � peles ne&#x113;d lab&#x12B;bu</strong></p><p><strong>Ja, salmus kraujot, zem pirm&#x101; kl&#x113;pja pamet akme�&#x146;us � peles salmus nemait&#x101;</strong></p><p><strong>Ja zem siena pamet vecu, izbrauktu ratu asi � to sienu nekap&#x101; peles</strong></p><p><strong>Ja, d&#x101;rzu rav&#x113;jot, dobes gal&#x101; iesprau� dunci � nez&#x101;�les tik &#x101;tri vairs nesaaug</strong></p><p><strong>Ja Z&#x101;&#x13C;u dienas vakar&#x101; p&#x101;rstaig&#x101; lab&#x12B;bas laukus � usnes neaug</strong></p><p><strong>Ja, sienu �&#x137;&#x16B;n&#x12B; liekot, starp pantiem iemet tr&#x12B;s dz&#x12B;vas vardes � siens nepel&#x113;</strong></p><p><strong>Ja Vasarsv&#x113;tku meijas liek �&#x137;&#x16B;n&#x12B; zem siena � tas ne�pel&#x113;</strong></p><p><strong>Ja k&#x101;ds p&#x101;rk&#x101;pj p&#x101;ri gur&#x137;u dobei � gur&#x137;i vairs labi neaug </strong></p><p><strong>Ja b&#x113;rnam k&#x101;pj p&#x101;ri � tas liels neaug </strong></p><p><strong>Ja pa s&#x113;jumu iet kail&#x101;m k&#x101;j&#x101;m � p&#x113;das viet&#x101; la�b&#x12B;ba neuzd&#x12B;gst </strong></p><p><strong>Ja bas&#x101;m k&#x101;j&#x101;m s&#x113;j linus � tie aug kupli. </strong></p><subtitle><a l:href="">Sv&#x113;t&#x12B;bas, augl&#x12B;bas piev&#x113;r�ana:</a></subtitle><p><strong>Ja citam dod lab&#x12B;bu vai s&#x113;klu � beig&#x101;s tr&#x12B;s drusci&#x146;as j&#x101;met atpaka&#x13C;, lai savu sv&#x113;t&#x12B;bu neatdotu</strong></p><p><strong>Ja, s&#x113;�anu s&#x101;kot, pirmo sauju p&#x101;rsvie� p&#x101;r plecu � ne�z&#x101;les neaug</strong></p><p><strong>Ja, s&#x101;kot mie�us s&#x113;t, pirmo sauju p&#x101;rmet p&#x101;r plecu � tie brangi aug</strong></p><p><strong>Ja, auzas s&#x113;jot, tr&#x12B;s pirm&#x101;s saujas met pret sauli � auzas putni neiz&#x113;d</strong></p><p><strong>Ja, ejot mie�us s&#x113;t, vienu riek�u iemet pirmaj&#x101; kr&#x16B;m&#x101;, kas pagad&#x101;s pa ce&#x13C;am, vai pirmo sauju p&#x101;rmet p&#x101;r plecu � b&#x16B;s ruden&#x12B; bag&#x101;ta ra�a</strong></p><p><strong>Ja s&#x113;jot pirmo sauju pamet zem vel&#x113;nas � viss labi aug</strong></p><p><strong>Ja p&#x113;c s&#x113;jas p&#x113;d&#x113;jo s&#x113;klu pamet vist&#x101;m � t&#x101;s ne�iet mie�os uz lauka </strong></p><p><strong>Ja s&#x113;klas zir&#x146;us cilv&#x113;ks &#x113;d � ies&#x113;tos t&#x101;rpi &#x113;d </strong></p><p><strong>Ja, rudzu p&#x13C;auju beidzot, parok vel&#x113;nu un zem t&#x101;s paliek devi&#x146;as v&#x101;rpas � ar&#x12B; n&#x101;kamais gads b&#x16B;s ra�&#x12B;gs </strong></p><p><strong>Ja ruden&#x12B; apcirkn&#x12B; ieliek v&#x101;rpu vainagu � n&#x101;kamaj&#x101; gad&#x101; b&#x16B;s labs birums</strong></p><p><strong>Ja, nov&#x101;cot lauku, atst&#x101;j ku�&#x137;&#x12B;ti vai k&#x16B;l&#x12B;ti lab&#x12B;bas � paliek sv&#x113;t&#x12B;ba ar&#x12B; citam gadam</strong></p><p><strong>Ja Ziemsv&#x113;tku vakar&#x101; &#x101;beles krata � t&#x101;s ienes daudz &#x101;bolu</strong></p><p><strong>Ja Jaungad&#x101; v&#x113;j� &#x101;beles purina � b&#x16B;s daudz aug&#x13C;u </strong></p><p><strong>Ja Za&#x13C;aj&#x101; ceturtdien&#x101; purina &#x101;beles � toruden t&#x101;s dod daudz &#x101;bolu</strong></p><p><strong>Ja ar&#x101;jus, s&#x113;j&#x113;jus, ganus, k&#x101;postu st&#x101;d&#x12B;t&#x101;jus, piegu&#x13C;nie�kus pirmaj&#x101; reiz&#x113; rumul&#x113;, aplej ar &#x16B;deni � vi&#x146;i nav miegaini, slinki</strong></p><p><strong>Ja pirmaj&#x101; ganu dien&#x101; daudz rumul&#x113;jas, laist&#x101;s ar &#x16B;deni � govis nebizo, gans ganot neiemieg</strong></p><p><strong>Ja, pirmo reizi govis ganos lai�ot, krietni rumul&#x113;jas � govis daudz piena dod</strong></p><p><strong>Ja kartupe&#x13C;u st&#x101;d&#x12B;t&#x101;ju pir maj&#x101; dien&#x101; aplej ar &#x16B;deni tad vi&#x146;am�mugura nes&#x101;p </strong></p><p><strong>Ja, k&#x101;postus st&#x101;dot, rumul&#x113;jas � aug baltas galvi&#x146;as </strong></p><p><strong>Ja s&#x113;jas laik&#x101; vel&#x113;jas, rumul&#x113;jas � v&#x101;rp&#x101;s b&#x16B;s daudz graudu</strong></p><p><strong>Ja Mete&#x146;os vai Pelnu dien&#x101; vel&#x113;jas � aug gari lini </strong></p><p><strong>Ja pavasar&#x12B; pirmoreiz pie teko�a strauta pieiet, nost&#x101;jas ar seju pret austrumiem, noliecas un 3 reizes straut&#x101; elpu iep&#x16B;� � tas visas slim&#x12B;bas aiznes</strong></p><p><strong>Ja Za&#x13C;&#x101;s ceturtdienas r&#x12B;t&#x101; pirms saules nomazg&#x101; muti teko�&#x101; &#x16B;den&#x12B;, &#x12B;pa�i t&#x101;d&#x101;, kas tek pret r&#x12B;tiem, � cilv&#x113;ks ir vesel&#x12B;gs, mundrs</strong></p><p><strong>Ja dzer to pa�u &#x16B;deni, ko zirgs dz&#x113;ris, � miegs vairs nen&#x101;k</strong></p><p><strong>Ja Za&#x13C;aj&#x101; ceturtdien&#x101; nomazg&#x101; muti zirgu sil&#x113; � tiek va&#x13C;&#x101; no miegain&#x12B;bas</strong></p><p><strong>Ja Z&#x101;&#x13C;u dienas r&#x12B;t&#x101; ras&#x101; acis mazg&#x101;- t&#x101;s k&#x13C;&#x16B;st vese�las. </strong></p><subtitle>AUGL&#x12A;BAS VEICIN&#x100;�ANA AR L&#x12A;DZ&#x12A;B&#x100;M</subtitle><subtitle><a l:href="">Par ra�as p&#x101;rpiln&#x12B;bu:</a></subtitle><p><strong>Ja gai�a Ziemsv&#x113;tku nakts � ru�den&#x12B; b&#x16B;s tum�i, lab&#x12B;bas pilni �&#x137;&#x16B;&#x146;i</strong></p><p><strong>Ja pirms Jaungada sniegs ir liel&#x101;s kupen&#x101;s � b&#x16B;s lie�las graudu kaudzes; ja p&#x113;c Jaungada � lielas pelavu kaudzes </strong></p><p><strong>Ja ziem&#x101; augstas kupenas � vasar&#x101; tikpat augsta b&#x16B;s lab&#x12B;ba</strong></p><p><strong>Ja Ziemsv&#x113;tkos daudz sniega � b&#x16B;s biezi siena v&#x101;li; ja nav sniega � b&#x16B;s tr&#x16B;c&#x12B;ga siena ra�a</strong></p><p><strong>Ja, s&#x101;kot rudzu s&#x113;ju, atpl&#x113;� maisu un pa �o caurumu pieber pirmo s&#x113;tuvi � b&#x16B;s n&#x101;kamruden t&#x101;ds rudzu bi�rums, ka maisi pa�i pl&#x12B;s&#x12B;s</strong></p><p><strong>Ja beidzamais siena vezums ir liels � n&#x101;kamaj&#x101; gad&#x101; b&#x16B;s laba z&#x101;le; ja mazs � b&#x16B;s maz z&#x101;les un siena </strong></p><p><strong>Ja m&#x101;j&#x101; ved siena kaud�u p&#x101;rkarus vai br&#x101;&#x137;a mei�jas � otr&#x101; gad&#x101; z&#x101;le neaug</strong></p><p><strong>Ja s&#x113;jas laik&#x101; v&#x101;ra biezputru � augs bieza lab&#x12B;ba </strong></p><p><strong>Ja kartupe&#x13C;u st&#x101;d&#x101;maj&#x101; dien&#x101; &#x113;d kartupe&#x13C;u biez�putru � aug biezi kartupe&#x13C;i</strong></p><p><strong>Ja p&#x113;c siena iev&#x101;k�anas &#x113;d biezputru � n&#x101;kamaj&#x101; gad&#x101; augs bieza z&#x101;le</strong></p><p><strong>Ja mie�u p&#x13C;aujas laik&#x101; v&#x101;ra putraimus� n&#x101;kamgad pa�dosies labi mie�i.</strong></p><subtitle><a l:href="">Par l&#x12B;dz&#x12B;bu ar m&#x101;ko&#x146;iem:</a></subtitle><p><strong>Ja s&#x113;jot m&#x101;ko&#x146;i ir kupli un gabalaini � s&#x113;jums b&#x16B;s ra�&#x12B;gs </strong></p><p><strong>Ja s&#x113;jot m&#x101;ko&#x146;i ir klaji un pl&#x101;ni � pl&#x101;ni b&#x16B;s lauki </strong></p><p><strong>Ja linus s&#x113;j, kad m&#x101;ko&#x146;i �&#x137;iedraini, sv&#x12B;traini, � tie augs gari un t&#x12B;ri</strong></p><p><strong>Ja gur&#x137;us d&#x113;sta mier&#x12B;g&#x101; laik&#x101; � b&#x16B;s maz v&#x113;ja ziedu un daudz pa�u gur&#x137;u</strong></p><p><strong>Ja kartupe&#x13C;us st&#x101;da &#x101;be&#x13C;u ziedu un gubu m&#x101;ko&#x146;u laik&#x101; � tie labi padodas</strong></p><p><strong>Ja kartupe&#x13C;u st&#x101;d&#x101;maj&#x101; dien&#x101; pie debes&#x12B;m nav neviena m&#x101;ko&#x146;a � ruden&#x12B; zeme b&#x16B;s bez kartupe&#x13C;iem;</strong></p><p><strong>ja ir apm&#x101;cies, miglains vai m&#x101;ko&#x146;ains laiks � b&#x16B;s daudz kartupe&#x13C;u</strong></p><p><strong>Ja kartupe&#x13C;us st&#x101;da g&#x16B;zmain&#x101; v&#x113;j&#x101; � ruden&#x12B; tie b&#x16B;s saaugu�i g&#x16B;zm&#x101;m, p&#x16B;&#x13C;iem, daudz</strong></p><p><strong>Ja debesis ir gabalainas � vajag st&#x101;d&#x12B;t bietes un runku&#x13C;us, r&#x101;ce&#x146;us un k&#x101;&#x13C;us</strong></p><p><strong>Ja auzu s&#x113;�anas laik&#x101; pie debes&#x12B;m m&#x101;ko&#x146;i � auzas aug kuplas un skarainas.</strong></p><subtitle><a l:href="">Par v&#x101;rpu un graudu lielumu: </a></subtitle><p><strong>Ja egl&#x113;m daudz �ie�kuru � b&#x16B;s labs rudzu gads</strong></p><p><strong>Ja pavasar&#x12B; egl&#x113;m kr&#x12B;t mazie zari&#x146;i (jaunie dzi�numi)' � veidosies labs, lielu v&#x101;rpu mie�u gads</strong></p><p><strong>Ja ziem&#x101; vai pavasar&#x12B; veidojas garas l&#x101;stekas � b&#x16B;s garas rudzu v&#x101;rpas</strong></p><p><strong>Ja c&#x16B;ku astes kauli&#x146;us paglab&#x101; un ieb&#x101;� aps&#x113;t&#x101; mie�u lauk&#x101; � labi padodas s&#x113;jums </strong></p><p><strong>Ja s&#x113;jas laik&#x101; v&#x101;ra c&#x16B;ku astes � aug lielas v&#x101;rpas Ja &#x137;imen&#x113;m resni graudi � lieli b&#x16B;s ar&#x12B; rudzu graudi</strong></p><p><strong>Kad v&#x12B;toliem un k&#x101;rkliem birst p&#x16B;poli � ir vis&#x12B;st&#x101;kais pupu s&#x113;jas laiks </strong></p><p><strong>Ja pupas st&#x101;da, kad ozoli pumpuros, � t&#x101;s labi aug </strong></p><p><strong>Ja zir&#x146;us s&#x113;j t&#x101;d&#x101; r&#x12B;t&#x101;, kad sliekas zemi saurbu�as �upi&#x146;&#x101;s, � tie lieliski aug</strong></p><p><strong>Ja pupas st&#x101;da, kad debes&#x12B;s ir balti lalvvelda m&#x101;�ko&#x146;i, �- t&#x101;s aug ar liel&#x101;m p&#x101;kst&#x12B;m, pilnas un m&#x12B;kstas</strong></p><p><strong>Ja linu s&#x113;j&#x113;jam olas dod � aug lielas poga&#x13C;as un �&#x137;iedras labi atdal&#x101;s</strong></p><p><strong>Ja pirms kvie�u s&#x113;�anas rokas pien&#x101; nomazg&#x101; � Izaug balti kvie�i.</strong></p><subtitle><a l:href="">Par garu linu s&#x113;jumiem:</a></subtitle><p><strong>Ja p&#x113;c s&#x113;�anas lauka vid&#x16B; iesprau� garu �agaru � tam l&#x12B;dzin&#x101;damies, aug gari lini </strong></p><p><strong>Cik augstu, linus s&#x113;dama, sieviete sace&#x13C; sv&#x101;rkus � tik augsti lini aug</strong></p><p><strong>Ja, linus s&#x113;jot, atlai� apaviem auklas va&#x13C;&#x101; � aug gari stiebri</strong></p><p><strong>Ja pavasari st&#x101;r&#x137;i pirmoreiz redz lai�amies, nevis st&#x101;�vam vai ejam � aug gari lini un varena lab&#x12B;bas ja redz st&#x101;vam � b&#x16B;s slikts, nabadz&#x12B;gs gads </strong></p><p><strong>Ja pirmoreiz cielavu redz uz paaugstin&#x101;juma jumt&#x101; vai lidojam � augs gari lini</strong></p><p><strong>Ja z&#x12B;li pavasar&#x12B; pirmoreiz redz uz staba vai jumta � augs gari lini; ja uz zemes � b&#x16B;s zemi lini</strong></p><p><strong>Ja ziem&#x101; bie�i l&#x12B;st gara atkala � n&#x101;kamaj&#x101; vasar&#x101; labi augs lini </strong></p><p><strong>Ja Meten&#x12B; v&#x101;ra c&#x16B;ku astes � aug gari lini </strong></p><p><strong>Ja Sve�u dien&#x101; v&#x113;rpj linus � tie togad nepadodas </strong></p><p><strong>Ja Jaungad&#x101; pirms gaismas aizkurin&#x101;ta kr&#x101;sns labi deg, slaidi iet d&#x16B;mi � augs gari lini</strong></p><p><strong>Ja beidz s&#x113;t un ec&#x113;�as apg&#x101;� ar zariem uz aug�u � ar&#x12B; lab&#x12B;ba augs stingri, st&#x101;vus gais&#x101;</strong></p><p><strong>Ja burk&#x101;nu s&#x113;�anas laik&#x101; v&#x12B;ri taisa mietu s&#x113;tu � augs burk&#x101;ni k&#x101; mieti.</strong></p><subtitle><a l:href="">Par kupliem s&#x113;jumiem: </a></subtitle><p><strong>Ja lauk&#x101; t&#x16B;l&#x12B;t p&#x113;c s&#x113;jas iesprau� lielu un kuplu meiju � t&#x101;da pati aug lab&#x12B;ba</strong></p><p><strong>Ja zir&#x146;i aps&#x113;ti un iesprau� labi kuplu �uburu � tikpat �uburaini aug zir&#x146;i </strong></p><p><strong>Ja s&#x12B;polu vagas gal&#x101; iesprau� slotu � tie aug kupli Fk&#x101; slota</strong></p><p><strong>Ja s&#x12B;polus st&#x101;da tupus � tie plati aug</strong></p><p><strong>Ja Za&#x13C;aj&#x101; ceturtdien&#x101; no r&#x12B;ta sanes istab&#x101; lielas p&#x16B;�polu slotas � togad labi, liel&#x101;m sauj&#x101;m aug lini</strong></p><p><strong>Ja mie�u s&#x113;klas aplaista ar alu � mie�i aug kupli k&#x101; putodami</strong></p><p><strong>Ja pavasar&#x12B; kl&#x113;pju kl&#x113;pjiem ceri&#x146;i zied � vasar&#x101; b&#x16B;s daudz siena</strong></p><p><strong>Ja aps&#x113;m un alk�&#x146;iem daudz garo &#x137;ekaru � bus labas auzas.</strong></p><subtitle><a l:href="">Par ra�eniem st&#x101;d&#x12B;jumiem:</a></subtitle><p><strong>Ja M&#x101;ras dien&#x101; v&#x101;ra lielas klimpas � aug lielas k&#x101;postu galvas</strong></p><p><strong>Ja M&#x101;ras dien&#x101; tin kamolus � b&#x16B;s labas k&#x101;postu gal�vas;</strong></p><p><strong>ja cil&#x101; adatu � k&#x101;postus sa&#x113;d&#x12B;s t&#x101;rpi </strong></p><p><strong>Ja r&#x101;ce&#x146;us vai k&#x101;&#x13C;us s&#x113;j tupus � tie aug lieli k&#x101; dibeni </strong></p><p><strong>Ja kartupe&#x13C;u st&#x101;d&#x101;maj&#x101; dien&#x101; labi izv&#x101;&#x13C;&#x101;jas un izsvaid&#x101;s ar zem&#x113;m � tie labi izdodas.</strong></p><subtitle><a l:href="">Par matu grie�anu: </a></subtitle><p><strong>Ja s&#x113;jas laik&#x101; grie� matus vai b&#x101;rdu � lab&#x12B;ba neaug</strong></p><p><strong>Ja s&#x113;j&#x113;js b&#x101;rdu dzen, matus grie� vai aitas c&#x113;rp, kam&#x113;r viss nav aps&#x113;ts, � vi&#x146;� �apgrie�� &#x12B;sus lab&#x12B;bas stiebrus </strong></p><p><strong>Ja aitas c&#x113;rp s&#x113;jas laik&#x101; � lab&#x12B;ba aug reta, ne vilnas biezum&#x101;</strong></p><p><strong>Ja rudzu s&#x113;jam&#x101; laik&#x101; c&#x113;rp aitas vai grie� matus un dzen b&#x101;rdu � s&#x113;jumu krusa nosit.</strong></p><subtitle><a l:href="">Par &#x113;�anu: </a></subtitle><p><strong>Ja cilv&#x113;ks stall&#x12B; &#x113;d � peles lopiem skut spalvu nost</strong></p><p><strong>Ja v&#x113;rp&#x113;ja vai aud&#x113;ja darba laik&#x101; &#x113;d � p&#x113;c tam dziju vai audeklu kodes &#x113;d&#x12B;s </strong></p><p><strong>Ja sak&#x146;u d&#x101;rz&#x101; &#x113;d � saknes no&#x113;d t&#x101;rpi </strong></p><p><strong>Ja k&#x101;postu st&#x101;d&#x12B;t&#x101;ja st&#x101;d&#x12B;�anas dien&#x101; k&#x101;postus &#x113;d � ar&#x12B; kukai&#x146;i k&#x101;postus &#x113;d&#x12B;s </strong></p><p><strong>Ja siena laik&#x101; pirms p&#x13C;aujas &#x113;d � �&#x16B;skas r&#x101;d&#x101;s </strong></p><p><strong>Ja siena laik&#x101; iz&#x113;d sausus traukus � b&#x16B;s sauss laiks </strong></p><p><strong>Ja zem &#x113;damgalda paliek c&#x16B;ku kaujamo d&#x16B;ci � ciemi&#x146;i daudz ne&#x113;d</strong></p><p><strong>Ja pace&#x13C; uz ce&#x13C;a nokritu�u sienu � visu ziemu aitas br&#x113;c</strong></p><p><strong>Ja, sienu gr&#x101;bjot, daudz trok�&#x146;o � ziemu &#x113;dot aitas daudz br&#x113;c.</strong></p><subtitle><a l:href="">Augl&#x12B;bas veicin&#x101;t&#x101;js � v&#x12B;rietis vai sieviete: </a></subtitle><p><strong>Ja, uz s&#x113;ju dodoties, pa priek�u iet sieviete vai ar&#x12B; s&#x113;j&#x113;js vi&#x146;u sastop ce&#x13C;&#x101; � s&#x113;ja neizdosies, s&#x113;jums b&#x16B;s neaugl&#x12B;gs</strong></p><p><strong>Ja lab&#x12B;bu s&#x113;j sp&#x113;c&#x12B;gs un vesel&#x12B;gs v&#x12B;rietis � b&#x16B;s laba ra�a</strong></p><p><strong>Ja p&#x101;r aps&#x113;tu lauku iet jauni cilv&#x113;ki vai t&#x101;di, kam nav lopu, � �is lauks paliks tuk�s</strong></p><p id="AutBody_0bookmark11"><strong>Ja pa aps&#x113;tu rudzu lauku pirm&#x101; p&#x101;riet sieviete � b&#x16B;s tuk�as v&#x101;rpas; ja v&#x12B;rietis � b&#x16B;s resnas un cietas v&#x101;rpas </strong></p><p><strong>Ja p&#x101;r aps&#x113;tu t&#x12B;rumu iet sieviete � nez&#x101;les nom&#x101;c la�b&#x12B;bu</strong></p><p><strong>Ja pirmais zir&#x146;us p&#x101;rbauda un ie&#x113;d v&#x12B;rietis � tie ne�b&#x16B;s t&#x101;rpaini; ja nobauda sieviete � tie b&#x16B;s t&#x101;rpaini </strong></p><p><strong>Ja p&#x101;r aps&#x113;tu zir&#x146;u lauku pirmais p&#x101;riet v&#x12B;rietis � augs lieli zir&#x146;i; ja sieviete � tie pl&#x12B;s&#x12B;s un b&#x16B;s cieti </strong></p><p><strong>Ja r&#x101;ce&#x146;us vai k&#x101;&#x13C;us sievietes st&#x101;da tupus � tie pl&#x12B;st </strong></p><p><strong>Ja s&#x12B;polus st&#x101;da v&#x12B;rie�i � tie iziet ziedos </strong></p><p><strong>Ja gur&#x137;us st&#x101;da v&#x12B;rie�i � tie izaug resni un lieli; ja gur&#x137;u s&#x113;�anas laik&#x101; iet gar&#x101;m v&#x12B;rietis � gur&#x137;i labi padodas</strong></p><p><strong>Ja, k&#x101;postus st&#x101;dot, st&#x101;v kl&#x101;t v&#x12B;rietis � nerie�as gal�vi&#x146;as</strong></p><p><strong>Ja, sienu vedot, pirmo kl&#x113;pi ratos vai �&#x137;&#x16B;n&#x12B; ieliek sie�viete � vair&#x101;k dzimst aiti&#x146;as un tel&#x12B;tes, ja v&#x12B;rietis ~ vair&#x101;k auni&#x146;u un bull&#x12B;�u</strong></p><p><strong>Ja Ziemsv&#x113;tku r&#x12B;t&#x101; pirmais n&#x101;c&#x113;js ir sieviete � gov&#x12B;m vair&#x101;k skries tel&#x12B;tes; ja v&#x12B;rietis � vair&#x101;k b&#x16B;s v&#x113;rs&#x12B;�u.</strong></p><subtitle><a l:href="">Par p&#x12B;l&#x101;d�a ietekmi: </a></subtitle><p><strong>Ja grib m&#x101;ju pasarg&#x101;t no vis&#x101;�diem &#x13C;aunumiem � j&#x101;velk no me�a aiz galotnes p&#x12B;l&#x101;dzis (tad nen&#x101;ks l&#x12B;dzi ne &#x13C;aunums, ne zag&#x13C;i) un j&#x101;liek tas aiz sijas vai kakt&#x101;, bet p&#x113;c sa�&#x16B;�anas uz resga&#x13C;a pusi j&#x101;�nobrauka lapas, pats zars j&#x101;salau� devi&#x146;os gabalos, j&#x101;�izm&#x113;t&#x101; pa kaktiem un beig&#x101;s j&#x101;pab&#x101;� zem gultasmaisa (tad gul&#x113;t&#x101;js ar&#x12B; b&#x16B;s pasarg&#x101;ts no vis&#x101;m &#x13C;aun&#x101;m lik�st&#x101;m)</strong></p><p><strong>Ja vajag �stipru�, ietekm&#x12B;gu p&#x12B;l&#x101;d�a zaru � j&#x101;mekl&#x113; koks ar laumu nenokod&#x12B;tu galotni </strong></p><p><strong>Ja pie m&#x101;jas aug p&#x12B;l&#x101;dzis � �aj&#x101; m&#x101;j&#x101; nesper p&#x113;rkons </strong></p><p><strong>Ja &#x113;k&#x101; � kl&#x113;t&#x12B; vai piedarb&#x101; � vai kur citur ieb&#x16B;v&#x113; p&#x12B;l&#x101;dzi, &#x12B;pa�i skudru p&#x16B;zn&#x12B; augo�u p&#x12B;l&#x101;dzi, � tas nes vi�s&#x101;du labkl&#x101;j&#x12B;bu un atvaira visu &#x13C;aunu</strong></p><p><strong>Ja ar p&#x12B;l&#x101;d�a �agaru izper m&#x101;jas kaktus un gaisu � visi nelabie b&#x113;g un ien&#x101;k sv&#x113;t&#x12B;ba</strong></p><p><strong>Ja p&#x12B;l&#x101;d�a n&#x16B;ju pakar pie gultas � m&#x101;j&#x101;s nen&#x101;k mo�&#x137;i un netrauc&#x113; naktsmieru un miegu</strong></p><p><strong>Ja J&#x101;&#x146;os gultas galvgal&#x12B; piesien p&#x12B;l&#x101;d�a zaru � visu gadu, l&#x12B;dz n&#x101;kamajiem J&#x101;&#x146;iem, nelabais nesitas kl&#x101;t</strong></p><p><strong>Ja apcirkn&#x12B; sab&#x113;rtai lab&#x12B;bai uzmet virs&#x16B; p&#x12B;l&#x101;d�a zaru � �o lab&#x12B;bu nekas neaiztiek, t&#x101; labi st&#x101;v</strong></p><p><strong>Ja p&#x12B;l&#x101;d�a zaru aizsprau� k&#x16B;t&#x12B; aiz griestiem, pa�obe�l&#x113;s vai pie durv&#x12B;m � neviens nelabais nesp&#x113;j �aj&#x101; k&#x16B;t&#x12B; tikt</strong></p><p><strong>Ja pirmaj&#x101; ganu dien&#x101; lopus dzen ar p&#x12B;l&#x101;d�a r&#x12B;ksti un p&#x113;c tam to uzmet uz k&#x16B;ts jumta � nek&#x101;di lietuv&#x113;ni ne�apst&#x101;j dz&#x12B;vniekus, tie labi aug un dod daudz piena</strong></p><p><strong>Ja J&#x101;&#x146;os lab&#x12B;bas laukos iesprau� p&#x12B;l&#x101;d�a zarus � tos pamet visi nelabie un ra�eni aug lab&#x12B;ba</strong></p><p><strong>Ja vajag noteikt &#x12B;sto s&#x113;jas reizi � p&#x12B;l&#x101;d�a vasaraudzi sagrie� trij&#x101;s da&#x13C;&#x101;s, vienlaic&#x12B;gi iemet &#x16B;den&#x12B; un skat&#x101;s: </strong></p><p><strong>ja vispirms grimst resgalis � j&#x101;s&#x113;j no r&#x12B;ta; </strong></p><p><strong>ja grimst viducis � j&#x101;s&#x113;j ap pusdienu; </strong></p><p><strong>ja grimst tievgalis � j&#x101;s&#x113;j vakar&#x101; </strong></p><p><strong>Ja p&#x12B;l&#x101;dzis m&#x101;rk&#x101; grimst � vajag linus un mie�us s&#x113;t </strong></p><p><strong>Ja p&#x12B;l&#x101;dzim daudz ziedu � tovasar b&#x16B;s daudz kartu�pe&#x13C;u un gur&#x137;u</strong></p><p><strong>Ja p&#x12B;l&#x101;d�iem daudz ogu � toruden daudz vecu meitu dab&#x16B;s v&#x12B;rus</strong></p><p><strong>Ja zobs s&#x101;p, no augo�a p&#x12B;l&#x101;d�a mizas izgrie� skaidi&#x146;u, ar to zobu�un smaganas pabaksta un skaidi&#x146;u atliek at�paka&#x13C; griezuma vieta � s&#x101;pes nost&#x101;jas un piemetas tam, kur� pirmais pl&#x16B;c un &#x113;d ogas.</strong></p><subtitle><a l:href="">Par saules Ietekmi: </a></subtitle><p><strong>Ja s&#x113;tas mietus sit priek�pusdien&#x101; � tie l&#x12B;dz ar sauli k&#x101;pj aug�up; ja vakarpus&#x113; � st&#x101;v stingri</strong></p><p><strong>Ja s&#x12B;polus d&#x113;sta no r&#x12B;ta pirms saules vai saules l&#x113;kta laik&#x101; � tie n&#x101;k &#x101;r&#x101; no zemes; ja vakar&#x101; p&#x113;c saules � aug zem&#x113; iek�&#x101; </strong></p><p><strong>Ja kartupe&#x13C;us st&#x101;da no r&#x12B;ta � tie k&#x101;pj &#x101;r&#x101; no zemes; ja vakarpus&#x113; � tie aug dzi&#x13C;&#x101;k zem&#x113; iek�&#x101; </strong></p><p><strong>Ja cirvja k&#x101;tu liek vakar&#x101; un aiz&#x137;&#x12B;l&#x113; no r&#x12B;ta � tas ne�m&#x16B;k nost</strong></p><p><strong>Ja s&#x113;tas taisa ned&#x113;&#x13C;as pirmaj&#x101;s dien&#x101;s � p&#x101;r t&#x101;m kus�to&#x146;i nelec</strong></p><p><strong>Ja saimnieks ruden&#x12B; rij&#x101; vai �&#x137;&#x16B;n&#x12B; pirmo k&#x16B;li nes ar resno galu pa priek�u � n&#x101;kamais gads b&#x16B;s bag&#x101;ts </strong></p><p><strong>Ja pirmo malkas kluci z&#x101;&#x123;&#x113; no tievga&#x13C;a � t&#x101; ne�&#x16B;st </strong></p><p><strong>Ja pirmo ba&#x13C;&#x137;i ved no me�a ar tievgali pa priek�u � m&#x101;j&#x101; nesper zibens </strong></p><p><strong>Ja cirvim piet&#x101; dzen resgali � k&#x101;ts nem&#x16B;k nost,</strong></p><subtitle><a l:href="">Par zieme&#x13C;a puses ietekmi: </a></subtitle><p><strong>Ja vagas dzen no zieme&#x13C;iem uz dienvidiem � t&#x101;s neaizkalst un augi lab&#x101;k aug</strong></p><p><strong>Ja negrib piedz&#x12B;vot nez&#x101;les � j&#x101;dzen ec&#x113;�as pret ziemeli</strong></p><p><strong>Ja, kartupe&#x13C;iem m&#x113;slus &#x101;rdot, pirmos sekumus izsvie� pret vakariem � kartupe&#x13C;i p&#x16B;st; ja izsvie� pret zieme&#x13C;iem � kartupe&#x13C;i nep&#x16B;st </strong></p><p><strong>Ja kartupe&#x13C;us st&#x101;da no dienvidu puses uz zieme&#x13C;u pusi � tie aug labi, nep&#x16B;st un ir gardi; ja otr&#x101;di � tie nav miltaini un visp&#x101;r slikti aug </strong></p><p><strong>Ja pavasari d&#x101;rz&#x101;jus s&#x101;k s&#x113;t no zieme&#x13C;puses � tos t&#x101;rpi neizlod&#x101;</strong></p><p><strong>Ja zir&#x146;us s&#x113;j no zieme&#x13C;u puses � tos neaiztiek t&#x101;rpi </strong></p><p><strong>Ja k&#x101;postus s&#x113;j pret zieme&#x13C;iem � tos t&#x101;rpi un kukai&#x146;i neaiztiek</strong></p><p><strong>Ja s&#x113;jot pirmo sauju met pret zieme&#x13C;iem � lab&#x12B;bu ne�mait&#x101; kukai&#x146;i</strong></p><p><strong>Ja pirm&#x101;s tr&#x12B;s saujas izs&#x113;j pret zieme&#x13C;iem vai zieme&#x13C;�r&#x12B;tiem � tos kvie�us putni neaiztiek</strong></p><p><strong>Ja &#x101;boli&#x146;a stirp&#x101; pirmo kl&#x113;pi liek no zieme&#x13C;u puses � tas labi iz�&#x16B;st, labi uzglab&#x101;jas un to peles ne&#x113;d</strong></p><p><strong>Ja, rudzus slienot, pirmo kopi&#x146;u liek pret zieme&#x13C;iem � tos �urkas neiz&#x113;d</strong></p><p><strong>Ja, gub&#x101; kraujot, pirmo linu kl&#x113;pi liek pret zieme�&#x13C;iem � peles nemetas</strong></p><p><strong>Ja grib m&#x12B;kstus linus � pirmo m&#x113;rk�anai atvesto ve�zumu vai vismaz pirm&#x101;s tr&#x12B;s saujas vajag g&#x101;zt m&#x101;rka dienvidu pus&#x113; un nek&#x101;d&#x101; zi&#x146;&#x101; � zieme&#x13C;u pus&#x113;</strong></p><p><strong>Ja grib, lai peles un �urkas negrau� sienu, lab&#x12B;bu, linus, kartupe&#x13C;us � pirmais kl&#x113;pis, k&#x16B;lis, grozs j&#x101;liek zie�me&#x13C;u st&#x16B;r&#x12B;</strong></p><p><strong>Ja pagrab&#x101; ruden&#x12B; pirmo grozu d&#x101;rze&#x146;u ber zieme&#x13C;u pus&#x113; � visi grauz&#x113;ji aizm&#x16B;k</strong></p><p><strong>Ja pagrab&#x101; vai lauka kaudz&#x113; pirmo kartupe&#x13C;u grozu ber pret zieme&#x13C;iem � tos peles neaizskar, tie nep&#x16B;st un nesalst</strong></p><p><strong>Ja lab&#x12B;bas gubas vai str&#x113;&#x137;a kr&#x101;v&#x113;js pirmo kl&#x113;pi liek pret zieme&#x13C;iem vai pret zieme&#x13C;iem pagriezies � peles ne�n&#x101;k</strong></p><p><strong>Ja, sienu �&#x137;&#x16B;n&#x12B; liekot, pirmo kl&#x113;pi noliek zieme&#x13C;u pus&#x113; un apmiez � to sien&#x16B; peles nekap&#x101;</strong></p><p><strong>Ja pirmo siena kl&#x113;pi liek pret zieme&#x13C;iem � siens ne�pel&#x113;, nek&#x16B;p, labi st&#x101;v</strong></p><p><strong>Ja, kaudz&#x113; pirmo kl&#x113;pi liekot, nost&#x101;jas pret zieme�&#x13C;iem � peles lab&#x12B;bu ne&#x113;d</strong></p><p><strong>Ja �&#x137;&#x16B;n&#x12B; zieme&#x13C;u kakt&#x101;, st&#x101;vot ar seju pret zieme�&#x13C;iem, noliek akmeni, k&#x101; tas lauk&#x101; st&#x101;v&#x113;jis, � peles sienu� nemait&#x101;s</strong></p><p><strong>Ja pirmo siena kl&#x113;pi me�a p&#x13C;avu kaudz&#x113; liek pret zie�me&#x13C;iem � me�a dz&#x12B;vnieki �o kaudzi neaiztiek</strong></p><p><strong>Ja me�a dz&#x12B;vniekiem ziemu bar&#x12B;bai cirsta apse nokr&#x12B;t pret zieme&#x13C;iem � tie pie �&#x12B; koka tik un t&#x101; neiet, lai cik b&#x16B;tu izbad&#x113;ju�ies</strong></p><p><strong>Ja k&#x101;ds v&#x101;j� me�a dz&#x12B;vnieks vai aiz�auts med&#x12B;jums kr&#x12B;t un nobeidzas ar galvu pret zieme&#x13C;iem � neviens pl&#x113;so&#x146;a to tik un t&#x101; neaiztiek</strong></p><p><strong>Ja sta&#x13C;&#x13C;a durvis b&#x16B;s pret zieme&#x13C;iem � zirgi saimnie�kam spers un kod&#x12B;s</strong></p><p><strong>Ja b&#x16B;vkokus no k&#x101;jas lai� zieme&#x13C;u�dienvidu vir�zien&#x101; � tie neplais&#x101;; ja r&#x12B;tu�vakaru virzien&#x101; � tie plais&#x101; </strong></p><p><strong>Ja grib, lai zirgi padodas, stall&#x12B; tie j&#x101;tur ar galvu zieme&#x13C;u vai austrumu virzien&#x101;, tiem blakus nedr&#x12B;kst b&#x16B;t c&#x16B;ku k&#x16B;ts, to bar&#x12B;bai nedr&#x12B;kst tuvoties vistas, to sien&#x101; vai salmos nedr&#x12B;kst gul&#x113;t ka&#x137;i </strong></p><p><strong>Ja miltu maisa mezglu sien un liek pret ziemeli � �os miltus neaiztiek peles</strong></p><p><strong>Ja sk&#x101;b&#x113;jot pirmo k&#x101;postu sauju pa�auj uz zieme&#x13C;u pusi � kubls labi st&#x101;v, neboj&#x101;jas</strong></p><p><strong>Ja re&#x146;&#x123;es vezum&#x101; vai trauk&#x101; liek no zieme&#x13C;u puses � t&#x101;s ilgi nemait&#x101;jas.</strong></p><p><a l:href="">Par zieme&#x13C;u v&#x113;ja ietekmi: </a></p><p><strong>Ja m&#x113;slus ved zieme&#x13C;u v&#x113;j&#x101; � tie netr&#x16B;d</strong></p><p><strong>Ja rudzu s&#x113;jam&#x101; laik&#x101; p&#x16B;� zieme&#x13C;u v&#x113;j� � b&#x16B;s labs rudzu gads;</strong></p><p><strong>ja p&#x16B;� dienvidu v&#x113;j� � rudzi izp&#x16B;� un to viet&#x101; augs galvenok&#x101;rt z&#x101;les</strong></p><p><strong>Ja kvie�us s&#x113;j zieme&#x13C;u v&#x113;j&#x101; � tajos nemetas meln- plauka un nez&#x101;les</strong></p><p><strong>Ja zir&#x146;us s&#x113;j dienvidu v&#x113;j&#x101; � tie aug m&#x12B;ksti, bet t&#x101;r�paini; ja zieme&#x13C;u v&#x113;j&#x101; � aug cieti</strong></p><p><strong>Ja pupas st&#x101;da dienvidr&#x12B;tu v&#x113;j&#x101; � t&#x101;sizaug p&#x101;k�ainas un m&#x12B;kstas; ja zieme&#x13C;u v&#x113;j&#x101; � aug cietas</strong></p><p><strong>ja k&#x101;postus st&#x101;da zieme&#x13C;u v&#x113;j&#x101; � aug cietas un zilas galvi&#x146;as;</strong></p><p><strong>ja pirmo st&#x101;du liek zem&#x113;, skatoties uz zieme&#x13C;iem, � tos t&#x101;rpi un kukai&#x146;i neaiztiek</strong></p><p><strong>Ja kartupe&#x13C;us st&#x101;da dienvidu vai vakaru v&#x113;j&#x101; � ir ba�g&#x101;ta ra�a; ja zieme&#x13C;u v&#x113;j&#x101; � ir v&#x101;ja ra�a </strong></p><p><strong>Ja bietes s&#x113;j zieme&#x13C;u v&#x113;j&#x101; � t&#x101;s aug cietas </strong></p><p><strong>Ja rutkus un m&#x101;rrutkus s&#x113;j zieme&#x13C;u v&#x113;j&#x101; � tie aug cieti </strong></p><p><strong>Ja putnus liek per&#x113;t zieme&#x13C;u v&#x113;j&#x101; � nekas labi ne�izdodas</strong></p><p><strong>Ja vistas liek per&#x113;t v&#x113;jain&#x101; laik&#x101;, it &#x12B;pa�i zieme&#x13C;u v&#x113;ja laik&#x101;, daudzas no ol&#x101;m paliek tuk�as </strong></p><p><strong>Ja lopus lecina zieme&#x13C;u v&#x113;j&#x101; � nekas labi neizdodas </strong></p><p><strong>Ja aug&#x13C;u kokiem ziedot, p&#x16B;� zieme&#x13C;u v&#x113;j� � neb&#x16B;s</strong></p><p><strong>Ja febru&#x101;ra beig&#x101;s stipri zieme&#x13C;v&#x113;ji � b&#x16B;s augl&#x12B;gs gads</strong></p><p><strong>Ja ozolus c&#x113;rt zieme&#x13C;u v&#x113;j&#x101; � tos &#x137;irmji ne&#x113;d</strong></p><p>Etnogr&#x101;fi uzskata, ka situ&#x101;ciju laikaz&#x12B;mes, kur&#x101;m ir varb&#x16B;tiski orient&#x113;jo�s raksturs, ir noteikti vec&#x101;kas nek&#x101; kalend&#x101;ri fiks&#x113;t&#x101;s laikaz&#x12B;mes. T&#x101;p&#x113;c dom&#x101;jams, ka ar&#x12B; kalend&#x101;raj&#x101;m laikaz&#x12B;m&#x113;m senatn&#x113; bija orient&#x113;jo�s raksturs un viennoz&#x12B;m&#x12B;gi determin&#x113;jo�u inton&#x101;ciju t&#x101;s ieguvu�as krist&#x12B;g&#x101;s bazn&#x12B;cas ideolo&#x123;ijas ietekm&#x113;. Kristi&#x101;nisma teolo�&#x123;ija ta�u k&#x101; sev piem&#x113;rotu p&#x101;r&#x146;&#x113;ma Aristote&#x13C;a form&#x101;lo lo&#x123;iku ar t&#x101;s viendimensi&#x101;lo, line&#x101;ro paties&#x12B;bu. S&#x12B;s pa�ties&#x12B;bas izpratne v&#x113;l&#x101;k uzspiesta ar&#x12B; daudz&#x101;m kalend&#x101;ra�j&#x101;m laikaz&#x12B;m&#x113;m, t&#x101;p&#x113;c nez vai �&#x101;da izpratne uzreiz jau ir pag&#x101;nisma un kristi&#x101;nisma sinkr&#x113;tisms (vienot&#x12B;ba)<emphasis>1</emphasis>. K&#x101;ds gan �sinkr&#x113;tisms�, piem&#x113;ram, ir �&#x101;d&#x101; tic&#x113;jum&#x101;: �Ja rok&#x101;s ir p&#x12B;l&#x101;d�a jeb Pil&#x101;ta koks, kura krust&#x101; �is valdnieks sita pest&#x12B;t&#x101;ju, � viss &#x13C;aunais b&#x113;g.�? Pirmk&#x101;rt, Tuvajos Austrumos, kur � p&#x113;c b&#x12B;beles nost&#x101;stiem � risin&#x101;ju�ies ar pest&#x12B;t&#x101;ju saist&#x12B;tie notikumi, nav sastopams ne tikai m&#x16B;su parastais p&#x12B;l&#x101;dzis, bet visp&#x101;r neviena no �&#x12B;s &#x123;ints apm&#x113;ram asto&#x146;desmit sug&#x101;m. Otrk&#x101;rt, v&#x113;r&#x12B;gs las&#x12B;t&#x101;js dro�i vien b&#x16B;s paman&#x12B;jis, ka tautas tic&#x113;jumi par p&#x12B;l&#x101;dzi balst&#x101;s ac&#x12B;mredzot uz nov&#x113;rojumiem par �&#x12B; koka mizas, koksnes un sevi�&#x137;i aug&#x13C;u specifiskaj&#x101;m &#x12B;pa�&#x12B;b&#x101;m, kuras m&#x113;s saucam par bakteric&#x12B;d&#x101;m. T&#x101;tad �Pil&#x101;ta kokam� �aj&#x101; tic&#x113;jum&#x101; ar valdnieku Pil&#x101;tu nav nek&#x101;da sakara.</p><p>Nopietni v&#x113;rojumi un dabas izpratne izteikti kalend&#x101;�raj&#x101; Iaikaz&#x12B;m&#x113; par odiem: �Ja vienu odu nosit pirms J&#x101;�&#x146;iem � simt b&#x16B;s viet&#x101;, ja p&#x113;c J&#x101;&#x146;iem � desmit.� K&#x101; jau labi noskaidroju�i entomologi, jebkuras sugas kukai&#x146;u daudzums vasar&#x101; atkar&#x12B;gs no paaud�u skaita. Ar katru n&#x101;kamo paaudzi kukai&#x146;u skaits vasar&#x101; strauji pieaug, vismaz desmitk&#x101;r�ojas. T&#x101;tad, ja odu pirm&#x101; paaudze pa�r&#x101;d&#x101;s jau pirms J&#x101;&#x146;iem, to b&#x16B;s noteikti desmitreiz vair&#x101;k nek&#x101; tad, Ja v&#x113;lais pavasaris aizkav&#x113;jis vairo�anos.</p><p>P&#x113;d&#x113;j&#x101; laik&#x101; iev&#x113;rojami augusi p&#x113;tnieku interese par da�&#x101;du tautu kalend&#x101;raj&#x101;m para�&#x101;m. Viens no c&#x113;lo&#x146;iem, kas izrais&#x12B;jis �o interesi, ir pa&#x101;trin&#x101;tais zin&#x101;tnes un teh�nikas progress un ar to saist&#x12B;t&#x101; strauj&#x101; urbaniz&#x101;cija, ku�ras d&#x113;j daudzas kalend&#x101;r&#x101;s para�as izz&#x16B;d vai ar&#x12B; strauji p&#x101;rveidojas. T&#x101;p&#x113;c v&#x113;rojama palielin&#x101;ta zin&#x101;tnieku tieksme fiks&#x113;t un izp&#x113;t&#x12B;t sen&#x101;s kult&#x16B;ras fenomenus. Pa�domju Savien&#x12B;bas Zin&#x101;t&#x146;u akad&#x113;mijas Etnogr&#x101;fijas insti�t&#x16B;ta zin&#x101;tnieki kop� 1973. gada public&#x113;ju�i �etru gr&#x101;matu s&#x113;riju par Eiropas zemju kalend&#x101;raj&#x101;m para�&#x101;m un ritu&#x101;liem. &#x13B;oti daudz darbu public&#x113;ts par da�&#x101;diem pa�domju tautu folkloras �anriem. So gr&#x101;matu autori bie�i vien ar no�&#x113;lu konstat&#x113;, ka daudzas sen&#x101;s para�as gr&#x16B;ti izp&#x113;t&#x12B;t, jo t&#x101;s l&#x12B;dz XIX un XX gadsimtam non&#x101;ku�as stipri vien p&#x101;rveidotas. Bie�i nav pat iesp&#x113;jams noskaid�rot attiec&#x12B;g&#x101;s para�as k&#x101;dreiz&#x113;jo j&#x113;gu. M&#x16B;supr&#x101;t, te var lieti pal&#x12B;dz&#x113;t laikaz&#x12B;mes. Piem&#x113;ra p&#x113;c apskat&#x12B;sim da�as jau min&#x113;tas laikaz&#x12B;mes un tic&#x113;jumus par rumul&#x113;�anos: �Ja, pirmo reizi govis ganos lai�ot, krietni rumul&#x113;jas � govis daudz piena dod.� �Ja visp&#x101;r s&#x113;jas laik&#x101; vel&#x113;jas, rumul&#x113;jas � no n&#x101;ko�aj&#x101;m v&#x101;rp&#x101;m birs daudz graudu.� �Ja pusdienas laik&#x101; �&#x13C;akstina &#x16B;deni � bie�i l&#x12B;s lietus.� �Ja kartupe&#x13C;u st&#x101;d&#x12B;t&#x101;ju pirmaj&#x101; dien&#x101; aplej ar &#x16B;deni � vi&#x146;am mugura nes&#x101;p.�</p><p>Pirmajos divos piem&#x113;ros rumul&#x113;�an&#x101;s ritu&#x101;lam ir vis�maz trej&#x101;da j&#x113;ga: att&#x12B;r&#x12B;�an&#x101;s, lietus izrais&#x12B;�ana tuv&#x101;ka�jam periodam un �draudz&#x12B;bas l&#x12B;guma� nosl&#x113;g�ana ar debesu &#x16B;de&#x146;iem. K&#x101; zin&#x101;ms, senatn&#x113; daudzas tautas pla�i izmantoja &#x16B;deni k&#x101; att&#x12B;r&#x12B;�an&#x101;s l&#x12B;dzekli, kam cilv&#x113;ki, m&#x101;j�dz&#x12B;vnieki un kult&#x16B;raugi j&#x101;pasarg&#x101; no da�&#x101;diem &#x13C;auniem sp&#x113;kiem. S&#x101;da tipa sen&#x101;s izdar&#x12B;bas saglab&#x101;ju�&#x101;s krist&#x12B;g&#x101;s bazn&#x12B;cas ritu&#x101;los, kur izmanto sv&#x113;t&#x12B;to &#x16B;deni. Ne maz&#x101;k svar&#x12B;ga ar&#x12B; &#x16B;dens &#x101;rstniecisk&#x101; noz&#x12B;me, kura nep&#x101;rprotami izteikta p&#x113;d&#x113;j&#x101; (ceturtaj&#x101;) piem&#x113;r&#x101;. Tre�aj&#x101; piem&#x113;r&#x101; skaidri redzama t&#x101;da svar&#x12B;ga rumul&#x113;�an&#x101;s funkcija k&#x101; lietus izrais&#x12B;�ana. Profesion&#x101;li �lietus tais&#x12B;t&#x101;ji� daudz&#x101;s &#x100;frikas, Dienvid&#x101;zijas un Lat&#x12B;&#x146;amerikas taut&#x101;s darboj&#x101;s v&#x113;l XIX un pat XX gadsimt&#x101;. Cilv&#x113;ku ap�&#x13C;akst&#x12B;�anas vai aplie�anas ritu&#x101;ls, kas dom&#x101;ts lietus izsauk�anai, agr&#x101;k bijis pla�i izplat&#x12B;ts ar&#x12B; cit&#x101;s zem&#x113;s. Eirop&#x101; �&#x101;ds ritu&#x101;ls visilg&#x101;k saglab&#x101;jies Balk&#x101;nos un Kauk&#x101;z&#x101;.</p><p>Divos pirmajos piem&#x113;ros nav tie�as nor&#x101;des uz lietus izrais&#x12B;�anu ar rumul&#x113;�anos. Ta�u, ja nel&#x12B;s lietus pavasar&#x12B; un vasaras s&#x101;kum&#x101;, z&#x101;le augs slikti un gov&#x12B;m neb&#x16B;s ko &#x113;st. Uz labu izslaukumu tad nav ko cer&#x113;t. Ar&#x12B; lab&#x12B;bai aug�anas un v&#x101;rpu veido�an&#x101;s period&#x101; nepiecie�ama valgme, t&#x101;tad vismaz pavasar&#x12B; lietus ir j&#x101;nodro�ina. At�liek tikai pasmaid&#x12B;t par m&#x16B;su sen�u aplamo pa&#x146;&#x113;mienu, vai ne?</p><p>Ta�u vienlaikus tautas v&#x113;rojumos, tic&#x113;jumos un Izdar&#x12B;�b&#x101;s nevar atst&#x101;t neiev&#x113;rotus ar&#x12B; citus paaud�u paaudz&#x113;s akcent&#x113;tus priek�noteikumus: kas ir j&#x101;dara, kad par&#x101;d&#x12B;ba vai process noris pirmoreiz, daudzas manipul&#x101;cijas j&#x101;�izdara tr&#x12B;s reizes utt. Piem&#x113;ram: �Ja pavasar&#x12B; pirmo�reiz pie teko�a strauta pieiet, nost&#x101;jas ar seju pret aus�trumiem, noliecas un tr&#x12B;s reizes straut&#x101; elpu iep&#x16B;� � tas visas slim&#x12B;bas aiznes.� �Ja grib, lai izdodas lab&#x12B;ba, pirms s&#x113;�anas vispirms t&#x12B;rum&#x101; j&#x101;no&#x146;em cepure, ar k&#x101;ju j&#x101;sarau� no vis&#x101;m pus&#x113;m zeme un j&#x101;s&#x113;j tr&#x12B;s saujas uz katru debess pusi, s&#x101;kot no zieme&#x13C;iem.� �Ja s&#x113;&#x146;ojot pirmo groz&#x101; ieliek baraviku � grozs b&#x16B;s pilns.� �Ja, ejot mie��us s&#x113;t, vienu riek�avu iemet pirmaj&#x101; kr&#x16B;m&#x101;, kas pa�gad&#x101;s pa ce&#x13C;am, � b&#x16B;s ruden&#x12B; bag&#x101;ta ra�a.� �Ja, sienu �&#x137;&#x16B;n&#x12B; liekot, starp pantiem iemet tr&#x12B;s dz&#x12B;vas vardes � siens nepel&#x113;s.�</p><p>Visos �ajos piem&#x113;ros izpau�as t&#x101; saucamais inici&#x101;lais ritu&#x101;ls: s&#x101;kums nosaka visu turpm&#x101;ko. P&#x113;c padomju zin&#x101;t�nieka L. Abramjana atzinuma, ar&#x12B; sv&#x113;tkiem senatn&#x113; pie�mitusi inici&#x101;&#x13C;a funkcija: ar attiec&#x12B;gajiem sv&#x113;tku ritu&#x101;liem j&#x101;nodro�ina cilv&#x113;kiem labv&#x113;l&#x12B;ga n&#x101;kotne. Otraj&#x101; un cetur�taj&#x101; piem&#x113;r&#x101; l&#x12B;dztekus inici&#x101;lajam ritu&#x101;lam izpau�as ar&#x12B; produkt&#x12B;v&#x101;s apzv&#x113;r&#x113;�anas izdar&#x12B;bas, kur&#x101;m j&#x101;nov&#x113;r� visas iesp&#x113;jam&#x101;s turpm&#x101;k&#x101;s neveiksmes. Pirmaj&#x101; piem&#x113;r&#x101; iz�teikts kontaktritu&#x101;ls: savas slim&#x12B;bas atdod strautam, kur&#x101; tr&#x12B;s reizes elpu iep&#x16B;�. Divos p&#x113;d&#x113;jos piem&#x113;ros redzam ar&#x12B; ziedo�anas ritu&#x101;lu: veiksmes nodro�in&#x101;�anai ziedo riek��avu mie�u vai tr&#x12B;s dz&#x12B;vas vardes. Pirmaj&#x101; un otraj&#x101; pie- m&#x113;r.&#x101; manipul&#x101;cijas tiek tr&#x12B;s reizes atk&#x101;rtotas. K&#x101;p&#x113;c tie�i tr&#x12B;s reizes? P&#x113;c iev&#x113;rojam&#x101; padomju etnogr&#x101;fa V. Toporova dom&#x101;m, m&#x16B;su sen�u pasaules uzskat&#x101; tri&#x101;des (tr&#x12B;s�k&#x101;r�&#x101;) tipa strukt&#x16B;ra kalpojusi k&#x101; b&#x16B;t&#x12B;bas modelis. Tri&#x101;di (trej&#x101;d&#x12B;bu) viegli iedom&#x101;ties gan Laik&#x101; � k&#x101; par&#x101;d&#x12B;bas vai procesa tr&#x12B;s f&#x101;zes (tap�ana, att&#x12B;st&#x12B;ba, izbeig�an&#x101;s), gan telp&#x101; � k&#x101; viena objekta tr&#x12B;s veidolus, tr&#x12B;s pamat- da&#x13C;as.</p><p>Ieklaus&#x12B;simies Imanta Ziedo&#x146;a �Epif&#x101;nij&#x101;s�: �Es varu dz&#x12B;vot tikai tr&#x12B;sst&#x16B;r&#x12B;. Tr&#x12B;sst&#x16B;rim ir raksturs. Tr&#x12B;sst&#x16B;ra raksturs man pat&#x12B;k lab&#x101;k par �etrst&#x16B;ra raksturu. Cilv&#x113;ce vienm&#x113;r dom&#x101;jusi tr&#x12B;sst&#x16B;ros. B&#x12B;bel&#x113;: cer&#x12B;ba, tic&#x12B;ba, m&#x12B;les�t&#x12B;ba� Pasak&#x101;: vienam t&#x113;vam bija tr&#x12B;s d&#x113;li� Pameita un &#x12B;st&#x101;s meitas� Triumvir&#x101;ts. Tr&#x12B;s jaunas m&#x101;sas s&#x113;d ro�u d&#x101;rz&#x101;. (Ne jau vien&#x101; l&#x12B;nij&#x101;, dom&#x101;jams, ka tr&#x12B;sst&#x16B;r&#x12B;.) Tr&#x12B;s laivi&#x146;as peld pa j&#x16B;ru. Tr&#x12B;s m&#x12B;klas j&#x101;atmin, tr&#x12B;s varo&#x146;�darbi j&#x101;izdara. Tr&#x12B;s lietas � labas lietas. Tr&#x12B;s re&#x146;&#x123;es ir metiens vien&#x101; k&#x101;l&#x101;. P&#x16B;&#x137;im ir tr&#x12B;s galvas. Berl&#x12B;ne � Roma � Tokija. Un trejdevi&#x146;as galvas. Skaist&#x101; un bais�m&#x12B;g&#x101; pasaules tr&#x12B;sst&#x16B;ru moza&#x12B;ka.� Un v&#x113;l. Tr&#x12B;s pamat�kr&#x101;sas: sarkana, dzeltena, zila. Ontolo&#x123;ija, gnozeolo&#x123;ija un aksiolo&#x123;ija jebkur&#x101; filozofiskaj&#x101; sist&#x113;m&#x101;. T&#x113;ze, anti- t&#x113;ze, sint&#x113;ze dialektik&#x101;. Tr&#x12B;spak&#x101;pju silo&#x123;isms � liel&#x101; un maz&#x101; premisa un secin&#x101;jums form&#x101;laj&#x101; lo&#x123;ik&#x101;. Biolo&#x123;is�kais, psiholo&#x123;iskais un soci&#x101;lais cilv&#x113;ka b&#x16B;t&#x12B;b&#x101;. Racion&#x101;�lais, emocion&#x101;lais un intuit&#x12B;vais cilv&#x113;ka gar&#x12B;gaj&#x101; pasaul&#x113;.</p><image l:href="#6"/></section><section><title><p>KAD S&#x112;T, ST&#x100;D&#x12A;T UN GANOS LAIST</p></title><p>KAD S&#x112;T, ST&#x100;D&#x12A;T UN GANOS LAIST</p><p>K&#x101;dudien vienu no �&#x12B;s gr&#x101;matas autoriem d&#x113;ls aicin&#x101;ja kartupe&#x13C;u nov&#x101;k�anas talk&#x101;. Talcinieki iev&#x113;roja, ka nez&#x101;&#x13C;u p&#x101;r&#x146;emtais d&#x113;la lauci&#x146;� krasi kontrast&#x113; ar sam&#x113;r&#x101; t&#x12B;ro kaimi&#x146;a zemes gabali&#x146;u. Ta�u kartupe&#x13C;u ra�a nebija slikta, tikai daudzus bumbu&#x13C;us stingri tur&#x113;ja v&#x101;rpatas sakne&#x146;i, kuri tiem bija izaugu�i cauri.</p><p>� Kaimi&#x146;� laikam b&#x16B;s lab&#x101;k kopis savus kartupe&#x13C;us vai ar&#x12B; dab&#x16B;jis pavasar&#x12B; t&#x12B;r&#x101;ku zemi, � talcinieki no�sprieda,</p><p>� Nek&#x101; taml&#x12B;dz&#x12B;ga, � d&#x113;ls paskaidroja, � zeme te vien&#x101;da un kop�ana praktiski ar&#x12B; t&#x101;da pati; kartupe&#x13C;i tika divreiz izvagoti. M&#x113;s ar sievu sav&#x113;jos pat p&#x101;ris rei�u vai�r&#x101;k nokapl&#x113;j&#x101;m. Ta�u, redzot nez&#x101;&#x13C;u &#x101;tro aug�anu, no�spried&#x101;m, ka nav v&#x113;rts p&#x16B;l&#x113;ties.</p><p>� K&#x101;p&#x113;c tad lauci&#x146;os nez&#x101;les augu�as tik da�&#x101;di? � m&#x113;s grib&#x113;j&#x101;m zin&#x101;t.</p><p>� Kaimi&#x146;am gudra sievasm&#x101;te. Vi&#x146;� gatavoj&#x101;s st&#x101;d&#x12B;t kartupe&#x13C;us reiz&#x113; ar mums, ta�u sievasm&#x101;te ieteica pagai�d&#x12B;t dienas tr&#x12B;s, jo pa�reiz esot �nez&#x101;&#x13C;u diena�. Kaimi&#x146;� to uz&#x146;&#x113;ma k&#x101; joku, ta�u kartupe&#x13C;us iest&#x101;d&#x12B;ja p&#x113;c trim dien&#x101;m. Un te nu ir rezult&#x101;ts.</p><p>Starp&#x12B;ba patie�&#x101;m bija ac&#x12B;m redzama � bez jebk&#x101;das datu statistiskas apstr&#x101;des un anal&#x12B;zes.</p><p>Dab&#x101; viss ir savstarp&#x113;ji saist&#x12B;ts gan telp&#x101;, gan laik&#x101; � t&#x101; dialektisk&#x101; materi&#x101;lisma pamatatzi&#x146;as veid&#x101; varam iz�teikt m&#x16B;su sen�u priek�status, uz kuriem pamatojas laika�z&#x12B;mes. Bet lauksaimniec&#x12B;bas darbu vispiem&#x113;rot&#x101;ko da�tumu izv&#x113;les un gaid&#x101;m&#x101;s ra�as paredz&#x113;�anas principu modernas zin&#x101;tnes valod&#x101; varam nosaukt par fenolo&#x123;isko indik&#x101;ciju. Tiek izmantotas ar&#x12B; iez&#x12B;tndienas. S&#x101;da veida laikaz&#x12B;mju ir sevi�&#x137;i daudz, jo m&#x16B;su sen�i iztiku sag&#x101;�d&#x101;ja, galvenok&#x101;rt kopjot laukus un gan&#x101;mpulkus. Lab&#x101;�kai p&#x101;rskat&#x101;m&#x12B;bai laikaz&#x12B;mes sagrup&#x113;sim pa lauksaim�niec&#x12B;bas nozar&#x113;m un darbu veidiem.</p><subtitle><strong>LAUKKOP&#x12A;BA</strong></subtitle><subtitle><a l:href="">Augsnes sagatavo�ana:</a></subtitle><p><strong>Ja lauku apar Labren�a dien&#x101; � tur z&#x101;le neaug</strong></p><p><strong>Ja rudens arumu apar l&#x12B;dz 28. augustam � lieku lab&#x12B;�bas kaudzi ieg&#x16B;st</strong></p><p><strong>Ja pavasara ar�anu s&#x101;k ceturtdien&#x101; � visi darbi taj&#x101; gad&#x101; labi izdodas </strong></p><p><strong>Ja Izidora dien&#x101; ar � arumam nav sv&#x113;t&#x12B;bas </strong></p><p><strong>Ja zemi apar sausu vec&#x101; vai dilsto�&#x101; m&#x113;nes&#x12B;, kad ir Skorpiona, Me�&#x101;�a, &#x16A;densv&#x12B;ra vai Zivs z&#x12B;me, � zeme ir irdena un taj&#x101; neaug nez&#x101;les </strong></p><p><strong>Ja atlidojusi pel&#x113;k&#x101; cielava � var s&#x101;kt art zemi; ja dzelten&#x101; � var s&#x101;kt s&#x113;t lab&#x12B;bu </strong></p><p><strong>Ja slapj� apr&#x12B;lis � b&#x16B;s labs aramlaiks Ja pavasaros v&#x113;l ilgi p&#x113;c sniega gr&#x16B;ti art un t&#x12B;rumi sm&#x113;r&#x113;jas � b&#x16B;s laba ra�a</strong></p><p><strong>Ja Jur&#x123;a dien&#x101; ar vai ec&#x113; � lab&#x12B;bai metas melnas v&#x101;r- pas</strong></p><p><strong>Ja Jur&#x123;a dien&#x101; str&#x101;d&#x101; lauka darbus � druvas krusa nosit</strong></p><p><strong>Ja krekl&#x101; var art � ka�ok&#x101; n&#x101;ksies s&#x113;t Kuru lauku &#x122;ertr&#x16B;des dien&#x101; pirms saules ar � to pa�met kurmji</strong></p><p><strong>Ja Sve�u dien&#x101; no me�a p&#x101;rnes rungu ar resgali pa priek�u un ar to pavasar&#x12B; izbaksta kurmja rakumus � tie vairs tur nece&#x13C; zemes</strong></p><p><strong>Ja ar Sve�u dien&#x101; tecin&#x101;tiem taukiem apsm&#x113;r&#x113; leme��us � kurmji �o zemi vairs nerok un zirgus neko� dun�duri</strong></p><p><strong>Ja, pirmoreiz arot, arklu iesm&#x113;r&#x113; ar Vastl&#x101;vju ga&#x13C;u � m&#x16B;d�i zemi neizlod&#x101;</strong></p><p><strong>Ja ruden&#x12B; zemi ar vec&#x101; m&#x113;nes&#x12B; � t&#x101; lab&#x101;k satr&#x16B;p un nobriest</strong></p><p><strong>Ja atmatu ar jaun&#x101; m&#x113;nes&#x12B; � t&#x101; za&#x13C;o; ja vec&#x101; m&#x113;nes&#x12B; � labi satrup<emphasis>%</emphasis>Ja papuvi maisa un pl&#x113;sumu pl&#x113;� vec&#x101; m&#x113;nes&#x12B; � zeme labi satrup;</strong></p><p><strong>ja jaun&#x101; m&#x113;nes&#x12B; � netrup un z&#x101;les vien grie�as� Ja k&#x16B;tsm&#x113;slus ved, kad liepas zied, � tie netr&#x16B;d� </strong></p><p><strong>Ja m&#x113;slus ved vec&#x101; m&#x113;nes&#x12B;, kad p&#x16B;� dienvidu vai va�kara v&#x113;ji, � tie labi satr&#x16B;d</strong></p><p><strong>Ja m&#x113;slus ved zieme&#x13C;u v&#x113;ja laik&#x101; � tie netr&#x16B;d </strong></p><p><strong>Ja pirm&#x101;s m&#x113;slu dak�as met uz zieme&#x13C;iem � t&#x101;d&#x101; laik&#x101; st&#x101;d&#x12B;ti kartupe&#x13C;i nep&#x16B;st</strong></p><p><strong>Ja negrib piedz&#x12B;vot nez&#x101;les � j&#x101;ec&#x113; pret ziemeli. </strong></p><subtitle><a l:href="">Visp&#x101;r&#x113;jie s&#x113;jas laiki: </a></subtitle><p><strong>Ja pavasar&#x12B; sniegs nok&#x16B;st &#x101;tri � s&#x113;t vajadz&#x113;s v&#x113;lu; ja nok&#x16B;st v&#x113;lu � b&#x16B;s j&#x101;s&#x113;j agri</strong></p><p><strong>ja sniegs nok&#x16B;st ar saul&#x12B;ti � labi izdodas agrie s&#x113;�jumi; ja nok&#x16B;st ar lietu � v&#x113;lie s&#x113;jumi </strong></p><p><strong>Ja s&#x113;j otraj&#x101; pirmdien&#x101; p&#x113;c pirm&#x101; p&#x113;rkona � veidojas slikta ra�a</strong></p><p><strong>Ja pirmai no&#x137;ertai zivij �ults priek�gals resn&#x101;ks � lab&#x101;ka b&#x16B;s agr&#x101; s&#x113;ja; ja resn&#x101;ks vidus � lab&#x101;ka b&#x16B;s vid&#x113;j&#x101; s&#x113;ja; ja resn&#x101;ks paka&#x13C;gals � lab&#x101;ka b&#x16B;s v&#x113;l&#x101; s&#x113;ja </strong></p><p><strong>Ja n&#x101;rsta laik&#x101; l&#x12B;dakas liesai priek�gals resn&#x101;ks � agra s&#x113;ja dos liel&#x101;ku ra�u, ja tiev&#x101;ks � lab&#x101;ka ir v&#x113;la s&#x113;ja</strong></p><p><strong>Ja zivs agri izmet ikrus � agri ar&#x12B; j&#x101;s&#x113;j </strong></p><p><strong>Ja l&#x12B;dakas n&#x101;rsto p&#x13C;av&#x101;s un seklumos � b&#x16B;s sausa va�sara un lab&#x12B;ba j&#x101;s&#x113;j agri</strong></p><p><strong>Ja var�u kurku&#x13C;iem melnie plankumi ir aug�&#x101; � labaka b&#x16B;s agr&#x101; s&#x113;ja; ja apak�&#x101; � lab&#x101;ka b&#x16B;s v&#x113;l&#x101; s&#x113;ja; ja vid&#x16B; � lab&#x101;ka b&#x16B;s vid&#x113;j&#x101; s&#x113;ja </strong></p><p><strong>Ja m&#x113;slu vabol&#x113;m b&#x113;rni pie priek�k&#x101;j&#x101;m � j&#x101;s&#x113;j agri;ja pie vidusk&#x101;j&#x101;m � lab&#x101;ka ir vid&#x113;ji agra s&#x113;ja; ja pie paka&#x13C;k&#x101;j&#x101;m � v&#x113;la s&#x113;ja</strong></p><p><strong>Ja m&#x113;slu vabol&#x113;m paraz&#x12B;ti sametu�ies v&#x113;deri&#x146;a s&#x101;kum&#x101; vai pie priek�k&#x101;ji&#x146;&#x101;m � j&#x101;s&#x113;j agri: pavasar&#x12B; no Jur&#x123;a l&#x12B;dz Sta&#x146;islavam un ruden&#x12B; no Labren�a l&#x12B;dz Lielajai M&#x101;�rai</strong></p><p><strong>Ja m&#x113;slu vabol&#x113;m paraz&#x12B;ti sametu�ies v&#x113;deri&#x146;a vid&#x16B; vai pie vid&#x113;j&#x101;m k&#x101;ji&#x146;&#x101;m � j&#x101;s&#x113;j vid&#x113;ji agri: pavasar&#x12B; no Sta&#x146;islava l&#x12B;dz Urb&#x101;nam un ruden&#x12B; no Liel&#x101;s M&#x101;ras l&#x12B;dz Egidijam.</strong></p><p><strong>Ja m&#x113;slu vabol&#x113;m paraz&#x12B;ti sametu�ies v&#x113;deri&#x146;a paka&#x13C;da&#x13C;&#x101; vai pie paka&#x13C;&#x113;j&#x101;m k&#x101;ji&#x146;&#x101;m � j&#x101;s&#x113;j v&#x113;lu: pavasar&#x12B; no Urb&#x101;na l&#x12B;dz V&#x12B;tum un ruden&#x12B; no Egidija l&#x12B;dz Mazajai M&#x101;rai</strong></p><p><strong>Ja dzelzsz&#x101;lei nobirst pirm&#x101; v&#x101;l&#x12B;te � j&#x101;s&#x113;j agri (25. apr&#x12B;lis � 8. maijs, 10. augusts � 15. augusts);</strong></p><p><strong>ja nobirst otr&#x101; v&#x101;l&#x12B;te � vid&#x113;ji agri (8. maijs � 25. maijs, 15. augusts � 1. septembris);</strong></p><p><strong>ja nobirst tre�&#x101; v&#x101;l&#x12B;te � j&#x101;s&#x113;j v&#x113;lu (25. maijs � 15. j&#x16B;nijs, 1. septembris � 17. septembris)</strong></p><p><strong>Ja b&#x113;rzi ruden&#x12B; dzelt&#x113; no apak�as � pavasar&#x12B; lab&#x12B;ba b&#x16B;s j&#x101;s&#x113;j v&#x113;lu; _ja no aug�as � agri</strong></p><p><strong>Ja kokiem ruden&#x12B; vispirms nodzelt&#x113; pazares � pavasar&#x12B; j&#x101;s&#x101;k s&#x113;t vec&#x101; m&#x113;nes&#x12B;; ja galotnes � jaun&#x101; m&#x113;nes&#x12B;</strong></p><p><strong>Ja lab&#x12B;bu s&#x113;j Svaru dien&#x101; � t&#x101; aug branga, svar&#x12B;ga; ja V&#x113;�a dien&#x101; � t&#x101; it k&#x101; lien atpaka&#x13C; zem&#x113; </strong></p><p><strong>Ja grib zin&#x101;t &#x12B;sto s&#x113;jas reizi � p&#x12B;l&#x101;d�a vasaraudzi grie� tr&#x12B;s da&#x13C;&#x101;s un visas iemet &#x16B;den&#x12B;: vispirms grimst resgalis � j&#x101;s&#x113;j no r&#x12B;ta; viducis � ap pusdienu; tievgalis � vakar&#x101;</strong></p><p><strong>Ja prie�u skostas ce&#x13C;as st&#x101;vus aug�&#x101; � ir lab&#x101;kais s&#x113;jas laiks</strong></p><p><strong>Ja dzeguze k&#x16B;ko v&#x113;l agr&#x101;k nek&#x101; 9 dienas pirms Jur�&#x123;iem (pirms 14. apr&#x12B;&#x13C;a) � j&#x101;steidz aps&#x113;ties</strong></p><p><strong>Ja zirnek&#x13C;i pa laukiem t&#x12B;klus saviju�i � ir &#x12B;stie s&#x113;�jas r&#x12B;ti</strong></p><p><strong>Ja pavasara r&#x12B;t&#x101; sliekas uzraku�as celi&#x146;us � taj&#x101; dien&#x101; &#x12B;pa�i labs s&#x113;jas laiks </strong></p><p><strong>Kad bezdel&#x12B;ga izd&#x113;j pirmo olu � laiks s&#x113;t </strong></p><p><strong>Ja biezpienu sildot, tas grimst diben&#x101; � ir pats &#x12B;st&#x101;kais s&#x113;jas laiks</strong></p><p><strong>Ja Z&#x101;&#x13C;u ned&#x113;&#x13C;&#x101; (divdesmitaj&#x101; p&#x113;c Ziemsv&#x113;tkiem) kaut ko sej � vair&#x101;k aug z&#x101;le nek&#x101; d&#x101;rz&#x101;ji vai lab&#x12B;ba </strong></p><p><strong>Cik dienas lab&#x12B;bu ies&#x113;j p&#x113;c V&#x12B;tus dienas � tik ned&#x113;&#x13C;u ilg&#x101;k ruden&#x12B; t&#x101; bried&#x12B;s</strong></p><p><strong>Ja l&#x12B;dz M&#x101;rti&#x146;iem var art � n&#x101;kamgad tikai p&#x113;c Vasarsv&#x113;tkiem var&#x113;s s&#x113;t</strong></p><p><strong>Ja lab&#x101; zem&#x113; s&#x113;j vai st&#x101;da dilsto�&#x101; m&#x113;nes&#x12B; � neb&#x16B;s ra�as</strong></p><p><strong>Ja lauki zemi un slapji � tie j&#x101;aps&#x113;j dilsto�&#x101; m&#x113;nes&#x12B;; ja sausi � augo�&#x101; m&#x113;nes&#x12B;</strong></p><p><strong>Ja lab&#x12B;bu s&#x113;j vec&#x101; m&#x113;nes&#x12B; � t&#x101; padodas &#x12B;sa un nol&#x12B;kst pie zemes, ka nav &#x12B;sti pat ko p&#x13C;aut </strong></p><p><strong>Ja lab&#x12B;bu s&#x113;j piln&#x101; m&#x113;nes&#x12B; � ir pilnas v&#x101;rpas; ja jaun&#x101; m&#x113;nes&#x12B; � t&#x101; sag&#x101;�as veldr&#x113; </strong></p><p><strong>Ja lab&#x12B;bu s&#x113;j laik&#x101;, kad m&#x113;nesim maz gaismas, tas ir vecs vai jauns, � t&#x101; slikti aug</strong></p><p><strong>Ja lab&#x12B;bu s&#x113;j jaun&#x101; m&#x113;nes&#x12B; � graudi ruden&#x12B; nebirst, kaut ar&#x12B; lab&#x12B;ba nodzelt&#x113;jusi, stiebri saloc&#x12B;ju�ies, v&#x101;rpas nol&#x12B;ku�as</strong></p><p><strong>Ja lab&#x12B;bu s&#x113;j jaun&#x101; m&#x113;nes&#x12B; � t&#x101; nel&#x16B;st, neveldr&#x113;jas, nebirst</strong></p><p><strong>Ja lab&#x12B;bu s&#x113;j, kad pie debes&#x12B;m ir abi sp&#x12B;dek&#x13C;i, saule un m&#x113;ness, � aug daudz melno graudu</strong></p><subtitle><a l:href="">No s&#x113;jas da�&#x101;dos dienas laikos atkar&#x12B;ga lab&#x12B;bas un nez&#x101;&#x13C;u aug�ana: </a></subtitle><p><strong>ja s&#x113;j no r&#x12B;ta � lab&#x12B;b&#x101; aug nez&#x101;les; ja vakarpus&#x113; � nez&#x101;les neaug; ja p&#x113;c saules rieta � putni izlasa s&#x113;klas; ja dienvid&#x16B; � t&#x101; slikti aug; ja p&#x113;cpusdien&#x101; � t&#x101; ruden&#x12B; &#x101;tr&#x101;k nogatavojas </strong></p><p><strong>Ja s&#x101;k s&#x113;t taj&#x101; ned&#x113;&#x13C;as dien&#x101;, kad ruden&#x12B; bijusi pirm&#x101; atkala, � lab&#x12B;ba labi aug Ja s&#x113;jot ir apm&#x101;cies laiks � b&#x16B;s laba ra�a Ja s&#x113;jot m&#x101;ko&#x146;i ir reti un pl&#x101;ni � t&#x101;di pa�i b&#x16B;s lauki</strong></p><p><strong>Ja s&#x113;jot m&#x101;ko&#x146;i ir kupli un gabalaini � s&#x113;jums b&#x16B;s ra�&#x12B;gs</strong></p><p><strong>Ja s&#x113;j lietus laik&#x101; � visa s&#x113;kla nesad&#x12B;gst.</strong></p><subtitle><a l:href="">Konkr&#x113;tie s&#x113;jas laiki: </a></subtitle><p><strong>Kad zied ievas � kl&#x101;t &#x12B;stais auzu sejas laiks</strong></p><p><strong>Ja auzu s&#x113;�anas laik&#x101; pie debes&#x12B;m m&#x101;ko&#x146;i � t&#x101;s aug kuplas un skarainas </strong></p><p><strong>Ja auzas s&#x113;j Urb&#x101;na dien&#x101; � t&#x101;s sp&#x113;c&#x12B;gi aug </strong></p><p><strong>Ja auzas s&#x113;j jaun&#x101; m&#x113;nes&#x12B; � t&#x101;s labi padodas </strong></p><p><strong>Ja auzas s&#x113;j jaun&#x101; m&#x113;nes&#x12B; � t&#x101;m nel&#x16B;st salmi, t&#x101;s ne�kr&#x12B;t veldr&#x113;, nekl&#x113;po (nesakar&#x12B;gi nesakr&#x12B;t) un ruden&#x12B; krusa nenosit</strong></p><p><strong>Ja auzas s&#x113;j vec&#x101; m&#x113;nes&#x12B; � t&#x101;s sakr&#x12B;t veldr&#x113;, sal&#x16B;st un nobirst jau lauk&#x101;</strong></p><p><strong>Ja auzas iegad&#x101;s s&#x113;t vec&#x101; m&#x113;nes&#x12B; � tad to dr&#x12B;kst dar&#x12B;t tikai agri no r&#x12B;ta </strong></p><p><strong>Ja auzas s&#x113;j piln&#x101; m&#x113;nes&#x12B; � t&#x101;s izaug garas Ja &#x101;boli&#x146;u aps&#x113;j jaun&#x101; m&#x113;nes&#x12B; � tas neizsalst </strong></p><p><strong>Kad paeg&#x13C;i zied �laiks gri&#x137;us s&#x113;t </strong></p><p><strong>Ja Jur&#x123;a dien&#x101; saule sp&#x12B;d � labi padosies gri&#x137;i </strong></p><p><strong>Ja gri&#x137;us s&#x113;j bez saules � tiem migla neb&#x16B;s b&#x12B;stama </strong></p><p><strong>Ja ka&#x146;epes s&#x113;j p&#x113;c pusdienas � t&#x101;s putni neiz&#x113;d </strong></p><p><strong>Ja ka&#x146;epes s&#x113;j vakar&#x101;, kad putni pie miera aizg&#x101;�ju�i, � t&#x101;s putni p&#x113;c tam neizkasa</strong></p><p><strong>Ja kvie�us s&#x113;j r&#x12B;t&#x101; agri vai vakar&#x101; v&#x113;lu � tos ne&#x113;d zvirbu&#x13C;i</strong></p><p><strong>Ja kvie�us s&#x113;j p&#x113;c saules rieta, kad putni tos vairs ne�redz, � padodas laba ra�a</strong></p><p><strong>Ja kvie�us s&#x113;j zieme&#x13C;u v&#x113;ja laik&#x101; � tajos nemetas melnp&#x13C;auka un nez&#x101;les</strong></p><p><strong>Ja kvie�us s&#x113;j, kad gan saule, gan m&#x113;ness pie debe�s&#x12B;m, � ruden&#x12B; b&#x16B;s daudz melno graudu</strong></p><p><strong>Ja kvie�us s&#x113;j jaun&#x101; m&#x113;nes&#x12B; � tajos nemetas meln�p&#x13C;auka</strong></p><p><strong>Ja p&#x12B;l&#x101;dzis m&#x101;rk&#x101; grimst � vajag linus s&#x113;t </strong></p><p><strong>Ja linus grib s&#x113;t � s&#x113;rm&#x16B;k�&#x13C;a koci&#x146;am &#x16B;den&#x12B; j&#x101;grimst </strong></p><p><strong>Ja linus s&#x113;j ievu ziedu laik&#x101; � tie labi izdodas </strong></p><p><strong>Kad kadi&#x137;i put � pien&#x101;cis vis&#x12B;st&#x101;kais linu s&#x113;jamais laiks</strong></p><p><strong>Ja linu m&#x101;rki uzzied dzelteni � n&#x101;k linu s&#x113;�anas laiks </strong></p><p><strong>Kur&#x101; dien&#x101; ruden&#x12B; uzkr&#x12B;t pirmais sniegs, pirm&#x101; salna vai pirm&#x101; atkala�- taj&#x101; dien&#x101; pavasar&#x12B; j&#x101;s&#x113;j lini</strong></p><p><strong>Ja grib labus linus � tie j&#x101;s&#x113;j taj&#x101; maija datum&#x101;, kur&#x101; novembra datum&#x101; bija atkala</strong></p><p><strong>Ja linus s&#x113;j saulain&#x101;, gai�&#x101;, balt&#x101; dien&#x101; � tie aug labi un balt�&#x137;iedraini </strong></p><p><strong>Ja linus s&#x113;j, kad laiks apm&#x101;cies, � tie aug gari un t&#x12B;ri </strong></p><p><strong>Ja linus s&#x113;j, kad m&#x101;ko&#x146;i �&#x137;iedraini, sv&#x12B;traini, � tie aug gari un t&#x12B;ri </strong></p><p><strong>Ja linus s&#x113;j sestdien&#x101; � paliek tuk�s lauks Kad pien&#x101;kusi Jur&#x123;a diena � &#x12B;stais laiks linus s&#x113;t </strong></p><p><strong>Ja linus s&#x113;j Urb&#x101;na dien&#x101; � tie aug gari </strong></p><p><strong>Ja linus s&#x113;j taj&#x101;s ned&#x113;&#x13C;as dien&#x101;s, kur&#x101;s iekritu�as Z&#x101;&#x13C;u diena, &#x122;ertr&#x16B;des, M&#x101;ras un J&#x101;&#x146;u dienas, � aug z&#x101;laini lini </strong></p><p><strong>Ja Ziemsv&#x113;tki iekr&#x12B;t jaun&#x101; m&#x113;nes&#x12B; � lab&#x101;k linus s&#x113;t pl&#x113;sumos; ja vec&#x101; m&#x113;nes&#x12B; � lab&#x101;k vec&#x101; zem&#x113; </strong></p><p><strong>Ja linus s&#x113;j vec&#x101; m&#x113;nes&#x12B;, &#x12B;pa�i t&#x101; gal&#x101; � aug �&#x137;ied�raini lini un neaug nez&#x101;les </strong></p><p><strong>Ja p&#x12B;l&#x101;d�i agri plaukst � b&#x16B;s ar&#x12B; agri mie�i j&#x101;s&#x113;j </strong></p><p><strong>Ja smag&#x101; zem&#x113; grib labus mie�us � tie j&#x101;s&#x113;j, kad ka�di&#x137;i k&#x16B;p,kad p&#x12B;l&#x101;d�iem pirmie ziedi, kad o�i izplaukst, kad &#x101;beles beidz zied&#x113;t; </strong></p><p><strong>ja viegl&#x101; zem&#x113;, tad j&#x101;s&#x113;j, kad priedes k&#x16B;p, kad &#x137;imen&#x113;m pirmie ziedi, kad p&#x12B;l&#x101;dzis pilnos ziedos, kad c&#x16B;kpien&#x113;m jau gatavas s&#x113;klas, kad cielava pirmo per&#x113;jumu izvada, kad magones sarkani zied </strong></p><p><strong>Ja no jaunaj&#x101;m prie�u skokst&#x101;m jeb jaunajiem dzinu�miem s&#x101;k birt spalvi&#x146;as � mie�u s&#x113;ja j&#x101;beidz, jo v&#x113;l&#x101;kie mie�i vairs nenogatavosies</strong></p><p><strong>Ja prie�u pumpuri zied un to jaunie dzinumi s&#x101;k liek�ties uz leju � ir vislab&#x101;kais mie�u s&#x113;jas laiks</strong></p><p><strong>Ja s&#x101;k zied&#x113;t sviesta pu&#x137;es jeb saulpurenes � laikt mie�us s&#x113;t</strong></p><p><strong>Ja pavasar&#x12B; strazdi jau ved b&#x113;rnus � ir &#x12B;stais mie�u s&#x113;jamais laiks</strong></p><p><strong>Kad za&#x13C;&#x101;s vardes kurc � kl&#x101;t &#x12B;stais mie�u s&#x113;jas laiks </strong></p><p><strong>Ja no r&#x12B;ta uz celi&#x146;iem izdz&#x12B;ti slieku �uguri&#x146;i, �zeme aug� � kl&#x101;t &#x12B;stais mie�u s&#x113;jamais laiks</strong></p><p><strong>Ja mie�us s&#x113;j taj&#x101; ned&#x113;&#x13C;as dien&#x101;, kad ezers no ledu� atbr&#x12B;vojas, � tie labi padodas </strong></p><p><strong>Ja mie�us s&#x113;j Urb&#x101;na dien&#x101; � b&#x16B;s laba ra�a</strong></p><p><strong>Ja p&#x113;c Ziemsvetkiem nosarmoju�i koki � bus laba mie�u s&#x113;ja</strong></p><p><strong>Ja pie debes&#x12B;m saule un m&#x113;ness � nedr&#x12B;kst s&#x113;t mie�us (dr&#x12B;kst rudzus, auzas u. c.), lai tos nepiev&#x101;r&#x113; melnplauka un p&#x113;rkones</strong></p><p><strong>Ja mie�us s&#x113;j jaun&#x101; m&#x113;nes&#x12B; � tiem neaug melnie graudi;</strong></p><p><strong>ja s&#x113;j vec&#x101; m&#x113;nes&#x12B; � neaug akoti, bet l&#x16B;st v&#x101;rpas </strong></p><p><strong>Ja mie�us s&#x113;j piln&#x101; m&#x113;nes&#x12B; � tie labi padodas, aug smagi graudi</strong></p><p><strong>Ja pirmais at&#x101;ls labi aug � lab&#x101;k izdosies agr&#x12B;n&#x101; rudzu s&#x113;ja; ja v&#x113;l&#x101;kais � v&#x113;l&#x12B;n&#x101; rudzu s&#x113;ja; ja at&#x101;ls aug l&#x113;ni � rudzi j&#x101;s&#x113;j v&#x113;lu Ja v&#x101;rnas turas grup&#x101;s � kl&#x101;t rudzu s&#x113;jas laiks </strong></p><p><strong>Ja rudzus s&#x113;j agri � ruden&#x12B; tos no&#x113;d glieme�i, bet va�sar&#x101; tie iztek, jo ziedu laiks iekr&#x12B;t pa�&#x101; karstum&#x101;</strong></p><p><strong>Ja rudzus aps&#x113;j pirms pirm&#x101;s salnas � tos iz&#x113;d glie�me�i</strong></p><p><strong>Ja rudzus s&#x113;j lietus laik&#x101; vai pieliju�&#x101; zem&#x113; � tie aug l&#x101;�auzaini, smilgaini </strong></p><p><strong>Ja rudzus s&#x113;j skaidr&#x101; dien&#x101; � tajos neaug nez&#x101;les </strong></p><p><strong>Ja rudzus s&#x113;j tr&#x12B;s dienas pirms vai tr&#x12B;s dienas p&#x113;c B&#x113;rtu&#x13C;iem � tie aug lieli un dod labu birumu</strong></p><p><strong>Ja, rudzus s&#x113;jot, pie debes&#x12B;m nav ne saules, ne m&#x113;�ness � b&#x16B;s laba ra�a </strong></p><p><strong>Ja dz&#x113;rvenes lien dzi&#x13C;i s&#x16B;n&#x101;s � rudzi j&#x101;s&#x113;j dzi&#x13C;i; ja s&#x101;rtoj&#x101;s virspus&#x113; � j&#x101;s&#x113;j sekli� </strong></p><p><strong>Ja rudzu s&#x113;jam&#x101; laik&#x101; p&#x16B;� zieme&#x13C;u v&#x113;j� � b&#x16B;s labs rudzu gads;</strong></p><p><strong>ja p&#x16B;� dienvidu v&#x113;j� � rudzi izp&#x16B;� un to viet&#x101; augs galvenok&#x101;rt z&#x101;les </strong></p><p><strong>Ja rudzus s&#x113;j Svaru dien&#x101; � veidojas smagas v&#x101;rpas </strong></p><p><strong>Ja rudzus s&#x113;j vec&#x101; m&#x113;nes&#x12B; � tiem robainas, pustuk�as v&#x101;rpas un slikts birums</strong></p><p><strong>Ja rudzus s&#x113;j jaun&#x101; m&#x113;nes&#x12B; � tie neizsalst un dod lielu ra�u</strong></p><p><strong>Ja rudzus s&#x113;j jaunos m&#x113;slos � tas j&#x101;dara 3 dienas pirms pilna m&#x113;ness; ja vecos m&#x113;slos � 3 dienas p&#x113;c pilna m&#x113;ness. </strong></p><subtitle><a l:href="">Augu att&#x12B;st&#x12B;ba un kop�ana:</a></subtitle><p><strong>Ja ruden&#x12B; zibe&#x146;o �<emphasis>1</emphasis>�is p&#x113;rkons lab&#x12B;bu bried&#x113;</strong></p><p><strong>Ja ir melnie pute&#x146;i, kad maz sniega vai v&#x113;j� dzen&#x101; sniegu ar smilt&#x12B;m, � lab&#x12B;b&#x101; saaugs daudz rudzupu&#x137;u, u�&#x146;u un citu nez&#x101;&#x13C;u</strong></p><p><strong>Ja ievas s&#x101;k zied&#x113;t &#x101;tri un zied &#x13C;oti daudz � &#x101;tri un bag&#x101;t&#x12B;gi nogatavosies lab&#x12B;ba</strong></p><p><strong>Ja kokiem lapas birst vispirms pazar&#x113;s � n&#x101;kam�gad lab&#x12B;ba nenogatavosies; ja viss koks nodzelt&#x113; � nogatavosies </strong></p><p><strong>Ja purenes ziedot appl&#x16B;st � ruden&#x12B; nosals lab&#x12B;ba, t&#x101;d&#x113;&#x13C; t&#x101;-agri s&#x113;jama</strong></p><p><strong>Ja ruden&#x12B; daudz s&#x113;&#x146;u � n&#x101;kamgad slikti augs la�b&#x12B;ba</strong></p><p><strong>Ja var�u kurku&#x13C;i att&#x12B;st&#x101;s labi � labi att&#x12B;st&#x12B;sies ar&#x12B; s&#x113;jumi;</strong></p><p><strong>ja kurku&#x13C;i nosalst � nosalst ar&#x12B; s&#x113;jumi; ja vardes kurku&#x13C;us lai� otrreiz � ar&#x12B; lab&#x12B;ba j&#x101;s&#x113;j otr�reiz</strong></p><p><strong>Ja vard&#x113;m aizsalst kurku&#x13C;i � ruden&#x12B; nosals ar&#x12B; lab&#x12B;ba </strong></p><p><strong>Ja grieze grie� � b&#x16B;s labs &#x101;boli&#x146;� Ja vasar&#x101; daudz mu�u � augs labi gri&#x137;i </strong></p><p><strong>Ja ka&#x146;epes ies&#x113;tas vec&#x101; m&#x113;nes&#x12B; � gaid&#x101;ma laba �&#x137;iedra</strong></p><p><strong>Ja Sve�u dien&#x101; garas l&#x101;stekas � b&#x16B;s gari lini; ja &#x12B;sas l&#x101;stekas � &#x12B;si lini</strong></p><p><strong>Ja Sve�u dien&#x101; skaidrs laiks � b&#x16B;s labs linu gads </strong></p><p><strong>Ja z&#x12B;li pavasar&#x12B; pirmoreiz redz uz staba vai jumta � augs gari lini; ja uz zemes � b&#x16B;s zemi lini _ '</strong></p><p><strong>Ja ziem&#x101; augstas kupenas � vasar&#x101; tikpat augsti augs mie�i</strong></p><p><strong>Ja pavasar&#x12B; egl&#x113;m kr&#x12B;t mazie zari&#x146;i (jaunie dzi�numi) � veidosies labs mie�u gads</strong></p><p><strong>Kad dzeguze beidz k&#x16B;kot � mie�i s&#x101;k v&#x101;rpas dz&#x12B;t </strong></p><p><strong>Ja ruden&#x12B; sniegs uzn&#x101;k uz nesasalu�as zemes � izn&#x12B;ks &#x101;boli&#x146;� un r u d z i</strong></p><p><strong>Ja slapj� ir p&#x113;c Ziemsv&#x113;tkiem � rudziem draud briesmas; ja pirms Ziemsvetkiem � rudziem nekas nedraud </strong></p><p><strong>Ja ziem&#x101; vai pavasar&#x12B; garas l&#x101;stekas � b&#x16B;s garas rudzu v&#x101;rpas </strong></p><p><strong>Ja apr&#x12B;l&#x12B; sniegi snieg � b&#x16B;s labi rudzi </strong></p><p><strong>Cik dienu pirms Jur&#x123;iem ir rasa � tikpat dienu pirms J&#x113;kaba dienas b&#x16B;s rudzi p&#x13C;aujami</strong></p><p><strong>Ja vardes pavasar&#x12B; saus&#x101; viet&#x101; &#x13C;oti augstu lec � rudzi druv&#x101; sakrit&#x12B;s un sap&#x16B;s </strong></p><p><strong>Ja sulu laik&#x101; lietus l&#x12B;st � rudzi p&#x16B;s </strong></p><p><strong>Ja sulu laik&#x101; iekr&#x12B;t silts lietus � p&#x16B;s rudzi </strong></p><p><strong>Ja maij&#x101; l&#x12B;st lietus � augs brangi rudzi </strong></p><p><strong>Ja ievas nozied&#x113;ju�as � p&#x113;c m&#x113;ne�a zied&#x113;s rudzi </strong></p><p><strong>Ja m&#x12B;klenes nozied pirms maija � rudzi pirms Annas drenas jau b&#x16B;s p&#x13C;aujami </strong></p><p><strong>Ja egl&#x113;m daudz �iekuru � b&#x16B;s labs rudzu gads </strong></p><p><strong>Ja rudzi zied piln&#x101; m&#x113;nes&#x12B; � b&#x16B;s pilnas v&#x101;rpas </strong></p><p><strong>Ja rudzu ziedu laik&#x101; lauk&#x101; lidin&#x101;s mu�as � b&#x16B;s slikta ra�a</strong></p><p><strong>Ja vasar&#x101; daudz mu�u � augs labi rudzi Kad grieze grie� � rudzi s&#x101;ku�i briest</strong></p><subtitle><a l:href="">Visp&#x101;r&#x113;j&#x101;s ra�&#x12B;bas iepriek�&#x113;jie liecinieki; </a></subtitle><p><strong>Laba ra�a b&#x16B;s tad: </strong></p><p><strong>ja me�a putni n&#x101;k uz t&#x12B;rumiem un pie m&#x101;j&#x101;m; </strong></p><p><strong>ja aug&#x13C;u kokiem daudz aug&#x13C;u; </strong></p><p><strong>ja &#x16B;de&#x146;os maz zivju; </strong></p><p><strong>ja Urb&#x101;na dien&#x101; labs laiks; </strong></p><p><strong>ja ap V&#x12B;tus dienu l&#x12B;st; </strong></p><p><strong>ja ziem&#x101; daudz sniega </strong></p><p><strong>Slikta ra�a b&#x16B;s tad: </strong></p><p><strong>ja ziedu laik&#x101;, saulei sp&#x12B;dot, l&#x12B;st lietus;</strong></p><p><strong>ja bie�i p&#x16B;� zieme&#x13C;u v&#x113;j�; </strong></p><p><strong>ja ra�eni aug daudz pupu</strong></p><p><strong>Ja alk�&#x146;iem daudz pumpuru � b&#x16B;s augl&#x12B;gs gads </strong></p><p><strong>Ja alksnim p&#x101;rsvar&#x101; ir apa&#x13C;i pumpuri � b&#x16B;s slikta ra�a, ja gareni � b&#x16B;s bag&#x101;ts rudens</strong></p><p><strong>Ja pavasaros apses lapas stipri tr&#x12B;c � vasar&#x101; zirgiem b&#x16B;s laba bar&#x12B;ba</strong></p><p><strong>Ja p&#x13C;av&#x101;s sakuplojis daudz sarkan&#x101; &#x101;boli&#x146;a � b&#x16B;s lie�tains un nabadz&#x12B;gs siena laiks </strong></p><p><strong>Ja &#x101;boli&#x146;&#x101; daudz medus � b&#x16B;s laba s&#x113;klu ra�a </strong></p><p><strong>Ja aug&#x13C;u koki nav p&#x101;rm&#x113;r&#x12B;gi augl&#x12B;gi � b&#x16B;s tikai da&#x13C;&#x113;ji augl&#x12B;gs ar&#x12B; lauku gads</strong></p><p><strong>Ja b&#x113;rziem lapas nobirst pirms Mi&#x137;e&#x13C;a dienas � n&#x101;kamaj&#x101; gad&#x101; z&#x101;le b&#x16B;s jau pirms Jura dienas</strong></p><p><strong>Ja purva b&#x113;rzi nodzelt&#x113; pirmie � n&#x101;kamaj&#x101; vasar&#x101; la�b&#x101;ka ra�a b&#x16B;s ielej&#x101;s</strong></p><p><strong>Ja pavasar&#x12B; daudz ceri&#x146;u zied � vasar&#x101; b&#x16B;s daudz siena</strong></p><p><strong>Ja ievas kupli zied � bus augl&#x12B;ga vasara</strong></p><p><strong>Ja ievas agri zied � ruden&#x12B; agri nogatavosies lab&#x12B;ba</strong></p><p><strong>Ja ruden&#x12B; kokiem visas lapas nobirst pirms sniega � b&#x16B;s laba n&#x101;kam&#x101; vasara; ja v&#x113;l ir lapas un n&#x101;k sniegs � b&#x16B;s slikta, neaugl&#x12B;ga vasara</strong></p><p><strong>Ja kokiem lapas v&#x113;lu kr&#x12B;t � n&#x101;kampavasar v&#x113;lu z&#x101;le augs</strong></p><p><strong>Ja lazd&#x101;m daudz riekstu � b&#x16B;s daudz maizes un mie�u</strong></p><p><strong>Ja vasar&#x101; p&#x13C;av&#x101; daudz purvegl&#x12B;�u jeb j&#x101;&#x146;egl&#x12B;�u � b&#x16B;s slikta siena ra�a</strong></p><p><strong>(Ja pavasar&#x12B; o�i ilgi st&#x101;v kaili � b&#x16B;s bag&#x101;ts gads </strong></p><p><strong>Ja ozols izplaukst maij&#x101; � b&#x16B;s augl&#x12B;ga vasara</strong></p><p><strong>Ja Mi&#x137;e&#x13C;os ozolu panga iek�&#x101; ir t&#x12B;ra vai ar&#x12B; ar t&#x101;rpu vai k&#x101;puru � b&#x16B;s skaista vasara un labs lab&#x12B;bas gads; ja iek�&#x101; mu�a � b&#x16B;s vid&#x113;ji labs gads </strong></p><p><strong>Ja ozoliem daudz z&#x12B;&#x13C;u � b&#x16B;s bag&#x101;ta lab&#x12B;ba </strong></p><p><strong>Ja p&#x12B;l&#x101;dzim daudz ogu � n&#x101;kamais b&#x16B;s bag&#x101;ts gads </strong></p><p><strong>Ja ruden&#x12B; rozes atkal uzzied � b&#x16B;s bada laiks </strong></p><p><strong>Ja s&#x113;nes s&#x101;k agri augt � b&#x16B;s bada laiks </strong></p><p><strong>Ja s&#x113;nes neaug � b&#x16B;s bag&#x101;ta ra�a </strong></p><p><strong>Ja viengad daudz s&#x113;&#x146;u � n&#x101;kamgad b&#x16B;s maz maizes</strong></p><subtitle><a l:href="">T&#x101;d&#x101; pa�&#x101; veid&#x101; par n&#x101;kamo ra�u var v&#x113;st&#x12B;t ar&#x12B; dz&#x12B;v�nieki.</a></subtitle><p><strong>Ja &#x101;boli&#x146;a p&#x13C;aujam&#x101; laik&#x101; daudz bi�u � b&#x16B;s bag&#x101;ta s&#x113;klu ra�a</strong></p><p><strong>Ja pirmoreiz c&#x12B;ruli redz zemu lidojam � b&#x16B;s nera�as gads</strong></p><p><strong>Ja c&#x12B;ru&#x13C;i iedzied jaun&#x101; m&#x113;nes&#x12B; � b&#x16B;s bag&#x101;ts gads </strong></p><p><strong>Ja dzeguze iek&#x16B;ko plikos kokos � b&#x16B;s nera�as gads </strong></p><p><strong>Ja dzeguze k&#x16B;ko pirms lap&#x101;m un z&#x101;les � b&#x16B;s bada gads</strong></p><p><strong>Ja dzeguze k&#x16B;ko v&#x113;l pa J&#x101;&#x146;iem � b&#x16B;s neaugl&#x12B;gs gads </strong></p><p><strong>Ja dz&#x113;rves n&#x101;k uz t&#x12B;rumiem � b&#x16B;s bada gads </strong></p><p><strong>Ja Mi&#x137;e&#x13C;a dien&#x101; gov&#x12B;m, m&#x101;j&#x101;s n&#x101;kot, mut&#x113; ir z&#x101;le vai citur pie&#x137;&#x113;ries k&#x101;ds &#x113;dam&#x101; kum�&#x137;is � n&#x101;kamaj&#x101; ziem&#x101; tr&#x16B;ks bar&#x12B;bas</strong></p><p><strong>Ja grieze grie� nevis rudzu druv&#x101;, bet p&#x13C;av&#x101; � b&#x16B;s daudz siena</strong></p><p><strong>Ja febru&#x101;r&#x12B; staig&#x101; mu�as � b&#x16B;s slikts lab&#x12B;bas gads </strong></p><p><strong>Ja maij&#x101; daudz odu �b&#x16B;s bag&#x101;ts rudens </strong></p><p><strong>Ja vasar&#x101; peles &#x113;d sienu � n&#x101;kamgad t&#x101; b&#x16B;s maz</strong></p><p><strong>Ja ruden&#x12B; pe&#x13C;u al&#x101;s daudz lab&#x12B;bas � n&#x101;kamais b&#x16B;s ne�ra�&#x12B;gs gads </strong></p><p><strong>Ja re&#x146;&#x123;u maz � ar&#x12B; lab&#x12B;bas b&#x16B;s maz </strong></p><p><strong>Ja pavasar&#x12B;, pirmo akmeni pace&#x13C;ot, zem t&#x101; atrod skudru � b&#x16B;s sv&#x113;t&#x12B;gs gads; ja t&#x101;rpu � b&#x16B;s tuk�s gads </strong></p><p><strong>Ja st&#x101;r&#x137;is atn&#x101;k ledos � b&#x16B;s bada gads </strong></p><p><strong>Ja st&#x101;r&#x137;i pirmoreiz redz lai�amies � b&#x16B;s bag&#x101;ts gads ja redz st&#x101;vam � slikts, nabadz&#x12B;gs gads </strong></p><p><strong>Ja st&#x101;r&#x137;is no ligzdas izmet olu � b&#x16B;s labs gads; ja izmet b&#x113;rnu � b&#x16B;s slikts gads� </strong></p><p><strong>Ja ozola z&#x12B;l&#x113;s gad&#x101;s t&#x101;rpi&#x146;� � b&#x16B;s labs gads </strong></p><p><strong>Ja m&#x113;slu vabol&#x113;m zem v&#x113;dera daudz �b&#x113;rnu� (mazu kukain&#x12B;�u) � b&#x16B;s ra�&#x12B;gs gads; ja nav to � b&#x16B;s nera�&#x12B;gs gads</strong></p><p><strong>Ja m&#x113;slu vaboles daudz skraida � b&#x16B;s bag&#x101;ta vasara; ja t&#x101;s m&#x113;slos lien � b&#x16B;s tr&#x16B;c&#x12B;ga vasara </strong></p><p><strong>Ja pavasar&#x12B; daudz var�u � b&#x16B;s augl&#x12B;gs gads </strong></p><p><strong>Ja pavasar&#x12B; pirmo vardi redz uz sausas zemes � b&#x16B;s bada gads; ja &#x16B;den&#x12B; � b&#x16B;s bag&#x101;ts gads</strong></p><p><strong>Ja zivis redz &#x16B;den&#x12B; jau pirms ledus ie�anas � b&#x16B;s &#x13C;oti augl&#x12B;ga vasara</strong></p><p><strong>Ja &#x16B;de&#x146;os maz zivju � n&#x101;kamais b&#x16B;s bag&#x101;ts graudu gads</strong></p><subtitle><a l:href="">Par gaid&#x101;mo laiku daudz ko var past&#x101;st&#x12B;t meteorolo&#x123;is�k&#x101;s par&#x101;d&#x12B;bas</a></subtitle><p><strong>Ja mart&#x101; l&#x12B;st � b&#x16B;s slikta ra�a </strong></p><p><strong>Ja apr&#x12B;l&#x12B; l&#x12B;st silts lietus � b&#x16B;s vasar&#x101; kupla p&#x13C;auja </strong></p><p><strong>Ja apr&#x12B;l&#x12B; daudz l&#x12B;st vai snieg � b&#x16B;s augl&#x12B;gs gads </strong></p><p><strong>Ja maij&#x101; ra�eni l&#x12B;st � b&#x16B;s laba ra�a; ja nel&#x12B;st � b&#x16B;s slikta ra�a</strong></p><p><strong>Ja Urb&#x101;na dien&#x101; labs laiks � b&#x16B;s vid&#x113;ji augl&#x12B;gs gads </strong></p><p><strong>Ja lietains pavasaris � b&#x16B;s laba ra�a </strong></p><p><strong>Ja V&#x12B;tus dien&#x101; lietus l&#x12B;st � b&#x16B;s laba ra�a </strong></p><p><strong>Ja slapj� siena laiks � b&#x16B;s augl&#x12B;gs rudens </strong></p><p><strong>Ja Labrenc&#x12B; ir slapj� � b&#x16B;s augl&#x12B;gs rudens </strong></p><p><strong>Ja lietains rudens � b&#x16B;s v&#x101;ja n&#x101;kam&#x101; gada ra�a </strong></p><p><strong>Ja zvaig�&#x146;u kopai Sieti&#x146;am rietot, oktobra beig&#x101;s vai novembr&#x12B; l&#x12B;st � b&#x16B;s vid&#x113;ji augl&#x12B;gs gads</strong></p><p><strong>Ja l&#x12B;st, iekams Sieti&#x146;� nav noriet&#x113;jis, � b&#x16B;s augl&#x12B;gs gads</strong></p><p><strong>Ja p&#x113;c Ziemsv&#x113;tkiem ir slapj� laiks � b&#x16B;s neaugl&#x12B;gs gate</strong></p><p><strong>Ja janv&#x101;r&#x12B; daudz atku�&#x146;u � bus neaugl&#x12B;ga vasara </strong></p><p><strong>Ja Trijkungu dien&#x101; gailis nodzeras pa�obel&#x113; � b&#x16B;s laba ra�a</strong></p><p><strong>Ja Te&#x146;a dien&#x101; no jumta nopil tik daudz, ka gailis var padzerties, � togad b&#x16B;s laba ra�a</strong></p><p><strong>Ja Sve�u dien&#x101; k&#x16B;st tikai tik daudz, ka putns var pa�dzerties, � b&#x16B;s bag&#x101;ts gads; ja k&#x16B;st tik daudz, ka v&#x113;rsis var padzerties, � b&#x16B;s slikts gads</strong></p><p><strong>Ja Meten&#x12B; pal&#x101;ses t&#x101; pil, ka gailis var padzerties, � b&#x16B;s labs, augl&#x12B;gs gads</strong></p><p><strong>Ja pirms Ziemsv&#x113;tkiem garas l&#x101;stekas � b&#x16B;s bag&#x101;ts gads</strong></p><p><strong>(2^-Ziemsv&#x113;tku nakt&#x12B; lieli v&#x113;ji � b&#x16B;s bada gads </strong></p><p><strong>Ja febru&#x101;ra beig&#x101;s stipri zieme&#x13C;v&#x113;ji � b&#x16B;s augl&#x12B;gs</strong></p><p><strong>Ja mart&#x101; v&#x113;j� � b&#x16B;s bag&#x101;ts gads </strong></p><p><strong>Ja sauss marts � b&#x16B;s bag&#x101;ts gads </strong></p><p><strong>Ja Vastl&#x101;v&#x12B; sauss laiks � b&#x16B;s izdev&#x12B;gs, ra�&#x12B;gs gads </strong></p><p><strong>Ja apr&#x12B;lis sauss � b&#x16B;s slikta ra�a </strong></p><p><strong>Ja pavasar&#x12B; lieli pali � vasar&#x101; b&#x16B;s lielas siena kau�dzes</strong></p><p><strong>Ja pavasar&#x12B; p&#x13C;av&#x101;s daudz &#x16B;dens � vasar&#x101; b&#x16B;s daudz siena</strong></p><p><strong>Ja ledus saiet ezera dienvidu pus&#x113; � b&#x16B;s laba ra�a, ja zieme&#x13C;u pus&#x113; � slikta ra�a</strong></p><p><strong>Ja pirmais p&#x113;rkons iet no rietumiem uz austrumiem vai gar dienvidu pamali � b&#x16B;s augl&#x12B;gs gads;</strong></p><p><strong>ja no austrumiem uz rietumiem vai gar zieme&#x13C;u pa�mali � b&#x16B;s slikta ra�a</strong></p><p><strong>Ja pirmais p&#x113;rkona lietus n&#x101;k no Kurzemes � b&#x16B;s ba�g&#x101;ts gads</strong></p><p><strong>Ja mart&#x101; ir p&#x113;rkons � b&#x16B;s daudz siena </strong></p><p><strong>Ja pirms Jur&#x123;iem ir p&#x113;rkons � b&#x16B;s bada gads </strong></p><p><strong>Ja p&#x113;rkons ir agr&#x101; pavasar&#x12B; � b&#x16B;s silta un ra�&#x12B;ga va�sara</strong></p><p><strong>Ja m&#x113;slu vedamaj&#x101; laik&#x101; ir bargs p&#x113;rkons � b&#x16B;s bag&#x101;ts gads</strong></p><p><strong>Ja p&#x113;rkons r&#x16B;c nakt&#x12B; pirms J&#x101;&#x146;iem (pirms 25. j&#x16B;�nija) � b&#x16B;s neaugl&#x12B;ga vasara </strong></p><p><strong>Ja j&#x16B;nij&#x101; bie�i p&#x113;rkoni � b&#x16B;s kuplas druvas</strong></p><p><strong>Ja 1 febru&#x101;ra dien&#x101; sp&#x12B;d saule � b&#x16B;s labs siena gads</strong></p><p><strong>Ja 15 febru&#x101;r&#x12B; sp&#x12B;d saule � b&#x16B;s labs siena laiks </strong></p><p><strong>Ja J&#x101;zepa dien&#x101; saule sp&#x12B;d � b&#x16B;s augl&#x12B;gs gads </strong></p><p><strong>Ja Urb&#x101;na dien&#x101; sp&#x12B;d saule � togad b&#x16B;s laba ra�a </strong></p><p><strong>Ja j&#x16B;nij&#x101; saulains laiks � b&#x16B;s bag&#x101;ts gads; ja dub&#x13C;ains laiks � b&#x16B;s bada gads </strong></p><p><strong>Ja J&#x113;kaba diena ir skaidra � b&#x16B;s bag&#x101;ta ra�a </strong></p><p><strong>Ja Mi&#x137;e&#x13C;os nav saules � b&#x16B;s nes&#x101;t&#x12B;ga lopbar&#x12B;ba </strong></p><p><strong>Ja Ziemsv&#x113;tkos salst � b&#x16B;s labs siena laiks </strong></p><p><strong>Ja Za&#x13C;&#x101;s ceturtdienas r&#x12B;t&#x101; ola uz jumta nesasalst � b&#x16B;s laba vasara </strong></p><p><strong>Ja maijs ir auksts � b&#x16B;s bag&#x101;ts lab&#x12B;bas gads </strong></p><p><strong>Ja ruden&#x12B; agras salnas � n&#x101;kamaj&#x101; gad&#x101; b&#x16B;s liela ra�a</strong></p><p><strong>Ja novembris ir silts un miglains � n&#x101;ks bada gads </strong></p><p><strong>Ja janv&#x101;r&#x12B; uz kokiem metas sarma � gaid&#x101;ma aug�l&#x12B;ga vasara</strong></p><p><strong>Ja ziem&#x101; daudz sarmu � ruden&#x12B; b&#x16B;s daudz auzu </strong></p><p><strong>Ja sarma uzn&#x101;k uz rudens lap&#x101;m � b&#x16B;s laba vasara un ra�a</strong></p><p><strong>Ja sniegs ilgi nekr&#x12B;t � b&#x16B;s slikts gads </strong></p><p><strong>Ja pirmais sniegs uzkr&#x12B;t uz sasalu�as zemes � n&#x101;kam�gad b&#x16B;s daudz ko p&#x13C;aut; ja uz lap&#x101;m kokos � n&#x101;kamaj&#x101; gad&#x101; b&#x16B;s slikta ra�a </strong></p><p><strong>Ja novembr&#x12B; snieg un stipri salst � n&#x101;ko�ais b&#x16B;s ba�g&#x101;ts gads</strong></p><p><strong>Ja l&#x12B;dz Ziemsv&#x113;tkiem daudz sniega � vasaras ra�&#x101; b&#x16B;s daudz pelavu; ja p&#x113;c Ziemsv&#x113;tkiem � daudz briedu�u graudu </strong></p><p><strong>Ja ziem&#x101; bijis maz sniega un sala � b&#x16B;s sliktas ra�as </strong></p><p><strong>Ja ziem&#x101; daudz sniega � b&#x16B;s labs un bag&#x101;ts gads </strong></p><p><strong>Ja me�a koki ilgi ir piesnigu�i � b&#x16B;s bag&#x101;ts gads </strong></p><p><strong>Ja mart&#x101; daudz sniega � vasar&#x101; b&#x16B;s slikta ra�a </strong></p><p><strong>Ja sniegs neaizskrien &#x101;tri ar pavasara pl&#x16B;diem, bet l&#x113;ni izk&#x16B;st un ies&#x16B;cas zem&#x113; � b&#x16B;s augl&#x12B;gs gads</strong></p><p><strong>Ja sniegs celi&#x146;os pavasar&#x12B; izk&#x16B;st ar iedobi � b&#x16B;s ba�g&#x101;ts graudu gads</strong></p><p><strong>Ja sniegs ziem&#x101; uz laukiem, kr&#x16B;mos, ap &#x113;k&#x101;m un s&#x113;t�mal&#x113;s sametas liel&#x101;s kupen&#x101;s � gaid&#x101;ma bag&#x101;ta va�sara, liela ra�a</strong></p><p><strong>Ja pirms Jaungada snieg&#x101; ir lielas kupenas � b&#x16B;s lie�las graudu kaudzes; ja p&#x113;c Jaungada � lielas pelavu kaudzes</strong></p><p><strong>Ja pirms Ziemsv&#x113;tkiem lieli pute&#x146;i � vasaru b&#x16B;s daudz graud*<emphasis>1</emphasis>; ja p&#x113;c sv&#x113;tkiem � daudz pelavu </strong></p><p><strong>Ja pirms Ziemsv&#x113;tkiem savelkas kupenas � n&#x101;kamaj&#x101; gad&#x101; b&#x16B;s bag&#x101;ta ra�a</strong></p><p><strong>Ja Sve�u dien&#x101; saputina kupenas � b&#x16B;s augl&#x12B;gs gads </strong></p><p><strong>Ja Mi&#x137;elis iekr&#x12B;t jaun&#x101; m&#x113;nes&#x12B; � ziemu b&#x16B;s slikta lopu bar&#x12B;ba</strong></p><p><strong>Ja Vastl&#x101;vjos m&#x113;ness ir tr&#x12B;s dienas vecs � b&#x16B;s labs gads;</strong></p><p><strong>ja vec&#x101;ks par trim dienam � b&#x16B;s slikts gads. </strong></p><empty-line/><subtitle><a l:href="">Konkr&#x113;t&#x101;s ra�&#x12B;bas priek�v&#x113;stne�i: </a></subtitle><p><strong>Ja aps&#x113;m lieli zied-pumpuri � b&#x16B;s labas auzas</strong></p><p><strong>Ja aps&#x113;m un alk�&#x146;iem daudz garo &#x137;ekaru � b&#x16B;s labas auzas</strong></p><p><strong>Ja pirmaj&#x101; varav&#x12B;ksn&#x113; vair&#x101;k za&#x13C;uma � b&#x16B;s laba kvie�u ra�a; ja vair&#x101;k dzeltenuma � mie�u ra�a </strong></p><p><strong>Ja ziem&#x101; bie�i l&#x12B;st atkala � n&#x101;kamaj&#x101; vasar&#x101; labi augs lini</strong></p><p><strong>Ja Jaungad&#x101; pirms gaismas aizkurin&#x101;ta kr&#x101;sns labi deg � augs gari lini</strong></p><p><strong>Ja pavasar&#x12B; pa ratu sliedi tek daudz &#x16B;dens � b&#x16B;s garu linu gads</strong></p><p><strong>Ja ap&#x12B;&#x146;iem daudz ziedu � n&#x101;kamaj&#x101; gad&#x101; b&#x16B;s labi mie�i</strong></p><p><strong>Ja aps&#x113;m daudz ziedu � vasar&#x101; labi izdosies mie�i </strong></p><p><strong>Ja ceri&#x146;iem daudz ziedu � b&#x16B;s daudz mie�u </strong></p><p><strong>Ja k&#x101;rkliem daudz p&#x16B;polu � b&#x16B;s laba mie�u ra�a </strong></p><p><strong>Ja p&#x12B;l&#x101;d�i kupli zied � b&#x16B;s bag&#x101;ts mie�u gads </strong></p><p><strong>Ja p&#x12B;l&#x101;d�iem ogas nop&#x16B;st � b&#x16B;s v&#x101;ji mie�i </strong></p><p><strong>Ja daudz pure&#x146;u un t&#x101;s reiz&#x113; zied � taj&#x101; gad&#x101; b&#x16B;s labi mie�i</strong></p><p><strong>Ja vasar&#x101; daudz riekstu � b&#x16B;s daudz mie�u </strong></p><p><strong>Ja vasar&#x101; daudz s&#x113;&#x146;u � b&#x16B;s slikti mie�i </strong></p><p><strong>Ja ruden&#x12B; me�i dzelteni un lapas ilgi turas � n&#x101;kam�gad b&#x16B;s skaisti mie�i; ja lapas nokr&#x12B;t za&#x13C;as � mie�i nos&#x16B;t&#x12B;s </strong></p><p><strong>Ja b&#x113;rzi nodzelt&#x113; pirms Mi&#x137;e&#x13C;iem � n&#x101;kamaj&#x101; gad&#x101; b&#x16B;s labi mie�i</strong></p><p><strong>Ja ziem&#x101; uz ce&#x13C;a redz nobiru�as skujas � vasar&#x101; b&#x16B;s labs mie�u laiks </strong></p><p><strong>Ja daudz ievu ogu � ruden&#x12B; bus bagata rudzu ra�a</strong></p><p><strong>Ja v&#x113;j� rudzu ziedus nes uz m&#x101;jas pusi � b&#x16B;s bag&#x101;ta ra�a;</strong></p><p><strong>ja nes prom no m&#x101;jas � b&#x16B;s v&#x101;ja ra�a </strong></p><p><strong>Ja mlklenes nozied pirms maija � rudzi b&#x16B;s p&#x13C;aujami pirms Annas dienas </strong></p><p><strong>Ja &#x137;imen&#x113;m resni graudi � lieli b&#x16B;s ari rudzu graudi </strong></p><p><strong>Ja daudz br&#x16B;kle&#x146;u- � n&#x101;kamaj&#x101; gad&#x101; b&#x16B;s labi rudzi </strong></p><p><strong>Ja grieze grie� rudzu druv&#x101; � b&#x16B;s bag&#x101;ti rudzi </strong></p><p><strong>Ja ruden&#x12B; rudzos daudz pe&#x13C;u � n&#x101;kamgad b&#x16B;s slikta rudzu ra�a</strong></p><p><strong>Ja egl&#x113;m daudz ziedu un �iekuru � b&#x16B;s laba rudzu ra�a.</strong></p><empty-line/><subtitle><a l:href="">Ra�as v&#x101;k�ana: </a></subtitle><p><strong>Ja &#x101;boli&#x146;u p&#x13C;auj jaun&#x101; m&#x113;nes&#x12B; � labi aug at&#x101;ls</strong></p><p><strong>Ja &#x101;boli&#x146;a stirp&#x101; pirmo kl&#x113;pi liek no zieme&#x13C;u puses � tas labi iz�&#x16B;st, labi uzglab&#x101;jas un to peles ne&#x113;d </strong></p><p><strong>Ja J&#x101;&#x146;os lijis � ar&#x12B; lab&#x12B;bas p&#x13C;aujas laik&#x101; l&#x12B;s </strong></p><p><strong>Ja 1. august&#x101; slapj� � viss lab&#x12B;bas p&#x13C;aujas laiks b&#x16B;s slapj�;</strong></p><p><strong>ja taj&#x101; jauks laiks � rudens bus sauss </strong></p><p><strong>Ja lab&#x12B;bas gubi&#x146;u piespie� vai no malas piesper ar k&#x101;ju � to apce&#x13C; peles</strong></p><p><strong>Ja lab&#x12B;bas gubas vai str&#x113;&#x137;a kr&#x101;v&#x113;js pirmo kl&#x113;pi liek pret zieme&#x13C;iem vai pret zieme&#x13C;iem pagriezies � peles ne�n&#x101;k m&#x101;j&#x101;s</strong></p><p><strong>Ja Mi&#x137;e&#x13C;a dien&#x101; ved lab&#x12B;bu m&#x101;j&#x101;s � to ap&#x113;d un m&#x101;�jas apst&#x101;j peles un �urkas</strong></p><p><strong>Kad pien&#x101;kusi Mi&#x137;e&#x13C;a diena � rudens darbiem j&#x101;b&#x16B;t pabeigtiem, ziemai nu ir v&#x101;rti va&#x13C;&#x101;</strong></p><p><strong>Ja s&#x113;klas lab&#x12B;bu p&#x13C;auj un ku&#x13C; jaun&#x101; m&#x113;nes&#x12B; � t&#x101; dos lielu ra�u </strong></p><p><strong>Ja s&#x113;klu &#x146;em tuk�&#x101; m&#x113;nes&#x12B; � t&#x101; slikti d&#x12B;gst </strong></p><p><strong>Ja linus pl&#x16B;c piln&#x101; m&#x113;nes&#x12B; � tie ir �&#x137;iedraini </strong></p><p><strong>Ja grib m&#x12B;kstus linus � pirmo m&#x113;rk�anai atvesto ve�zumu vai vismaz pirm&#x101;s tr&#x12B;s saujas j&#x101;g&#x101;� m&#x101;rka dien�vidu pus&#x113;</strong></p><p><strong>Ja, gub&#x101; kraujot, pirmo linu kl&#x113;pi liek pret zieme�&#x13C;iem � peles nemetas</strong></p><p><strong>Ja mie�i metas vaska kr&#x101;s&#x101; � tie j&#x101;steidz p&#x13C;aut, lai v&#x101;rpas nenol&#x16B;st</strong></p><p><strong>Ja mie�u p&#x13C;aujas laik&#x101; v&#x101;ra putraimus � n&#x101;kamgad padosies labi mie�i</strong></p><p><strong>Ja ruden&#x12B; agras salnas � rudzu p&#x13C;auja n&#x101;kamaj&#x101; gad&#x101; b&#x16B;s agra</strong></p><p><strong>Kad st&#x101;r&#x137;i izvad&#x101;ju�i b&#x113;rnus � kl&#x101;t &#x12B;stais rudzu p&#x13C;au�jas laiks</strong></p><p><strong>Ja rudzus p&#x13C;auj piln&#x101; m&#x113;nes&#x12B; � ir daudz graudu; ja vec&#x101; m&#x113;nes&#x12B; � tie lab&#x101;k nobriest </strong></p><p><strong>Ja rudzus s&#x101;k p&#x13C;aut vai vismaz k&#x101;du k&#x16B;li nop&#x13C;auj sest�dien&#x101; vai ceturtdien&#x101; � labi �&#x137;iras visa nov&#x101;k�ana</strong></p><p><strong>Ja, rudzu p&#x13C;auju s&#x101;kot, uz t&#x12B;rumu pa&#x146;em l&#x12B;dzi siieru, maizi, sviestu un ga&#x13C;u � n&#x101;kamgad b&#x16B;s laba ra�a</strong></p><p><strong>Ja, rudzus slienot, pirmo kopi&#x146;u liek pret zieme&#x13C;iem � tos �urkas neiz&#x113;d</strong></p><p><strong>Ja no r&#x12B;ta z&#x101;le ir sausa � nakt&#x12B; b&#x16B;s lietus </strong></p><p><strong>Ja no r&#x12B;ta z&#x101;le sp&#x113;c&#x12B;g&#x101;k smar�o nek&#x101; parasti � b&#x16B;s lietus</strong></p><p><strong>Ja sienu s&#x101;k p&#x13C;aut vakar&#x101; � visa p&#x13C;auja labi veiksies </strong></p><p><strong>Ja sienu p&#x13C;auj cie�i l&#x12B;dz zemei � &#x101;tri ataug at&#x101;ls </strong></p><p><strong>Ja grib, lai p&#x13C;auja labi veiktos, � pirmoreiz izejot p&#x13C;av&#x101;, j&#x101;nopl&#x16B;c z&#x101;les sauja un ar to j&#x101;noslauka izkapts </strong></p><p><strong>Ja nop&#x13C;aut&#x101; z&#x101;le rasu nedab&#x16B; � no t&#x101;da siena lopi no�beidzas</strong></p><p><strong>Ja liet&#x16B; p&#x13C;ausi � jauk&#x101; laik&#x101; gr&#x101;bsi </strong></p><p><strong>Ja ap�uvu�ais siens k&#x13C;&#x16B;st mikls � b&#x16B;s lietus </strong></p><p><strong>Ja siens sa&#x146;em tr&#x12B;s saules � tas ir izkaltis </strong></p><p><strong>Ja sien&#x101;�i za&#x13C;i � ar&#x12B; sienu izdosies sav&#x101;kt za&#x13C;u; ja pel&#x113;ki vai iedzelteni � ar&#x12B; siens b&#x16B;s pel&#x113;ks vai iedzeltens</strong></p><p><strong>Ja sien&#x101;zim ir za&#x13C;a aste � b&#x16B;s labs siena laiks; ja melna aste � b&#x16B;s lietains laiks </strong></p><p><strong>Ja no&#x137;erts sien&#x101;zis sp&#x13C;auj za&#x13C;u � b&#x16B;s labs siena laiks; ja pel&#x113;ku � b&#x16B;s lietus</strong></p><p><strong>Ja Jur&#x123;os kaut uz br&#x12B;di uzsp&#x12B;d saule � b&#x16B;s labs siena laiks</strong></p><p><strong>Ja maija vakaros ir rasa � b&#x16B;s bag&#x101;t&#x12B;gs siens </strong></p><p><strong>Ja 23. un 24. j&#x16B;nij&#x101; nav man&#x101;ma vakarbl&#x101;zma � p&#x113;c 26. j&#x16B;nija s&#x101;ksies slikts siena laiks</strong></p><p><strong>Ja J&#x101;&#x146;uz&#x101;les ilgi nev&#x12B;st � ar&#x12B; siens nekalt&#x12B;s un b&#x16B;s lietus</strong></p><p><strong>Ja 10. j&#x16B;lij&#x101; sp&#x12B;d saule � b&#x16B;s labs siena laiks </strong></p><p><strong>Kad J&#x113;kabi pag&#x101;ju�i � sienu var b&#x101;zt �&#x137;&#x16B;n&#x12B;, kaut &#x16B;dens gar dak�&#x101;m tec&#x113;tu</strong></p><p><strong>'Ja p&#x113;c Annas dienas sal&#x12B;st siens � tas tik un t&#x101; ne�p&#x16B;st, kaut &#x16B;dens pa dak�u k&#x101;tu tec&#x113;tu </strong></p><p><strong>Ja l&#x12B;dz 2. augustam p&#x13C;auj � ar&#x12B; zem kr&#x16B;ma �&#x16B;st; ja p&#x113;c tam � pat uz kr&#x16B;ma un koka ne�&#x16B;st</strong></p><p><strong>Ja sienu p&#x13C;auj jaun&#x101; m&#x113;nes&#x12B; � tas nep&#x16B;st; ja vec&#x101; m&#x113;nes&#x12B; � tas &#x101;tri p&#x16B;st</strong></p><p><strong>Ja sienu p&#x13C;auj jaun&#x101; m&#x113;nes&#x12B; � aug sp&#x113;c&#x12B;gs at&#x101;ls un n&#x101;kamaj&#x101; gad&#x101; liela z&#x101;le </strong></p><p><strong>Ja k&#x101;jas auj uz �&#x137;&#x16B;&#x146;a sliek�&#x146;a � neb&#x16B;s siena laika </strong></p><p><strong>Ja, sienu p&#x13C;aujot, k&#x101;jas lien z&#x101;l&#x113; � b&#x16B;s lietus </strong></p><p><strong>Ja, sienu gr&#x101;bjot, daudz trok�&#x146;o � ziemu &#x113;dot aitas daudz br&#x113;c</strong></p><p><strong>Ja siena laik&#x101; pamet gr&#x101;beklim zarus uz aug�u � dr&#x12B;z uzn&#x101;ks lietus</strong></p><p><strong>Ja siena laik&#x101; grib nov&#x113;rst p&#x113;rkonu � vajag pl&#x113;st k&#x101;rklu kr&#x16B;mu </strong></p><p><strong>Ja siena laik&#x101; pirms p&#x13C;aujas &#x113;d � �&#x16B;skas r&#x101;d&#x101;s </strong></p><p><strong>Ja siena laik&#x101; iz&#x113;d sausus traukus � b&#x16B;s sauss laiks </strong></p><p><strong>Ja p&#x113;c siena iev&#x101;k�anas &#x113;d biezputru � n&#x101;kamaj&#x101; gad&#x101; aug bieza z&#x101;le</strong></p><p><strong>Ja, pirmo siena vezumu m&#x101;j&#x101; vedot, dzen pretim lopus � sienu nemait&#x101;s peles</strong></p><p><strong>Ja m&#x101;j&#x101;s ved siena kaud�u p&#x101;rkarus vai br&#x101;&#x137;a mei�jas � otr&#x101; gad&#x101; z&#x101;le neaugs</strong></p><empty-line/><p>Laikaz&#x12B;m&#x113;m par ra�as uzglab&#x101;�anu pa liel&#x101;kajai da&#x13C;ai ir izteikts tic&#x113;jumu raksturs. Te izpau�as m&#x16B;su sen�u pa�saules uzskata da�&#x101;di sl&#x101;&#x146;i. T&#x101;p&#x113;c ar&#x12B; �&#x101;da veida laika�z&#x12B;mes var interes&#x113;t m&#x16B;su laikabiedrus. Un k&#x101;p&#x113;c gan nepamekl&#x113;t tajos k&#x101;dus racion&#x101;los kodolus?</p><empty-line/><p><strong>Ja, nov&#x101;cot lauku, atst&#x101;j ku�&#x137;&#x12B;ti vai kul&#x12B;ti lab&#x12B;�bas � paliek sv&#x113;t&#x12B;ba ar&#x12B; citam gadam</strong></p><p><strong>Ja saimnieks ruden&#x12B; rij&#x101; vai �&#x137;&#x16B;n&#x12B; pirmo k&#x16B;li nes ar resgali pa priek�u � n&#x101;kamais gads b&#x16B;s bag&#x101;ts</strong></p><p><strong>Ja ruden&#x12B; apcirkn&#x12B; ieliek v&#x101;rpu vainagu � n&#x101;kamaj&#x101; gad&#x101; b&#x16B;s labs birums</strong></p><p><strong>Ja istab&#x101;, kur cilv&#x113;ks mirst, ir k&#x101;das s&#x113;klas � t&#x101;s vairs ned&#x12B;gst</strong></p><p><strong>Ja, salmus kraujot, zem pirm&#x101; kl&#x113;pja pamet akme�&#x146;us � peles salmus nemait&#x101; </strong></p><p><strong>Ja Mi&#x137;e&#x13C;os kaut ko izved uz lauka � lab&#x12B;bu no&#x113;d peles </strong></p><p><strong>Ja Mi&#x137;e&#x13C;a r&#x12B;t&#x101; ma&#x13C; � graudus apst&#x101;j peles </strong></p><p><strong>Ja Mi&#x137;e&#x13C;a dien&#x101; ar �agaru vai p&#x12B;l&#x101;d�a koku m&#x101;j&#x101;, k&#x16B;t&#x12B;, piedarb&#x101; izper visas malas, t&#x101; perot iet l&#x12B;dz robe�ai, �o �agaru p&#x101;rmet p&#x101;ri robe�ai un n&#x101;k m&#x101;j&#x101;, atpaka&#x13C; neskat&#x12B;�damies, � visas peles un �urkas atst&#x101;j m&#x101;ju </strong></p><p><strong>Ja lab&#x12B;bu ma&#x13C; vec&#x101; m&#x113;nes&#x12B; � milti neboj&#x101;jas</strong></p><p><strong>Ja, nesot kl&#x113;t&#x12B; pirmo lab&#x12B;bas maisu, tr&#x12B;sreiz piesit k&#x101;ju pret gr&#x12B;du � peles lab&#x12B;bu neaiztiek</strong></p><p><strong>Ja Vasarsv&#x113;tku meijas paliek �&#x137;&#x16B;n&#x12B; zem siena � to peles neaiztiek</strong></p><p><strong>Ja zem siena pamet vecu, izbrauktu ratu asi � �o sienu nekap&#x101; peles</strong></p><p><strong>Ja Vasarsv&#x113;tku meijas liek �&#x137;&#x16B;n&#x12B; zem siena � tas nepel&#x113;</strong></p><p><strong>Ja grib, lai peles un �urkas negrau� sienu, lab&#x12B;bu, linus, kartupe&#x13C;us � pirmais kl&#x113;pis, k&#x16B;lis, grozs -j&#x101;liek zieme&#x13C;u st&#x16B;ri</strong></p><p><strong>Ja Maz&#x101;s M&#x101;ras dien&#x101; lini paliku�i m&#x101;rk&#x101; � tie tiks sa&#x113;sti, bet, ja uzliek virs&#x16B; izkapti vai citu dzelzi, � tie saglab&#x101;sies</strong></p><p><strong>Ja uz miltu vai putraimu maisa vai kastes uzliek tr&#x12B;s akme&#x146;us � neiemetas kodes</strong></p><p><strong>Ja miltus ma&#x13C; pavasar&#x12B;, kam&#x113;r ir ledus, � tie labi uzglab&#x101;jas</strong></p><empty-line/><subtitle><strong>SAK&#x145;U D&#x100;RZKOP&#x12A;BA</strong></subtitle><subtitle><a l:href="###">Visp&#x101;r&#x113;jie s&#x113;�anas un st&#x101;d&#x12B;�anas laiki</a>: </subtitle><p><strong>Ja ziem&#x101; k&#x101;d&#x101; ned&#x113;&#x13C;as dien&#x101; uz sniega ir kni�&#x13C;i vai t&#x101;rpi&#x146;i � pavasar&#x12B; �aj&#x101; dien&#x101; nedr&#x12B;kst neko s&#x113;t vai st&#x101;d&#x12B;t, jo kukai&#x146;i visu no&#x113;d&#x12B;s</strong></p><p><strong>Pavasar&#x12B; jaun&#x101; m&#x113;nes&#x12B; j&#x101;steidz s&#x113;t un st&#x101;d&#x12B;t visus tos augus, kam ra�a ir virs zemes; vec&#x101; m&#x113;nes&#x12B; � tos, kam ra�a zem&#x113; Ja saknes s&#x113;j vai st&#x101;da jaun&#x101; m&#x113;nes&#x12B; � t&#x101;s izaug stieb�ros, ziedos</strong></p><p><strong>Ja saknes s&#x113;j vai st&#x101;da tr&#x12B;s dienu vec&#x101; m&#x113;nes&#x12B; � t&#x101;s &#x13C;oti ra�eni aug</strong></p><p><strong>Ja d&#x101;rze&#x146;us s&#x113;j vai st&#x101;da 6 m&#x113;ne�us p&#x113;c t&#x101;s dienas, kad bijusi liela sarma,.tie labi izdodas</strong></p><p><strong>Ja pavasar&#x12B; d&#x101;rz&#x101;jus s&#x101;k s&#x113;t no zieme&#x13C;puses � tos t&#x101;rpi neizlod&#x101;.</strong></p><empty-line/><subtitle><a l:href="">Konkr&#x113;tie s&#x113;�anas un st&#x101;d&#x12B;�anas laiki: </a></subtitle><p><strong>Ja bietes s&#x113;j zieme&#x13C;u v&#x113;ja laik&#x101; � t&#x101;s aug cietas</strong></p><p><strong>Ja bietes st&#x101;da jaun&#x101; m&#x113;nes&#x12B; � t&#x101;s ra�eni aug, bet iz�iet ziedos; ja st&#x101;da vec&#x101; m&#x113;nes&#x12B; � t&#x101;s neizzied </strong></p><p><strong>Ja burk&#x101;nus ies&#x113;j pirmdien&#x101; � tie san&#x101;k jau pir�maj&#x101; ned&#x113;&#x13C;&#x101;;</strong></p><p><strong>ja Urb&#x101;na dien&#x101; � tie aug gari un resni; ja jaun&#x101; m&#x113;nes&#x12B; � tie ra�eni aug, bet iziet ziedos; ja vec&#x101; m&#x113;nes&#x12B; � tie neizzied</strong></p><p><strong>Ja gur&#x137;us d&#x113;sta mier&#x12B;g&#x101; laik&#x101; � b&#x16B;s maz v&#x113;ja ziedu un daudz pa�u gur&#x137;u </strong></p><p><strong>Ja p&#x12B;l&#x101;dzim daudz ziedu � labi padosies gur&#x137;i </strong></p><p><strong>Ja gur&#x137;us s&#x113;j jaun&#x101; m&#x113;nes&#x12B; � tie tuk�i zied vien; ja vec&#x101; m&#x113;nes&#x12B; � to ir daudz un tie labi ien&#x101;kas; ja piln&#x101; m&#x113;nes&#x12B; � tie zied un daudz ien&#x101;kas; ja tuk�&#x101; m&#x113;nes&#x12B; � zied l&#x12B;dz rudenim un maz ien&#x101;kas; ja Urb&#x101;na dien&#x101; � tiem ir vislab&#x101;k&#x101; ra�a; ja pirms 7. maija � tie labi padodas </strong></p><p><strong>Ja pavasar&#x12B; egl&#x113;m �iekuri aug pa�&#x101; galotn&#x113; � kartupe&#x13C;us vajag st&#x101;d&#x12B;t pa�os augst&#x101;kajos laukos</strong></p><p><strong>Ja ce&#x13C;us ziem&#x101; izbrauc k&#x101; gr&#x101;vjus � b&#x16B;s sausa vasara un kartupe&#x13C;i j&#x101;st&#x101;da zem&#x101; viet&#x101;</strong></p><p><strong>Ja kartupe&#x13C;i pagrab&#x101; agri saasno � tie ar&#x12B; agri j&#x101;�st&#x101;da</strong></p><p><strong>,Ja kartupe&#x13C;i &#x13C;oti sad&#x12B;gst � n&#x101;kamaj&#x101; gad&#x101; b&#x16B;s &#x13C;oti j laba ra�a</strong></p><p><strong>Ja kartupe&#x13C;us st&#x101;da &#x101;be&#x13C;ziedu un gubu m&#x101;ko&#x146;u laik&#x101; � tie labi padodas</strong></p><p><strong>Ja kartupe&#x13C;us st&#x101;da, kad ievas zied vai &#x101;beles beidz zied&#x113;t, � ir &#x12B;st&#x101;kais laiks</strong></p><p><strong>Ja kartupe&#x13C;u st&#x101;d&#x101;maj&#x101; dien&#x101; pie debes&#x12B;m nav neviena m&#x101;ko&#x146;a � ruden&#x12B; zeme b&#x16B;s bez kartupe&#x13C;iem;ja ir apm&#x101;cies, miglains vai m&#x101;ko&#x146;ains laiks � b&#x16B;s daudz kartupe&#x13C;u</strong></p><p><strong>Ja kartupe&#x13C;us st&#x101;da taj&#x101; ned&#x113;&#x13C;as dien&#x101;, kad ruden&#x12B; uzsalu�i pirmie kukur�&#x146;i vai uzkritis pirmais sniegs, � tie labi aug;</strong></p><p><strong>ja dienvidu vai vakara v&#x113;ja laik&#x101; � ir bag&#x101;ta ra�a; ja zieme&#x13C;u v&#x113;ja laik&#x101; � ir v&#x101;ja ra�a; ja t&#x101;d&#x101; dien&#x101;, kad nav redzams m&#x113;ness, � tie aug mil�taini;</strong></p><p><strong>ja vec&#x101; m&#x113;nes&#x12B; bumbu&#x13C;ainu m&#x101;ko&#x146;u laik&#x101; � tie aug miltaini, gludi un nesaiet lakstos; ja piln&#x101; m&#x113;nes&#x12B; � aug daudz un lieli bumbu&#x13C;i; ja vec&#x101; m&#x113;nes&#x12B; � tajos maz nez&#x101;&#x13C;u; ja jaun&#x101; m&#x113;nes&#x12B; � tie izaug lakstos, ir &#x16B;de&#x146;aini un tos nom&#x101;c nez&#x101;les; ja Urb&#x101;na dien&#x101; � tie neaug lieli un tos t&#x101;rpi sa&#x113;d; ja V&#x113;�a vai Dv&#x12B;&#x146;u dien&#x101; � tie labi padodas; ja Skorpiona dien&#x101; � metas t&#x101;rpaini</strong></p><p><strong>Ja vardes kurc � kl&#x101;t vis&#x12B;st&#x101;kais k&#x101;postu s&#x113;jamais laiks</strong></p><p><strong>Ja k&#x101;postus s&#x113;j vai st&#x101;da taj&#x101; ned&#x113;&#x13C;as dien&#x101;, kad iepriek�&#x113;j&#x101; ruden&#x12B; uzkritis pirmais sniegs, par&#x101;d&#x12B;jies pir�mais ledus vai pavasar&#x12B; ledi l&#x16B;zu�i, � tie lieliski aug </strong></p><p><strong>Ja k&#x101;postus st&#x101;da taj&#x101; ned&#x113;&#x13C;as dien&#x101;, kad ruden&#x12B; sni�dzis pirmais sniegs, � tos neaiztiks sprad�i</strong></p><p><strong>Ja &#x122;ertr&#x16B;des, Benedikta dien&#x101; vai t&#x101;d&#x101; ned&#x113;&#x13C;as dien&#x101;, kad uz sniega par&#x101;d&#x12B;ju�ies kukain&#x12B;�i, st&#x101;da k&#x101;postus � tos kukai&#x146;i no&#x113;d</strong></p><p><strong>Ja &#x122;ertr&#x16B;des dien&#x101; st&#x101;da vai v&#x101;ra un &#x113;d k&#x101;postus � vasaru kukai&#x146;i no&#x113;d k&#x101;postus</strong></p><p><strong>Ja k&#x101;postus st&#x101;da taj&#x101; ned&#x113;&#x13C;as dien&#x101;, kad iekritusi Pelnu diena, � tiem galvi&#x146;as nerie�as </strong></p><p><strong>Ja k&#x101;postus st&#x101;da vec&#x101; m&#x113;nes&#x12B; � tie v&#x101;r&#x101;s m&#x12B;ksti </strong></p><p><strong>Ja k&#x101;postus s&#x113;j M&#x101;ras dien&#x101; � tos kukai&#x146;i no&#x113;d </strong></p><p><strong>Ja k&#x101;postiem m&#x113;sli vesti vec&#x101; m&#x113;nes&#x12B; � padodas &#x13C;oti laba ra�a</strong></p><p><strong>Ja k&#x101;postus st&#x101;da zieme&#x13C;u v&#x113;ja laik&#x101; � aug cietas, bet zilas galvi&#x146;as;</strong></p><p><strong>Ja k&#x101;postus s&#x113;j vai st&#x101;da augo�&#x101; m&#x113;ness miglain&#x101; dien&#x101; � tie nekalst; ja Svaru dien&#x101; � aug svar&#x12B;gas, lielas galvi&#x146;as; ja- Auna dien&#x101; � aug cietas un lielas galvi&#x146;as </strong></p><p><strong>Ja &#x137;irbjus st&#x101;da piln&#x101; m&#x113;nes&#x12B; � tie aug lieli, biezi un pilni</strong></p><p><strong>Ja magones s&#x113;j piln&#x101; m&#x113;nes&#x12B; � t&#x101;s zied kupli un ir daudz s&#x113;klu </strong></p><p><strong>Ja pu&#x137;es st&#x101;da jaun&#x101; m&#x113;nes&#x12B; � t&#x101;s labi ieaug </strong></p><p><strong>Ja pu&#x137;es st&#x101;da jaun&#x101; vai piln&#x101; m&#x113;nes&#x12B; � t&#x101;s labi aug un kupli zied</strong></p><p><strong>Ja &#x123;eor&#x123;&#x12B;nes st&#x101;da Urb&#x101;na dien&#x101; � t&#x101;s kupli zied </strong></p><p><strong>Kad v&#x12B;toliem un k&#x101;rkliem birst p&#x16B;poli � ir vis&#x12B;st&#x101;kais pupu s&#x113;jas laiks </strong></p><p><strong>Ja pupas st&#x101;da, kad ozoli pumpuros, � t&#x101;s labi aug; ja dienvidr&#x12B;tu v&#x113;ja laik&#x101; � t&#x101;s izaug p&#x101;k�ainas un m&#x12B;kstas;</strong></p><p><strong>ja zieme&#x13C;u v&#x113;ja laik&#x101; � aug cietas Ja pupas st&#x101;da pirmdienas priek�pusdien&#x101; � t&#x101;s no viena gala l&#x12B;dz otram pieaug ar p&#x101;kst&#x12B;m;ja ned&#x113;&#x13C;as beig&#x101;s, kad vair&#x101;k dienu aiztec&#x113;jis, � p&#x101;kst&#x12B;s ir daudz graudu</strong></p><p><strong>Ja pupas st&#x101;da, kad debes&#x12B;s ir balti laivveida m&#x101;�ko&#x146;i, � t&#x101;s aug liel&#x101;m p&#x101;kst&#x12B;m, pilnas un m&#x12B;kstas;ja jaun&#x101; m&#x113;nes&#x12B; un ned&#x113;&#x13C;as s&#x101;kum&#x101; � t&#x101;m ir p&#x101;kstis no viena gala l&#x12B;dz otram un visas pilnas; ja &#x122;ertr&#x16B;des dien&#x101; � t&#x101;s no&#x113;d kukai&#x146;i; ja Skorpiona dien&#x101; � t&#x101;s labi aug </strong></p><p><strong>Ja r&#x101;ce&#x146;us s&#x113;j, kad alk�&#x146;iem izplauku�i pumpuri, � tos nemait&#x101; kukai&#x146;i </strong></p><p><strong>Ja k&#x101;&#x13C;us st&#x101;da J&#x101;&#x146;u vakar&#x101; � tie aug m&#x12B;ksti </strong></p><p><strong>R&#x101;ce&#x146;i j&#x101;s&#x113;j taj&#x101; ned&#x113;&#x13C;as dien&#x101;, kad iepriek�&#x113;j&#x101; ruden&#x12B; ir uzsnidzis pirmais sniegs </strong></p><p><strong>Ja debesis ir gabalainas � j&#x101;st&#x101;da r&#x101;ce&#x146;i un k&#x101;&#x13C;i </strong></p><p><strong>Ja grib lielus un m&#x12B;kstus k&#x101;&#x13C;us � tie j&#x101;st&#x101;da tre�die�n&#x101;s vai piektdien&#x101;s, saulei rietot</strong></p><p><strong>Ja k&#x101;&#x13C;us st&#x101;da ar aitu m&#x113;sliem m&#x113;slot&#x101; zem&#x113; � tie ir t&#x101;rpaini un nelietojami</strong></p><p><strong>Ja r&#x101;ce&#x146;us un k&#x101;&#x13C;us s&#x113;j vec&#x101; m&#x113;nes&#x12B; � tie aug labi, lieli un neizzied ziedos</strong></p><p><strong>Ja r&#x101;ce&#x146;us un k&#x101;&#x13C;us st&#x101;da vec&#x101; m&#x113;nes&#x12B; � tie ir cieti un c&#x12B;pslaini</strong></p><p><strong>Ja rutkus un m&#x101;rrutkus s&#x113;j zieme&#x13C;u v&#x113;ja laik&#x101; � tie aug cieti</strong></p><p><strong>Ja rutkus s&#x113;j vai st&#x101;da vec&#x101; m&#x113;nes&#x12B; p&#x113;c saules rieta � tie labi aug un neizzied</strong></p><subtitle><a l:href="">S&#x12B;poli:</a></subtitle><p><strong>Ja grib ieg&#x16B;t labus s&#x12B;polus � tie j&#x101;d&#x113;sta, kad &#x101;be&#x13C;u ziedi pumpuros</strong></p><p><strong>Ja Jetes dien&#x101; d&#x113;sta s&#x12B;polus � tie aug lieli un to ir daudz;</strong></p><p><strong>ja 9. maij&#x101; un tas iekr&#x12B;t vec&#x101; m&#x113;nes&#x12B; � tie vislab&#x101;k aug .</strong></p><p><strong>Ja grib, lai labi padodas s&#x12B;poli, lai tie nezied un ir stipri � j&#x101;st&#x101;da Ijaba dien&#x101; </strong></p><p><strong>Ja grib brangus s&#x12B;polus � tie j&#x101;st&#x101;da 31. maij&#x101; Ja s&#x12B;polus st&#x101;da pirmdienas r&#x12B;t&#x101; � to maz saaug apak�&#x101;</strong></p><p><strong>Ja s&#x12B;polus st&#x101;da agr&#x101; pirmdienas r&#x12B;t&#x101;, kam&#x113;r v&#x113;l visi kusto&#x146;i gu&#x13C;, � tos t&#x101;rpi ne&#x113;d</strong></p><p><strong>Ja s&#x12B;polus d&#x113;sta no r&#x12B;ta pirms saules � tie n&#x101;k &#x101;r&#x101; no zemes;ja vakar&#x101; p&#x113;c saules � aug zem&#x113; iek�&#x101; </strong></p><p><strong>Ja s&#x12B;polus st&#x101;da saules laik&#x101; � tie lien &#x101;r&#x101; no zemes </strong></p><p><strong>Ja s&#x12B;polus st&#x101;da saulain&#x101; laik&#x101; � tie dzelt&#x113; </strong></p><p><strong>Ja s&#x12B;polus st&#x101;da jaun&#x101; m&#x113;nes&#x12B; � zied loki un tie ne�nogatavojas l&#x12B;dz pat v&#x113;lam rudenim</strong></p><empty-line/><p><a l:href="">Ja s&#x12B;polus</a>:</p><p><strong>jaun&#x101; m&#x113;nes&#x12B; st&#x101;da no r&#x12B;ta � tie labi iz�dodas;</strong></p><p><strong>ja vec&#x101; m&#x113;nes&#x12B; uz vakaru � ar&#x12B; labi izdodas; </strong></p><p><strong>ja vec&#x101; m&#x113;nes&#x12B; � tie nezied;</strong></p><p><strong>ja piln&#x101; m&#x113;nes&#x12B; p&#x113;c saules rieta ceturtdienas vakar&#x101; � tie augs lieli; </strong></p><p><strong>ja piln&#x101; m&#x113;nes&#x12B; un piektdien&#x101; � tie izaug lieli; </strong></p><p><strong>ja vec&#x101; m&#x113;nes&#x12B;, kam&#x113;r pui�i pirt&#x12B;, � tie aug lieli k&#x101; pui�u pauti; </strong></p><p><strong>ja V&#x113;�a dien&#x101; � b&#x16B;s liela ra�a;bet tie b&#x16B;s gal&#x12B;gi t&#x101;rpaini � </strong></p><empty-line/><subtitle><a l:href="">Ja zir&#x146;us s&#x113;j :</a></subtitle><p><strong>ja st&#x101;da Skorpiona dien&#x101; kad kadi&#x137;i put � vis&#x12B;st&#x101;kais zir&#x146;u s&#x113;jamais laiks </strong></p><p><strong>100. dien&#x101; p&#x113;c Jaun&#x101; gada (10. apr&#x12B;l&#x12B;) � tie &#x12B;pa�i labi padodas; </strong></p><p><strong>ja &#x122;ertr&#x16B;des dien&#x101; � tos no&#x113;d kukai&#x146;i; </strong></p><p><strong>ja t&#x101;d&#x101; r&#x12B;t&#x101;, kad sliekas zemi saurbu�as maz&#x101;s �upi&#x146;&#x101;s, � tie lieliski aug;</strong></p><p><strong>ja taj&#x101; pavasara ned&#x113;&#x13C;as dien&#x101;, kad bijusi sarma vai taj&#x101; rudens ned&#x113;&#x13C;as dien&#x101;, kad uzkritis pirmais sniegs, � tie labi aug un m&#x12B;ksti v&#x101;r&#x101;s;</strong></p><p><strong>ja r&#x12B;t&#x101; agri vai v&#x113;lu vakar&#x101;, bez saules un v&#x113;l ar cim�diem � tie aug lieli un m&#x12B;ksti un tos t&#x101;rpi ne&#x113;d; </strong></p><p><strong>ja ned&#x113;&#x13C;as s&#x101;kum&#x101; � aug mazas un pustuk�as p&#x101;kstis; </strong></p><p><strong>ja ned&#x113;&#x13C;as gal&#x101; � lielas un pilnas; </strong></p><p><strong>ja dienvidu v&#x113;ja laik&#x101; � tie aug m&#x12B;ksti, bet t&#x101;rpaini; </strong></p><p><strong>ja zieme&#x13C;u v&#x113;ja laik&#x101; � tie aug cieti </strong></p><p><strong>ja zir&#x146;u s&#x113;�anas laik&#x101; uzn&#x101;k p&#x113;rkons � tie b&#x16B;s nez&#x101;&#x13C;aini</strong></p><p><strong>Ja zir&#x146;us nes&#x113;j jaun&#x101; m&#x113;nes&#x12B; � tie labi padodas </strong></p><p><a l:href="">Ja grib zir&#x146;us</a></p><p><strong>ziediem vai lopbar&#x12B;bai � tie j&#x101;s&#x113;j jaun&#x101; vai augo�&#x101; m&#x113;nes&#x12B;; </strong></p><p><strong>ja grib graudiem � vec&#x101; vai dilsto�&#x101; m&#x113;nes&#x12B; </strong></p><p><strong>Ja zir&#x146;us s&#x113;j jaun&#x101; vai augo�&#x101; m&#x113;nes&#x12B; � tie tikai aug un zied un l&#x12B;dz galam nenogatavojas;</strong></p><p><strong>ja dilsto�&#x101; vai vec&#x101; � tie nav t&#x101;rpaini, ir ra�&#x12B;gi un labi nogatavojas</strong></p><p><strong>Ja grib vesel&#x12B;gus un lielus zir&#x146;us � tad jaun&#x101; m&#x113;nes&#x12B; tie j&#x101;s&#x113;j vakar&#x101; p&#x113;c saules </strong></p><p><a l:href="">Ja zir&#x146;us s&#x113;j</a></p><p><strong>vec&#x101; m&#x113;nes&#x12B; � tie &#x101;tri nogatavojas; </strong></p><p><strong>ja piln&#x101; m&#x113;nes&#x12B; � aug pilnas p&#x101;kstis; </strong></p><p><strong>ja piln&#x101; m&#x113;nes&#x12B; pirms saules � tie nav t&#x101;rpaini un ir ra�&#x12B;gi;</strong></p><p><strong>ja Zivju dien&#x101; � tie nav skaraini, bet ar gar&#x101;m p&#x101;k�st&#x12B;m k&#x101; zivis;</strong></p><p><strong>ja Skorpiona dien&#x101; � tie aug skaraini; </strong></p><p><strong>ja Svaru dien&#x101; � tie aug smagi un ra�&#x12B;gi.</strong></p><empty-line/><subtitle><a l:href="">Augu kop�ana un att&#x12B;st&#x12B;ba: </a></subtitle><p><strong>Ja Jaungada nakt&#x12B; zvaig��&#x146;otas debesis � visp&#x101;r veidosies bag&#x101;ta d&#x101;rze&#x146;u ra�a </strong></p><p><strong>Ja Pelnu dien&#x101; d&#x101;rzus nokaisa ar pelniem � tajos ne�met&#x12B;sies kukai&#x146;i un t&#x101;rpi</strong></p><p><strong>Ja l&#x12B;dz J&#x113;kaba dienai kas neizd&#x12B;gst � tas l&#x12B;dz rudenim t&#x101; ar&#x12B; nenogatavosies </strong></p><p><strong>Ja zir&#x146;i sakr&#x12B;t � n&#x101;kam&#x101; vasara b&#x16B;s neaugl&#x12B;ga </strong></p><p><strong>Ja pavasar&#x12B; daudz pure&#x146;u � ruden&#x12B; b&#x16B;s daudz kartu�pe&#x13C;u</strong></p><p><strong>Ja pavasar&#x12B; maz pupolu � b&#x16B;s maz kartupe&#x13C;u </strong></p><p><strong>Ja p&#x12B;l&#x101;d�iem pavasar&#x12B; daudz ziedu � b&#x16B;s labi kartu�pe&#x13C;i</strong></p><p><strong>Ja pavasar&#x12B; eglem ir daudz �iekuru � ruden&#x12B; b&#x16B;s daudz kartupe&#x13C;u</strong></p><p><strong>Ja ozoliem daudz z&#x12B;&#x13C;u � n&#x101;kamgad b&#x16B;s daudz kartu�pe&#x13C;u</strong></p><p><strong>Ja rusa plandas � kartupe&#x13C;iem ziedi un lapas k&#x13C;&#x16B;st br&#x16B;nas</strong></p><p><strong>Ja &#x137;ikuts bie�i kliedz � nepadosies kartupe&#x13C;i </strong></p><p><strong>Ja J&#x113;kaba dien&#x101; vai Labren�a dien&#x101; iet vilkt vai rav&#x113;t kartupe&#x13C;us � tie k&#x13C;&#x16B;st cirmu&#x13C;aini </strong></p><p><strong>Ja ir labs &#x101;bolu gads � b&#x16B;s labs kartupe&#x13C;u gads Ja lazd&#x101;m nav riekstu � b&#x16B;s daudz kartupe&#x13C;u </strong></p><p><strong>Ja pavasar&#x12B; pirmo reizi cielavu ierauga no galvas pu�ses � augs labi k&#x101;posti; ja no astes puses � augs gari lini </strong></p><p><strong>Ja ap J&#x113;kaba dienu k&#x101;postiem v&#x113;l nav galvi&#x146;u � to neb&#x16B;s visp&#x101;r</strong></p><p><strong>Ja J&#x113;kaba dien&#x101; &#x137;iploku lakstus sasien k&#x16B;l&#x12B;t&#x12B; � tie nelien zem&#x113;</strong></p><p><strong>Ja vasar&#x101; ziedu laik&#x101; caur saules stariem lietus l&#x12B;st � veidojas labas pupu ra�as</strong></p><p><strong>Ja s&#x12B;polus katra veca m&#x113;ne�a p&#x113;d&#x113;j&#x101; piektdien&#x101; at�ru�ina � tie lab&#x101;k aug </strong></p><p><strong>Ja daudz p&#x16B;polu � b&#x16B;s brangi zir&#x146;i un pupas </strong></p><p><strong>Ja pavasar&#x12B; daudz var�u � b&#x16B;s laba zir&#x146;u ra�a. </strong></p><empty-line/><subtitle><a l:href="">Ra�as v&#x101;k�ana: </a></subtitle><p><strong>Ja Mi&#x137;e&#x13C;a ned&#x113;&#x13C;&#x101; v&#x101;c k&#x101;postus � tie ir s&#x16B;ri un cieti</strong></p><p><strong>Ja Annas dien&#x101; velk kartupe&#x13C;us � tie k&#x13C;&#x16B;st cirmu�&#x13C;aini</strong></p><p><strong>Kad pien&#x101;k Maz&#x101; M&#x101;ras diena � var un vajag s&#x101;kt v&#x101;kt visus kartupe&#x13C;us </strong></p><p><strong>Ja kartupe&#x13C;us s&#x101;k rakt jaun&#x101; m&#x113;nes&#x12B; � tie nop&#x16B;st</strong></p><p><strong>Ja saknes nav nov&#x101;ktas l&#x12B;dz Mi&#x137;e&#x13C;iem � labums vairs neb&#x16B;s tik un t&#x101;, jo p&#x113;c tam t&#x101;s vairs neaug </strong></p><p><strong>Ja P&#x113;tera dien&#x101; s&#x12B;polus �&#x137;in � tie v&#x12B;st </strong></p><p><strong>Kad pien&#x101;kusi Labren�a diena � j&#x101;&#x146;em nost s&#x12B;poli </strong></p><p><strong>Ja s&#x12B;polus v&#x101;c 15. august&#x101; � tie neizaugs lokos </strong></p><p><strong>Ja grib labus s&#x12B;polus � tie j&#x101;rauj, v&#x113;l&#x101;kais, B&#x113;rtu&#x13C;a dien&#x101;</strong></p><p><a l:href=""><strong>Ja s&#x12B;polus</strong></a><strong> :</strong></p><p><strong>Ja s&#x12B;polus rauj piln&#x101; m&#x113;nes&#x12B; � tie ir visnobriedu�&#x101;kie un vislab&#x101;k st&#x101;v;</strong></p><p><strong>ja vec&#x101; m&#x113;nes&#x12B; � pa ziemu tie neaug un otr&#x101; gad&#x101; ne�zied;</strong></p><p><strong>ja vec&#x101; m&#x113;nes&#x12B; � tie iz�&#x16B;st</strong></p><empty-line/><p><strong>Ja zir&#x146;us p&#x13C;auj vec&#x101; m&#x113;nes&#x12B; � tie ir m&#x12B;ksti </strong></p><p><strong>Ja zir&#x146;u p&#x101;kstis pirm&#x101; rauga sieviete � tie k&#x13C;&#x16B;st t&#x101;r�paini;</strong></p><p><strong>ja rauga v&#x12B;rietis � tie saglab&#x101;jas labi, vesel&#x12B;gi </strong></p><p><strong>Ja ar nop&#x13C;autiem zir&#x146;iem brauc p&#x101;r lin&#x101;ju � tie k&#x13C;&#x16B;st cieti.</strong></p><empty-line/><subtitle><a l:href="">Ra�as uzglab&#x101;�ana: </a></subtitle><p><strong>Ja kartupe&#x13C;u apcirkn&#x12B; vai pa�grab&#x101; vispirms ieliek v&#x101;veri&#x146;us (vaivari&#x146;us) � taj&#x101; pe�les nelien</strong></p><p><strong>Ja kartupe&#x13C;u apcirkni vispirms ap�ur&#x101; � peles taj&#x101; ne�lien</strong></p><p><strong>Ja kartupe&#x13C;us ber lauka r&#x16B;s&#x12B; un katr&#x101; st&#x16B;r&#x12B; ieliek pa akmenim � �os kartupe&#x13C;us peles vairs neaiztiek</strong></p><p><strong>Ja pagrab&#x101; vai lauka kaudz&#x113; pirmo kartupe&#x13C;u grozu ber pret zieme&#x13C;iem � tos peles neaizskar, tie nep&#x16B;st un nesasalst</strong></p><p><strong>Ja k&#x101;postu muc&#x101; ieliek apses pagali � k&#x101;posti ne�pel&#x113; un nek&#x13C;&#x16B;st p&#x101;rlieku sk&#x101;bi </strong></p><p><strong>Ja, k&#x101;postus sk&#x101;b&#x113;jot, jautri smejas un bu�ojas � b&#x16B;s� saldi un labi iesk&#x101;bu�i k&#x101;posti</strong></p><p><strong>Ja k&#x101;postus sk&#x101;b&#x113;, kad lopi ir m&#x101;j&#x101;s vai linus liek m&#x113;rc&#x113;t, � tie mait&#x101;jas un smird</strong></p><p><strong>Ja k&#x101;postus sk&#x101;b&#x113; Mi&#x137;e&#x13C;a dienas ned&#x113;&#x13C;&#x101; � tie labi st&#x101;v, bet ir r&#x16B;gti</strong></p><p><strong>Ja k&#x101;postus grie� un sk&#x101;b&#x113; vec&#x101; m&#x113;nes&#x12B; � tie m&#x12B;ksti v&#x101;r&#x101;s nep&#x16B;st, ilgi st&#x101;v; ja jaun&#x101; m&#x113;nes&#x12B; � tie ir cieti</strong></p><p><strong>Ja sk&#x101;b&#x113;jot pirmo k&#x101;postu sauju pa�auj uz zieme&#x13C;u pusi � kubls labi st&#x101;v, neboj&#x101;jas</strong></p><p><strong>Ja saknes uzreiz p&#x113;c nogrie�anas nes pagrab&#x101; � t&#x101;s nedzen atvases</strong></p><p><strong>Ja saknes v&#x101;c ned&#x113;&#x13C;&#x101; pirms Mi&#x137;e&#x13C;iem � t&#x101;s st&#x101;v labi </strong></p><p><strong>Ja ziemas glab&#x101;�anai ra�u liek Mi&#x137;e&#x13C;a dien&#x101; � to pe�les ap&#x113;d</strong></p><empty-line/><subtitle><strong>AUG&#x13B;U D&#x100;RZKOP&#x12A;B&#x100;</strong></subtitle><p><strong>Ja decembr&#x12B; zari pilni ar biez&#x101;m sniega p&#x101;rsl&#x101;m � vasar&#x101; tie l&#x16B;z&#x12B;s no aug&#x13C;iem</strong></p><p><strong>Ja pirms Ziemsv&#x113;tkiem kokos sabiru�i �ziedi� � sarma vai aukstuma p&#x101;rslas � b&#x16B;s bag&#x101;ts aug&#x13C;u gads </strong></p><p><strong>Ja v&#x113;jaini Ziemsv&#x113;tki � b&#x16B;s bag&#x101;ts kokaug&#x13C;u gads </strong></p><p><strong>Ja ap Ziemsv&#x113;tkiem logos daudz leduspu&#x137;u � b&#x16B;s laba aug&#x13C;u ra�a</strong></p><p><strong>Ja Ziemsv&#x113;tku nakt&#x12B; daudz zvaig�&#x146;u � vasar&#x101; b&#x16B;s daudz ogu</strong></p><p><strong>Ja Ziemsv&#x113;tku vakar&#x101; &#x101;beles krata � t&#x101;s ienes daudz &#x101;bolu</strong></p><p><strong>Ja Ziemsv&#x113;tku vakar&#x101; sadanco un sadziedas d&#x101;rz&#x101; � no t&#x101; kurmji aiziet</strong></p><p><strong>Ja Jaungad&#x101; uz kokiem ir daudz sarmas � vasar&#x101; b&#x16B;s daudz &#x101;bolu</strong></p><p><strong>Ja Jaungada nakt&#x12B; daudz zvaig�&#x146;u � b&#x16B;s bag&#x101;ts ogu gads</strong></p><p><strong>Ja Jaungad&#x101; v&#x113;j� &#x101;beles purina � b&#x16B;s daudz aug&#x13C;u </strong></p><p><strong>Ja Trijkungu jeb Zvaigznes dienas nakt&#x12B; debesis ar zvaigzn&#x113;m � b&#x16B;s daudz ogu un &#x101;bolu </strong></p><p><strong>Ja janv&#x101;r&#x12B; l&#x12B;st lietus � neb&#x16B;s aug&#x13C;u gads </strong></p><p><strong>Ja janv&#x101;r&#x12B; pie debes&#x12B;m nav m&#x113;ness � b&#x16B;s t&#x101;rpu sa&#x113;sti koki</strong></p><p><strong>Ja Sve�u dien&#x101; daudz snieg � b&#x16B;s daudz ogu </strong></p><p><strong>Ja Vastl&#x101;v&#x12B; snieg vai l&#x12B;st � b&#x16B;s bag&#x101;ts ogu gads </strong></p><p><strong>Ja ziem&#x101; liela sarma � aug&#x13C;u kokiem b&#x16B;s daudz ziedu un aug&#x13C;u; ja nav sarmas � b&#x16B;s tr&#x16B;c&#x12B;gi ziedi un aug&#x13C;i </strong></p><p><strong>Ja mart&#x101; ir p&#x113;rkons � b&#x16B;s daudz ogu </strong></p><p><strong>Ja &#x137;ir�i zied p&#x113;rkona laik&#x101; � b&#x16B;s daudz ogu </strong></p><p><strong>Ja Za&#x13C;aj&#x101; ceturtdien&#x101; purina &#x101;beles � toruden t&#x101;s dod daudz &#x101;bolu</strong></p><p><strong>Ja Za&#x13C;aj&#x101; ceturtdien&#x101; c&#x113;rt kokus � m&#x101;j&#x101; visi koki s&#x101;k kalst</strong></p><p><strong>Ja aug&#x13C;&#x146; koku zied&#x113;�anas laik&#x101; p&#x16B;� zieme&#x13C;v&#x113;j� � neb&#x16B;s aug&#x13C;u</strong></p><p><strong>Ja koki pavasari uzzied v&#x113;lu � n&#x101;kamaj&#x101; gad&#x101; b&#x16B;s maz aug&#x13C;u</strong></p><p><strong>Ja aug&#x13C;u koku ziedu laik&#x101; noris neparastas debess par&#x101;d&#x12B;bas, par&#x101;d&#x101;s kom&#x113;ta vai uzn&#x101;k Saules vai M&#x113;�ness aptumsums, � b&#x16B;s neaugl&#x12B;gs gads </strong></p><p><strong>Ja vasar&#x101; daudz odu � v&#x113;l&#x101;k b&#x16B;s daudz ogu </strong></p><p><strong>Ja odi vasar&#x101; daudz dejo no aug�as uz leju � taj&#x101; gad&#x101; b&#x16B;s slikti aug&#x13C;i</strong></p><p><strong>Ja labi padodas pupas � b&#x16B;s neaugl&#x12B;gs aug&#x13C;u gads </strong></p><p><strong>Ja slapja vasara � b&#x16B;s nevesel&#x12B;gi aug&#x13C;i </strong></p><p><strong>Ja sausa vasara � b&#x16B;s maz, bet vesel&#x12B;gi aug&#x13C;i </strong></p><p><strong>Ja aug&#x13C;u kokos paliek lapas � n&#x101;kamgad b&#x16B;s maz &#x101;bolu</strong></p><p><strong>Ja ruden&#x12B; un ziem&#x101; p&#x16B;�, austrumu v&#x113;ji � n&#x101;ka�maj&#x101; gad&#x101; b&#x16B;s pilni aug&#x13C;u koki</strong></p><p><strong>Ja ruden&#x12B; daudz sarmu � n&#x101;kamaj&#x101; gad&#x101; b&#x16B;s daudz aug&#x13C;u</strong></p><p><strong>Ja M&#x101;rti&#x146;os kokos ir sarma � n&#x101;kamgad b&#x16B;s daudz d&#x101;rza aug&#x13C;u</strong></p><p><strong>Ja m&#x101;jas tuvum&#x101; st&#x101;da ievas un ozolus � m&#x101;j&#x101; iesper p&#x113;rkons un &#x101;bel&#x113;m nokr&#x12B;t ziedi </strong></p><p><strong>Ja kokus st&#x101;da jaun&#x101; m&#x113;nes&#x12B; � tie labi ieaug Ja aug&#x13C;u kokus vai ogul&#x101;jus st&#x101;da piln&#x101; m&#x113;nes&#x12B; � tie b&#x16B;s augl&#x12B;gi</strong></p><p><strong>Ja ogul&#x101;jus st&#x101;da vec&#x101; m&#x113;nes&#x12B; � padodas brangas ogas</strong></p><p><strong>Ja aug&#x13C;u kokus vai kr&#x16B;mus apgrie� jaun&#x101; m&#x113;nes&#x12B; � tie aug kupli</strong></p><p><strong>Ja aug&#x13C;u koki zied vec&#x101; m&#x113;nes&#x12B; � nek&#x101;du aug&#x13C;u ne�b&#x16B;s</strong></p><p><strong>Ja aug&#x13C;u koki zied piln&#x101; m&#x113;nes&#x12B; � b&#x16B;s labi aug&#x13C;i Ja &#x101;bolus nov&#x101;c piln&#x101; m&#x113;nes&#x12B; � tie labi st&#x101;v.</strong></p><empty-line/><subtitle>LOPKOP&#x12A;B&#x100;</subtitle><subtitle><a l:href="">Par gov&#x12B;m: </a></subtitle><p><strong>Ja mart&#x101; nav &#x16B;de&#x146;u � apr&#x12B;l&#x12B; neb&#x16B;s z&#x101;les Ja apr&#x12B;l&#x12B; ir daudz &#x16B;dens � maij&#x101; b&#x16B;s daudz z&#x101;les </strong></p><p><strong>Kad ozols velk lapu m&#x113;teli � lopi jau var pie&#x113;sties z&#x101;li</strong></p><p><strong>Ja z&#x101;li nogana pirms pilna m&#x113;ness � t&#x101; dr&#x12B;z ataug; ja p&#x113;c pilna m&#x113;ness � gausi ataug </strong></p><p><strong>Ja Mi&#x137;e&#x13C;a nakt&#x12B; gov&#x12B;m dod salmus � t&#x101;s labpr&#x101;t tos &#x113;d&#x12B;s ar&#x12B; ziem&#x101;</strong></p><p><strong>Ja Sve�u dien&#x101; vai Ziemsv&#x113;tkos nober� gov&#x12B;m muguras ar sniegu � vasar&#x101; t&#x101;s dunduri neaizskar</strong></p><p><strong>Ja s&#x113;tas taisa ned&#x113;&#x13C;as pirmaj&#x101;s dien&#x101;s � kusto&#x146;i p&#x101;r t&#x101;m nelec</strong></p><p><strong>Ja starp vair&#x101;kiem kuc&#x113;niem grib atrast gudr&#x101;ko un la�b&#x101;ko ganu suni, tie j&#x101;saliek aug�p&#x113;dus: kur� pirmais uzl&#x113;ks aug�&#x101; � b&#x16B;s &#x12B;stais</strong></p><p><strong>Ja starp kuc&#x113;niem j&#x101;atrod labs ganu suns � aiz &#x101;das vajag pacelt to gais&#x101;: kur� nekauc � b&#x16B;s &#x12B;stais</strong></p><p><strong>Ja suns negrib pie gana tur&#x113;ties, no astes gala tam j&#x101;nogrie� ku�&#x137;&#x12B;tis vilnas, j&#x101;ieliek maiz&#x113; un j&#x101;dod ap�&#x113;st � tad tas nekur vairs neskries</strong></p><p><strong>Ja pirm&#x101;s ganu dienas r&#x12B;ksti aizsprau� k&#x16B;t&#x12B; aiz sijas vai uzmet uz k&#x16B;ts jumta � govis ir klaus&#x12B;gas, neizkl&#x12B;st, nebizo, vienm&#x113;r god&#x12B;gi n&#x101;k m&#x101;j&#x101;s un valgos</strong></p><p><strong>Ja govis pirmoreiz ganos dzen ar p&#x12B;l&#x101;d�a r&#x12B;ksti � t&#x101;s dos daudz piena </strong></p><p><strong>Ja ganam paz&#x16B;d r&#x12B;kste � zud&#x12B;s govis Ja pirmaj&#x101; ganu dien&#x101; daudz rumul&#x113;jas, laist&#x101;s ar &#x16B;deni � gans ganot neiemieg</strong></p><p><strong>Ja Ziemsv&#x113;tkos uz br&#x12B;di uzsp&#x12B;d saule � b&#x16B;s labs piena gads</strong></p><p><strong>Ja vecgada dien&#x101; uz br&#x12B;di uzsp&#x12B;d saule � govis labi dos pienu</strong></p><p><strong>Ja sniegs k&#x16B;st putodams � vasar&#x101; b&#x16B;s daudz piena </strong></p><p><strong>Ja pavasar&#x12B; sniegu nodzen lietus � govis dos daudz piena;ja saule un v&#x113;j� � maz piena</strong></p><p><strong>Ja pute&#x146;i piedzen sniegu k&#x16B;ts priek�&#x101; � togad govis labi dos pienu</strong></p><p><strong>Ja, pirmo reizi govis ganos lai�ot, krietni rumul&#x113;jas � govis daudz piena dod</strong></p><p><strong>Ja, pirmo dienu govis &#x101;r&#x101; lai�ot, lietus l&#x12B;st � taj&#x101; vasar&#x101; b&#x16B;s daudz piena</strong></p><p><strong>Ja M&#x101;ras dienas r&#x12B;t&#x101; gov&#x12B;m ar ledu nober� mugu�ras � t&#x101;s nebizo un dod daudz piena</strong></p><p><strong>Ja pirms Za&#x13C;&#x101;s ceturtdienas me�&#x101; sapl&#x16B;c z&#x101;les un Za&#x13C;&#x101;s ceturtdienas r&#x12B;t&#x101; pirms saules izbaro gov&#x12B;m � t&#x101;s taj&#x101; gad&#x101; dod daudz piena</strong></p><p><strong>Ja Za&#x13C;&#x101;s ceturtdienas r&#x12B;t&#x101; pirms saules sarauj ziem&#x101; paliku�&#x101;s ozola lapas, izv&#x101;ra t&#x113;ju un dod to gov&#x12B;m iedzert � govis dod daudz piena</strong></p><p><strong>Ja Za&#x13C;&#x101;s ceturtdienas r&#x12B;t&#x101; pirms saules ku&#x13C; sviestu � vasar&#x101; b&#x16B;s daudz piena un sviesta</strong></p><p><strong>Ja pavasar&#x12B; dod gov&#x12B;m pirm&#x101;s purenes � vasar&#x101; t&#x101;s dos dzeltenu pienu un sviestu</strong></p><p><strong>Ja, pirmoreiz lopus ganos dzenot, z&#x12B;le pa ce&#x13C;u l&#x113;k&#x101; � tovasar b&#x16B;s daudz piena</strong></p><p><strong>Ja saimniece pirmoreiz redz z&#x12B;li &#x16B;dens mal&#x101; � to�gad govis dos daudz piena</strong></p><p><strong>Ja pirmo reizi ierauga cielavu pie &#x16B;dens � va�sar&#x101; b&#x16B;s daudz piena; ja sausum&#x101; � piena b&#x16B;s maz</strong></p><p><strong>Ja ierauga pirmo vardi saus&#x101; zem&#x113; � togad govis dos maz piena; ja redz &#x16B;den&#x12B;, gr&#x101;v&#x12B; � b&#x16B;s pien&#x12B;gas Ja piena traukus mazg&#x101; teko�&#x101; &#x16B;den&#x12B; � govs no�rauj pienu</strong></p><p><strong>Ja Z&#x101;&#x13C;u vakar&#x101; uz piena traukiem samet smalkas n&#x101;t�res � raganas sadze&#x13C;as un pienu neboj&#x101;</strong></p><p><strong>Ja &#x16B;deni, ar kuru mazg&#x101;ta slaucene, izlej zem&#x113; un to dab&#x16B; dzert varde � samait&#x101;jas piens</strong></p><p><strong>Ja piena slauceni apo�&#x146;&#x101; govs, suns vai ka&#x137;is � go�v&#x12B;m samait&#x101;jas piens</strong></p><p><strong>Ja tikko slauktu pienu &#x13C;auj skat&#x12B;t sve�iem � govs to norauj</strong></p><p><strong>Ja piens nol&#x12B;st zem&#x113; � nedr&#x12B;kst to slauc&#x12B;t vai ar k&#x101;ju berz&#x113;t, cit&#x101;di govs noraus pienu</strong></p><p><strong>Ja p&#x113;c m&#x113;slu ve�anas m&#x113;slus tr&#x12B;s reizes neiesvie� atpaka&#x13C; k&#x16B;ts kaktos � govs norauj pienu</strong></p><p><strong>Ja v&#x101;rna vai �agata nometas uz k&#x16B;ts � nobeigsies k&#x101;ds lops</strong></p><p><strong>Ja st&#x101;r&#x137;i pirmoreiz redz lai�amies .� tovasar lopi daudz bizos; ja redz st&#x101;vam � mier&#x12B;gi gan&#x12B;sies </strong></p><p><strong>Ja Za&#x13C;&#x101;s ceturtdienas r&#x12B;t&#x101; ar sniegu vai ledu nobrauka gov&#x12B;m muguras vai tr&#x12B;sreiz uz muguras uzlej aukstu &#x16B;deni � vasar&#x101; t&#x101;s nebizo</strong></p><p><strong>Ja Z&#x101;&#x13C;u vakar&#x101; uzmet uz k&#x16B;ts jumta un sliek�&#x146;a aso dadzi � raganas saduras un liek gov&#x12B;m mieru</strong></p><p><strong>Ja gana r&#x12B;kstei lapas un zari&#x146;i brauc&#x12B;ti no galotnes uz resgali � govis dod maz piena, dzimst nedz&#x12B;vi te�l&#x113;ni</strong></p><p><strong>Ja govis sit ar alk�&#x146;a r&#x12B;ksti � govs ur&#x12B;ns un piens k&#x13C;&#x16B;st s&#x101;rts, ar asin&#x12B;m</strong></p><p><strong>Ja govij pien&#x101; asinis � j&#x101;izslauc caur jaunavas gre�dzenu, un tas p&#x101;ries</strong></p><p><strong>Ja govi skubina�ar mizotu r&#x12B;ksti � t&#x101;s norauj pienu, nov&#x101;j&#x113;, saslimst, k&#x13C;&#x16B;st negantas, t&#x101;m noiet vilna, pienam maz kr&#x113;juma</strong></p><p><strong>Ja govi per ar r&#x12B;ksti, kam zari rauti atpaka&#x13C;, � tai pupi spr&#x113;g&#x101;</strong></p><p><strong>Ja piens iel&#x12B;st ugun&#x12B; � vajag uzmest s&#x101;li, cit&#x101;di go�v&#x12B;m pupi spr&#x113;g&#x101;s</strong></p><p><strong>Ja slaucen&#x113; nes zir&#x146;us � gov&#x12B;m uz pupiem metas k&#x101;r�pas</strong></p><p><strong>Ja l&#x12B;dz V&#x12B;tus dienai z&#x101;li nevis ar roku pl&#x16B;c, bet ar iz�kapti p&#x13C;auj � gov&#x12B;m metas slim&#x12B;bas</strong></p><p><strong>Ja lops stipru sa&#x113;das un saslimst ar str&#x113;l&#x113;m jeb piep&#x16B;��as � j&#x101;izrauj ar sakn&#x113;m mazs alksn&#x12B;tis un ar to j&#x101;per pa cisk&#x101;m un j&#x101;trenk&#x101; tikm&#x113;r, kam&#x113;r paliek vesels</strong></p><p><strong>Ja niknu v&#x113;rsi gan&#x101;mpulk&#x101; vajag padar&#x12B;t r&#x101;mu, tam desmit reizes j&#x101;uzsit ar sagrieztu dvieli </strong></p><p><strong>Ja gov&#x12B;m dod zir&#x146;us � t&#x101;s nepie&#x146;em bulli Ja lopus lecina zieme&#x13C;u v&#x113;ja laik&#x101; � nekas labi ne�izdodas</strong></p><p><strong>Ja Ziemsv&#x113;tku nakt&#x12B; putina � b&#x16B;s slikti ar jaunlo�piem,</strong></p><p><strong>Ja Ziemsv&#x113;tku r&#x12B;t&#x101; pirmais n&#x101;c&#x113;js ir sieviete � gov&#x12B;m vair&#x101;k skries tel&#x12B;tes; ja v&#x12B;rietis � vair&#x101;k b&#x16B;s v&#x113;rs&#x12B;�u </strong></p><p><strong>Ja Ziemsv&#x113;tku nakt&#x12B; govs gu&#x13C; uz labajiem s&#x101;niem � tai b&#x16B;s goti&#x146;a; ja uz kreisajiem s&#x101;niem � b&#x16B;s v&#x113;rs&#x12B;tis </strong></p><p><strong>Ja v&#x113;rs&#x12B;tis dzimis vec&#x101; m&#x113;nes&#x12B; � tas vaislo�anai ne�der</strong></p><p><strong>Ja tel&#x12B;te piedzimst silt&#x101; vasaras v&#x113;j&#x101; � no t&#x101;s izn&#x101;ks laba piena govs</strong></p><p><strong>Ja st&#x101;r&#x137;i pirmoreiz redz uz k&#x16B;ts jumta s&#x113;dam vai ap k&#x16B;ts jumtu lidojam � labi augs pavasar&#x12B; dzimu�ie lopi&#x146;i.</strong></p><empty-line/><subtitle><a l:href="">Par ait&#x101;m: </a></subtitle><p><strong>Kad dz&#x113;rves lai�as � var aitas ganos dz&#x12B;t</strong></p><p><strong>Ja ruden&#x12B; negribas vairs lopus gan&#x12B;t � vajag sa&#x146;emt baltu aunu aiz ragiem un tr&#x12B;sreiz apvest ap b&#x113;rzu, tad otr&#x101; dien&#x101; b&#x16B;s sniegs kl&#x101;t</strong></p><p><strong>Ja k&#x101;d&#x101; novad&#x101; za&#x137;i izz&#x16B;d � tur tai gad&#x101; aitas spr&#x101;gs</strong></p><p><strong>Ja k&#x101;ds vardes moka � tam aitas n&#x12B;ku&#x13C;o un spr&#x101;gst Kad ievas zied � laiks aitas cirpt, un t&#x101;m augs bieza, balta vilna</strong></p><p><strong>Ja aitas c&#x113;rp jaun&#x101; m&#x113;nesi un ievu ziedu laik&#x101; � vilna atkal labi ataug </strong></p><p><strong>Ja Mi&#x137;e&#x13C;a dien&#x101; v&#x113;rpj � labi nepadodas aitas </strong></p><p><strong>Ja vilnas ze&#x137;es dauza gar m&#x16B;ri � aitas nem&#x12B;l j&#x113;rus </strong></p><p><strong>Ja, sienu vedot, pirmo kl&#x113;pi ratos vai �&#x137;&#x16B;n&#x12B; ieliek sieviete � vair&#x101;k dzimst aiti&#x146;as un tel&#x12B;tes, ja v&#x12B;rietis � vair&#x101;k auni&#x146;u un bull&#x12B;�u</strong></p><p><strong>Ja Ziemsv&#x113;tku nakt&#x12B; daudz zvaig�&#x146;u � labi pado�sies s&#x12B;klopi</strong></p><p><strong>Ja Ziemsv&#x113;tku nakts skaidra � birs j&#x113;ri k&#x101; klimpas </strong></p><p><strong>Ja Ziemsv&#x113;tku nakt&#x12B; sniegs vizu&#x13C;o � labi padosies s&#x12B;k�lopi</strong></p><p><strong>Ja ziem&#x101; ap uguni s&#x101;k lidot tauren&#x12B;tis � dr&#x12B;z at�skries j&#x113;ri</strong></p><p><strong>Ja cimdos zir&#x146;us nes � aug raibi j&#x113;ri </strong></p><p><strong>Ja skalus lau� � j&#x113;riem k&#x101;jas l&#x16B;st </strong></p><p><strong>Ja Vastl&#x101;v&#x12B; vai Mete&#x146;os v&#x101;ra zir&#x146;us � b&#x16B;s sprogaini j&#x113;ri.</strong></p><empty-line/><subtitle><a l:href="">Par c&#x16B;k&#x101;m: </a></subtitle><p><strong>Ja c&#x16B;k&#x101;m dod zir&#x146;us � t&#x101;s nepie&#x146;em kuili</strong></p><p><strong>Ja c&#x16B;ku k&#x16B;t&#x12B; Ziemsv&#x113;tkos izkaisa zir&#x146;us � rodas daudz siv&#x113;nu</strong></p><p><strong>Ja siv&#x113;nus sauc par l&#x101;c&#x12B;�iem vai ruks&#x12B;�iem, nevis siv&#x113;�niem vai �urkul&#x113;niem � tie aug lieli</strong></p><p><strong>Ja, p&#x113;rkot siv&#x113;nus, pa&#x146;em drusci&#x146; salmus l&#x12B;dz � tie labi &#x113;d un ir mier&#x12B;gi</strong></p><p><strong>Ja siv&#x113;nus aizgald&#x101; liek ar galvu pa priek�u � tie ne�rokas;</strong></p><p><strong>ja ar paka&#x13C;k&#x101;j&#x101;m pa priek�u � nelec &#x101;r&#x101; </strong></p><p><strong>Ja siv&#x113;nus r&#x16B;n&#x12B; jaun&#x101; m&#x113;nes&#x12B; � tie labi barojas; ja vec&#x101; � nebarojas un paliek tiev&#x101;m paka&#x13C;&#x101;m </strong></p><p><strong>Ja siv&#x113;nus un citus kusto&#x146;us r&#x101;m&#x12B; jeb kastr&#x113; jaun&#x101; m&#x113;nes&#x12B; � tiem ilgi nedz&#x12B;st br&#x16B;ce.</strong></p><empty-line/><subtitle><a l:href="">Par putniem: </a></subtitle><p><strong>Ja grib, lai gailis vai vista jaun&#x101; viet&#x101; labi iedz&#x12B;votos, � no vec&#x101;s vietas pa&#x146;em l&#x12B;dzi ak�meni, ar to paberz&#x113; putnam galvu un to nosvie� zem&#x113; jaunaj&#x101; viet&#x101;</strong></p><p><strong>Ja grib, lai vista d&#x101;rzu neka�&#x101;, � t&#x101; j&#x101;&#x146;em aiz kreis&#x101;s k&#x101;jas un 9 reizes j&#x101;grie� ri&#x146;&#x137;&#x12B; pret sauli</strong></p><p><strong>Ja M&#x101;ras dien&#x101; vistas aiznes uz p&#x13C;avu � t&#x101;s neka�&#x101; d&#x101;rzus</strong></p><p><strong>Ja grib, lai vista nekl&#x12B;st no m&#x101;jas t&#x101;lu, � tai vajag apm&#x113;rc&#x113;t k&#x101;jas &#x16B;den&#x12B;</strong></p><p><strong>Ja grib vanagu atbaid&#x12B;t no vist&#x101;m � k&#x101;rts gal&#x101; j&#x101;uzmauc pudele, caurs pods, veca slota, ar kru&#x137;i tr&#x12B;sreiz j&#x101;apj&#x101;j ap k&#x16B;tj Ja vista tup tuk�&#x101; ligzd&#x101; � t&#x101; dr&#x12B;z nobeidzas </strong></p><p><strong>Ja vist&#x101;m k&#x13C;&#x16B;st sarkanas sekstes un baltas ausis � t&#x101;s dr&#x12B;z d&#x113;s</strong></p><p><strong>Ja vistu bar&#x12B;bai piejauc kl&#x101;t �&#x101;v&#x113;tas ka&#x146;epju vaj n&#x101;tru s&#x113;klas � t&#x101;s d&#x113;j bez apst&#x101;jas ziem&#x101; un vasar&#x101; </strong></p><p><strong>Ja c&#x101;&#x13C;us kauj Mi&#x137;e&#x13C;a dien&#x101; � tie turpm&#x101;k labi iz�dodas</strong></p><p><strong>Ja Ziemsv&#x113;tkos vistas baro pirms saules � t&#x101;s labi d&#x113;j</strong></p><p><strong>Ja Meten&#x12B; vistas baro mucas st&#x12B;p&#x101; � t&#x101;s d&#x113;j vien&#x101; per&#x113;kl&#x12B;</strong></p><p><strong>Ja nopirkto vistu nes k&#x16B;t&#x12B; ar asti pa priek�u � t&#x101; lab&#x101;k d&#x113;j</strong></p><p><strong>Ja vistu &#x137;er pie astes � t&#x101; d&#x113;j m&#x12B;kst�aules </strong></p><p><strong>Ja grib labu per&#x113;jumu � j&#x101;liek no r&#x12B;ta un piln&#x101; m&#x113;�nes&#x12B; d&#x113;tas olas; ja grib, lai iz�&#x137;i&#x13C;as vien&#x101; dien&#x101;, � t&#x101;s j&#x101;ber, nevis pa vienai j&#x101;liek ligzd&#x101;; ja grib, lai b&#x16B;tu vair&#x101;k visti&#x146;u, � j&#x101;liek ar kreiso roku </strong></p><p><strong>Ja vistas liek per&#x113;t v&#x113;jain&#x101; laik&#x101;, it &#x12B;pa�i zieme&#x13C;u v&#x113;ja laik&#x101; � daudzas olas paliek tuk�as</strong></p><p><strong>Ja grib d&#x113;j&#x12B;gas vistas � t&#x101;s j&#x101;liek per&#x113;t s&#x113;jas laik&#x101; vai tad, kad rudzi statos </strong></p><p><strong>Ja vistu liek per&#x113;t sestdien � iz�&#x137;i&#x13C;as daudz visti&#x146;u </strong></p><p><strong>Ja M&#x101;ras dien&#x101; d&#x113;tas olas liek per&#x113;t � izn&#x101;k tikai vanckari un kropl&#x12B;�i</strong></p><p><strong>Ja vistas liek per&#x113;t nevis sien&#x101;, bet salmos � c&#x101;&#x13C;i iz�augu�i ies lab&#x12B;b&#x101;</strong></p><p><strong>Ja ap M&#x101;rti&#x146;iem zosis treknas � n&#x101;kamaj&#x101; gad&#x101; b&#x16B;s daudz olu.</strong></p><empty-line/><subtitle><a l:href="">Par zirgiem: </a></subtitle><p><strong>Ja zirga muguru noglauda ar auzu iz&#x113;d&#x101;m � tas labi barojas</strong></p><p><strong>Ja Ziemsv&#x113;tku r&#x12B;t&#x101; notrin zirgiem muguras ar snie�gu � vasaru tos ne&#x113;d odi</strong></p><p><strong>Ja Mi&#x137;e&#x13C;os vilnas cimd&#x101; ieliek karstu &#x137;ie&#x123;eli un ar t&#x146; izberz&#x113; jauniem zirgiem zobus � tie aug stipriem zobiem, vesel&#x12B;gi</strong></p><p><strong>Ja zirgus izpeldina pirms dzeguzes k&#x16B;ko�anas � tie labi barojas</strong></p><p><strong>Ja Za&#x13C;&#x101;s ceturtdienas r&#x12B;t&#x101; zirgus padzirda ar teko�u &#x16B;deni � tie ir iztur&#x12B;gi, brangi, �labi tek�</strong></p><p><strong>Ja zirgu k a &#x13C; vec&#x101; m&#x113;nes&#x12B; � pakavi ilgi turas </strong></p><p><strong>Ja zirgam asti un kr&#x113;pes grie� jaun&#x101; m&#x113;nes&#x12B; � t&#x101;s labi, &#x101;tri un kupli ataug</strong></p><p><strong>Ja, izbrauk�anai gatavojoties, zirgs turpat pie sta&#x13C;&#x13C;a durv&#x12B;m vai j&#x16B;dzot izk&#x101;rn&#x101;s � b&#x16B;s laim&#x12B;gs brauciens</strong></p><p><strong>Ja jaunus zirgus iebrauc Meten&#x12B; � tie ir klaus&#x12B;gi </strong></p><p><strong>Ja pavasar&#x12B;, pirmoreiz &#x101;r&#x101; ejot, zirgu skubina � vi&#x146;� v&#x113;l&#x101;k bie�i piek&#x16B;st</strong></p><p><strong>Ja m&#x101;j&#x101;s iebrauktu vezumu nav laika izkraut, tad vismaz j&#x101;atlai� t&#x101; virves � cit&#x101;di zirgs jut&#x12B;sies tikpat gr&#x16B;ti, k&#x101; vezumu velkot</strong></p><p><strong>Ja p&#x113;c brauk�anas neapg&#x101;� ragavas � zirgs neatp&#x16B;�as, visu laiku tas it k&#x101; velk </strong></p><p><strong>Ja cilv&#x113;ks stall&#x12B; &#x113;d � peles lopiem &#x113;d spalvu nost </strong></p><p><strong>Ja grib, lai zirgi padodas, stall&#x12B; to galvas j&#x101;tur zieme&#x13C;u vai austrumu virzien&#x101;; tiem blakus nedr&#x12B;kst ii&#x16B;t c&#x16B;ku k&#x16B;ts; to bar&#x12B;bai nedr&#x12B;kst tuvoties vistas; to sien&#x101; vai salmos nedr&#x12B;kst gul&#x113;t ka&#x137;i; bet noteikti lai dz&#x12B;vo zebiekstes</strong></p><p><strong>Ja pirms zirgu sta&#x13C;&#x13C;a cel�anas zem&#x113; nomet skaidu, p&#x113;c p&#x101;ris dien&#x101;m var uzzin&#x101;t &#x113;kas cel�anas vietu;</strong></p><p><strong>ja zem skaidas apmetusies slieka � tur nedr&#x12B;kst, ja gliemis � t&#x101; ir &#x12B;st&#x101; vieta un zirgi augs brangi k&#x101; gliemji </strong></p><p><strong>Ja sta&#x13C;&#x13C;a durvis b&#x16B;s pret zieme&#x13C;iem � zirgi saimnie�kam spers un kod&#x12B;s</strong></p><p><strong>Ja stallim pienaglo no�autu �agatu, p&#x16B;ci vai vanagu � lietuv&#x113;ns zirgus nenoj&#x101;j</strong></p><p><strong>Ja grib vesel&#x12B;gus un brangus zirgus � Nikl&#x101;va dien&#x101; pirms saules l&#x113;kta j&#x101;kauj gailis, t&#x101; asinis j&#x101;tecina auz&#x101;s un �&#x12B;s auzas j&#x101;dod zirgiem</strong></p><p><strong>Ja pirmaj&#x101; Lieldienu dien&#x101; pa�&#x101; r&#x12B;ta agrum&#x101; zirgus pilnos aulek�os, atpaka&#x13C; neskat&#x12B;damies, izpeldina dzi&#x13C;os &#x16B;de&#x146;os un t&#x101;pat, atpaka&#x13C; neskat&#x12B;damies, atj&#x101;j m&#x101;j&#x101; � tiem dunduri, mu�as un odi neko�</strong></p><p><strong>Ja caur zem&#x113; nolikt&#x101;m zirga sak&#x101;m izlec varde � zirgam kakls saslims</strong></p><p><strong>Ja zirgu sien pie ratu rite&#x146;a � tas klepo, &#x101;tri piek&#x16B;st, kl&#x16B;p</strong></p><p><strong>Ja &#x113;rze&#x13C;us r&#x101;mi jeb kastr&#x113; vec&#x101; vai dilsto�&#x101; m&#x113;�nes&#x12B; � tiem labi dz&#x12B;st br&#x16B;ce un tie vairs nedauz&#x101;s </strong></p><p><strong>Ja zirgs tur stingri aug�&#x101; ausis � tas ir iztur&#x12B;gs; ja nolaidis � tas ir v&#x101;j�</strong></p><p><strong>Ja zirgam kuplas kr&#x113;pes un aste � tas ir stiprs; ja garas spalvas pie k&#x101;j&#x101;m � tas ir mundrs. </strong></p><empty-line/><subtitle><a l:href="">Par bit&#x113;m: </a></subtitle><p><strong>Ja Ziemsv&#x113;tkos ir sniegputenis � n&#x101;kam�gad b&#x16B;s daudz medus</strong></p><p><strong>Ja Ziemsv&#x113;tku vakar&#x101; bites stropos dzied � n&#x101;kamgad t&#x101;s labi spieto? </strong></p><p><strong>Ja Jaungad&#x101; snieg � b&#x16B;s daudz medus </strong></p><p><strong>Ja Sve�u dien&#x101; sp&#x12B;d saule � bit&#x113;m neizdodas b&#x113;rni; ja apm&#x101;cies un snieg � b&#x16B;s laba bi�u saime </strong></p><p><strong>Ja febru&#x101;ri da&#x146;co odi � bit&#x113;m gaid&#x101;ms posts </strong></p><p><strong>Ja &#x122;ertr&#x16B;des dien&#x101; k&#x101;ds ieiet bi�u d&#x101;rz&#x101; vai aiz&#x146;emas k&#x101;du bitenieka piederumu � pie t&#x101; vasar&#x101; aiziet visas bites</strong></p><p><strong>Ja Za&#x13C;aj&#x101; ceturtdien&#x101; kaut ko dara gar bit&#x113;m � t&#x101;s labi padodas</strong></p><p><strong>Ja mitrs j&#x16B;nijs � bites sanes&#x12B;s daudz medus </strong></p><p><strong>Ja r&#x16B;sa liesmo � vir�u ziedos nav medus un bit&#x113;m n&#x101;k tr&#x16B;c&#x12B;gs laiks.</strong></p><empty-line/><subtitle><strong>PAR LAUKU DARBU UN SADZ&#x12A;VI</strong></subtitle><p>Daudz&#x101;s laikaz&#x12B;m&#x113;s izmantota t&#x101;da paz&#x12B;me k&#x101; Zemes dabisk&#x101; pavado&#x146;a st&#x101;voklis. To viegli saprast, jo M&#x113;ness f&#x101;�u stingri regul&#x101;r&#x101; sec&#x12B;ba deva &#x13C;aud&#x12B;m stabilu laika etalonu, kas apm&#x113;ram septi&#x146;as reizes gar&#x101;ks par dien�nakti. Cilv&#x113;ki jau sen iev&#x113;roja M&#x113;ness f&#x101;�u sakrit&#x12B;bu ar da�&#x101;d&#x101;m noris&#x113;m dab&#x101; � ar rasas bag&#x101;t&#x101;m un v&#x113;s&#x101;m pilnm&#x113;ness nakt&#x12B;m, ar dz&#x12B;vnieku reakcijas, sevi�&#x137;i dzi- mumaktivit&#x101;tes un augu aug�anas &#x12B;patn&#x12B;b&#x101;m u. tml. Laikam gan M&#x113;ness kulta periodu sav&#x101; v&#x113;sturiskaj&#x101; att&#x12B;s�t&#x12B;b&#x101; ir p&#x101;rdz&#x12B;vojis vairums tautu. �&#x101;dam kultam rakstu�r&#x12B;gi da�&#x101;di ritu&#x101;li, uzskati un tic&#x113;jumi, kuri izpau�as ar&#x12B; laikaz&#x12B;m&#x113;s. S&#x12B; vecu vec&#x101; trad&#x12B;cija saista jauna m&#x113;ness par&#x101;d&#x12B;�anos ar veiksmi da�&#x101;dos pas&#x101;kumos un dar&#x12B;jumos, Cik te maldu un cik paties&#x12B;bas? Atbild&#x113;t uz �o jaut&#x101;jumu nav nemaz tik vienk&#x101;r�i. Neviena dabas faktora ietekme ta�u neizpau�as t&#x12B;r&#x101; veid&#x101;, tie ir saist&#x12B;ti visai sare�&#x123;&#x12B;t&#x101; mijiedarb&#x113;. Ar&#x12B; dz&#x12B;vas b&#x16B;tnes reakcija uz viena un t&#x101; pa�a faktora iedarbi main&#x101;s atkar&#x12B;b&#x101; no t&#x101;s organisma st&#x101;vok&#x13C;a. Lai p&#x101;rliecino�i pier&#x101;d&#x12B;tu M&#x113;ness f&#x101;�u ietekmi, j&#x101;izstr&#x101;d&#x101; atbilsto�a metodika, veiksm&#x12B;gi j&#x101;izv&#x113;las pie�m&#x113;roti mode&#x13C;objekti.</p><p>V&#x113;l pavisam nesen vald&#x12B;ja uzskats, ka M&#x113;ness ietekme</p><p>uz Zemi izpau�as vien&#x12B;gi t&#x101;d&#x113;j&#x101;di, ka izsauc paisumu un b&#x113;gumu j&#x16B;r&#x101;s un oke&#x101;nos, bet jaut&#x101;jumu par M&#x113;ness iete&#x137;mi uz dz&#x12B;v&#x12B;bas procesiem Zemes biosf&#x113;r&#x101;, laika apst&#x101;k&#x13C;iem un cit&#x101;m par&#x101;d&#x12B;b&#x101;m uzskat&#x12B;ja par nenopietnu! P&#x113;d&#x113;j&#x101;s p&#x101;ris desmitgad&#x113;s nost&#x101;ja �aj&#x101; zi&#x146;&#x101; ir b&#x16B;tiski main&#x12B;jusies. Strauji att&#x12B;st&#x101;s selenobiolo&#x123;ija, kas p&#x113;ta M&#x113;ness iedarb&#x12B;bu uz dz&#x12B;vo dabu. �&#x101;di p&#x113;t&#x12B;jumi notiek daudz&#x101;s valst&#x12B;s, �veices Feder&#x101;laj&#x101; lauksaimniec&#x12B;bas &#x137;imiz&#x101;cijas p&#x113;tniec&#x12B;bas instit&#x16B;t&#x101; tiek realiz&#x113;ta desmitgadu programma probl&#x113;mas �M&#x113;ness ietekme uz augiem� risin&#x101;�anai, Programma v&#x113;l nav pabeigta, ta�u ieg&#x16B;tie rezult&#x101;ti jau liecina par �&#x101;du p&#x113;t&#x12B;jumu perspektivit&#x101;ti. Padomju Savien&#x12B;b&#x101; p&#x113;t&#x12B;jumus par M&#x113;ness ietekmi uz cilv&#x113;ka vesel&#x12B;bu veic Medic&#x12B;nas zin&#x101;t&#x146;u akad&#x113;mijas Vis�p&#x101;r&#x113;j&#x101;s patolo&#x123;ijas un patolo&#x123;isk&#x101;s fiziolo&#x123;ijas instit&#x16B;t&#x101; un A, Vi�&#x146;evska &#x136;irur&#x123;ijas instit&#x16B;t&#x101;. Zin&#x101;tniskaj&#x101; litera�t&#x16B;r&#x101; par&#x101;d&#x101;s arvien vair&#x101;k datu par M&#x113;ness ciklu iedar�b&#x12B;bu uz augu aug�anu, &#x16B;dens un sauszemes dz&#x12B;vnieku (daudzsaru t&#x101;rpu, Malajas me�a�urkas, Indijas bife&#x13C;u, putnu) dzimumaktivit&#x101;ti, kukai&#x146;u dz&#x12B;ves ritmiem.</p><p>M&#x16B;su republik&#x101; �&#x101;dus p&#x113;t&#x12B;jumus veic pagaid&#x101;m tikai amatieri vai ar&#x12B; zin&#x101;tnieki savam va&#x13C;aspriekam. Intere�santus datus public&#x113;jis Bruno Biedri&#x146;� 1983., 1984. un 1985. gada �Dabas un v&#x113;stures kalend&#x101;r&#x101;�. Vi&#x146;� vair&#x101;kus gadus veicis eksperimentus ar auz&#x101;m un cit&#x101;m lauksaim�niec&#x12B;bas kult&#x16B;r&#x101;m, s&#x113;dams un st&#x101;d&#x12B;dams k&#x101; vec&#x101;, t&#x101; jaun&#x101; m&#x113;nes&#x12B;, Auzas lab&#x101;k padevu�&#x101;s, ja s&#x113;tas jaun&#x101; m&#x113;nes&#x12B;, bet lini un zir&#x146;i � vec&#x101;. Jaun&#x101; m&#x113;nes&#x12B; s&#x113;tiem zir&#x146;iem stipri aizkav&#x113;jusies zied&#x113;�ana un aug�ana. Ja tos nov&#x101;ca jaun&#x101; m&#x113;nes&#x12B;, tie slikti �uva un uzglab&#x101;jot pel&#x113;ja. S&#x12B;poli krietni lab&#x101;k padevu�ies, ja tos st&#x101;d&#x12B;ja jaun&#x101;, bet nov&#x101;ca vec&#x101; m&#x113;nes&#x12B;. Turpretim kartupe&#x13C;u st&#x101;d&#x12B;��anai lab&#x101;ks bija vecs m&#x113;nesis. Jaun&#x101; m&#x113;nes&#x12B; s&#x113;t&#x101;m auz&#x101;m cero�anas f&#x101;ze da�k&#x101;rt pat izpalikusi, sak&#x146;u masa bijusi vair&#x101;kas reizes maz&#x101;ka nek&#x101; vec&#x101; m&#x113;ness s&#x113;jum&#x101;.</p><p>Noskaidrots, ka M&#x113;ness st&#x101;voklis ietekm&#x113; ar&#x12B; meteoro�lo&#x123;iskos apst&#x101;k&#x13C;us uz Zemes. M&#x113;ness gravit&#x101;cijas sp&#x113;ka iptekm&#x113; atmosf&#x113;r&#x101; rodas cikloniskie zema spiediena apga�bali, kuri p&#x101;rvietojas atkar&#x12B;b&#x101; no t&#x101; atra�an&#x101;s vietas zieme&#x13C;u vai dienvidu puslod&#x113;. Meteorolo&#x123;iskie apst&#x101;k&#x13C;i main&#x101;s atkar&#x12B;b&#x101; rio M&#x113;ness kust&#x12B;bas mai&#x146;as attiec&#x12B;b&#x101; pret Zemes orb&#x12B;tas plakni. Tie�i �&#x101;dos momentos notiek visliel&#x101;k&#x101;s p&#x113;k�&#x146;&#x101;s laika apst&#x101;k&#x13C;u mai&#x146;as � rodas viesu&#x13C;�v&#x113;tras, strauji ce&#x13C;as vai kr&#x12B;tas gaisa temperat&#x16B;ra u. tml,</p><p>Ne velti astronomi sist&#x113;mu Zeme�M&#x113;ness uzskata par dubultplan&#x113;tu.</p><p>M&#x113;ness ietekme uz meteorolo&#x123;iskajiem apst&#x101;k&#x13C;iem tiek p&#x113;t&#x12B;ta ar&#x12B; ilg&#x101;kam periodam. Asto&#x146;desmito gadu s&#x101;kum&#x101; ASV Kosmisko lidojumu centra zin&#x101;tniskais l&#x12B;dzstr&#x101;dnieks R. Karijs (R. Currie) public&#x113;ja sav&#x16B;s p&#x113;t&#x12B;jumus par nokri�&#x146;u daudzuma atkar&#x12B;bu no Zemes un M&#x113;ness sav�starp&#x113;j&#x101; st&#x101;vok&#x13C;a. Vi&#x146;� konstat&#x113;jis nokri�&#x146;u cikliskumu ar 18,6 gadu ilgu periodu. K&#x101; zin&#x101;ms, tie�i tik ilgs laiks paiet, kam&#x113;r M&#x113;ness ie&#x146;em gal&#x113;ji zieme&#x13C;u un dienvidu st&#x101;vokli pret Zemes ekvatoru. V&#x113;l&#x101;k �o p&#x113;t&#x12B;jumu rezul�t&#x101;tus, kas ieg&#x16B;ti Lielo l&#x12B;dzenumu apgabal&#x101;, apstiprin&#x101;ja ar&#x12B; vair&#x101;ku citu zemju meteorologi un klimatologi. &#x136;&#x12B;nas Atmosf&#x113;ras fizikas instit&#x16B;t&#x101; tika izanaliz&#x113;ti meteorolo�&#x123;iskie nov&#x113;rojumi, kas veikti piecsimt gados, un konsta�t&#x113;ts izteikts nokri�&#x146;u cikliskums ar periodu, nedaudz ilg&#x101;ku par 18 gadiem.</p><p>No &#x13C;oti pla�&#x101; tautas laikaz&#x12B;mju kl&#x101;sta par jauno un veco m&#x113;nesi te apskat&#x12B;sim rakstur&#x12B;g&#x101;k&#x101;s.</p><empty-line/><subtitle><a l:href="">Jaun&#x101; un vec&#x101; m&#x113;nes&#x12B; � me�&#x101;: </a></subtitle><p><strong>Ja skuju b&#x16B;vkokus c&#x113;rt jaun&#x101; m&#x113;nes&#x12B; un lapu b&#x16B;vkokus vec&#x101; m&#x113;nes&#x12B; � &#x113;kas ir siltas un &#x137;irmji taj&#x101;s nemetas</strong></p><p><strong>Ja skuju lietaskokus c&#x113;rt jaun&#x101; m&#x113;nes&#x12B;, bet lapu ko�kus � ozolus, o�us, liepas, b&#x113;rzus, apses � saus&#x101;s vec&#x101; m&#x113;ne�a dien&#x101;s � tie ilgi st&#x101;v-</strong></p><p><strong>Ja cirvja k&#x101;tu c&#x113;rt vec&#x101; m&#x113;nes&#x12B; � tas ir viegls un nem&#x16B;k nost;</strong></p><p><strong>ja jaun&#x101; m&#x113;nes&#x12B; � tas �&#x13C;&#x16B;k &#x101;r&#x101; un to &#x137;irmji sa&#x113;d </strong></p><p><strong>Ja kr&#x16B;mus c&#x113;rt jaun&#x101; m&#x113;nes&#x12B; � tie saaug atkal; ja vec&#x101; m&#x113;nes&#x12B; � viss paliks t&#x12B;rs</strong></p><p><strong>Ja s&#x113;&#x146;ot iet jaun&#x101; m&#x113;nes&#x12B; � b&#x16B;s daudz labu, t&#x12B;ru s&#x113;&#x146;u; ja vec&#x101; m&#x113;nes&#x12B; � b&#x16B;s daudz vecu, t&#x101;rpainu s&#x113;&#x146;u </strong></p><p><strong>Ja b&#x16B;vkokus c&#x113;rt �miera m&#x113;ne�os� � novembr&#x12B;, decembr&#x12B;, janv&#x101;r&#x12B; � un v&#x113;l piln&#x101; m&#x113;ness f&#x101;z&#x113; � tie lab&#x101;k �&#x16B;st tin neplais&#x101;</strong></p><p><strong>Ja lietaskokus c&#x113;rt febru&#x101;r&#x12B; � tie izn&#x101;k sausi un stipri</strong></p><p><strong>Ja kokus saimniec&#x12B;bai � �ogiem, tiltiem, z&#x101;rdiem, abr&#x101;m, sil&#x113;m, ba&#x13C;&#x13C;&#x101;m, ratu as&#x12B;m, ragav&#x101;m, muc&#x101;m, kas�t&#x113;m, st&#x12B;p&#x101;m � c&#x113;rt janv&#x101;r&#x12B; un febru&#x101;r&#x12B; � tie ilg&#x101;k st&#x101;v un neboj&#x101;jas</strong></p><p><strong>Ja grib, lai malkai baltalk�&#x146;i labi ataug, � tie j&#x101;c&#x113;rt rudeni;</strong></p><p><strong>ja grib, lai gr&#x101;vmalas atbr&#x12B;vojas no baltalk�&#x146;iem, � tie j&#x101;c&#x113;rt ned&#x113;&#x13C;u pirms J&#x101;&#x146;u dienas</strong></p><p><strong>Ja skalu malku c&#x113;rt sve�u m&#x113;nes&#x12B; (febru&#x101;r&#x12B;)' � t&#x101; gai�i deg</strong></p><p><strong>Ja slotu grie� vai k&#x101;t&#x101; dzen vec&#x101; m&#x113;nes&#x12B; � istab&#x101; nemetas blusas; ja jaun&#x101; m&#x113;nes&#x12B; � metas</strong></p><p><strong>Ja slauk&#x101;m&#x101;s slotas sien, kam&#x113;r b&#x113;rzi nav izplau�ku�i, � t&#x101;s ir iztur&#x12B;gas</strong></p><p><strong>Ja peram&#x101;s slotas grie� no J&#x101;&#x146;u dienas l&#x12B;dz P&#x113;tera dienai � t&#x101;s ir &#x12B;pa�i labas.</strong></p><empty-line/><subtitle><a l:href="">M&#x101;j&#x101;: </a></subtitle><p><strong>Ja jumtu jumj jaun&#x101; m&#x113;nes&#x12B; � salmu un skaidu gali liecas uz aug�u, l&#x16B;st, �&#x137;ob&#x101;s un naglas lien lauk&#x101;;</strong></p><p><strong>ja vec&#x101; m&#x113;nes&#x12B; � jumts aps&#x16B;no un labi st&#x101;v </strong></p><p><strong>Ja vadzi vai &#x137;&#x12B;li sit jaun&#x101; m&#x113;nes&#x12B; � tas n&#x101;k lauk&#x101;; ja vec&#x101; m&#x113;nes&#x12B; � turas stingri</strong></p><p><strong>Ja ka&#x146;ep&#x101;ju valgus vij vec&#x101; m&#x113;nes&#x12B;, bet linu � jaun&#x101; � tie ir stipri</strong></p><p><strong>Ja aitas c&#x113;rp vai matus un b&#x101;rdu grie� dilsto�&#x101; m&#x113;nes&#x12B; � matojums ataug daudz l&#x113;n&#x101;k, nek&#x101; augo�&#x101; m&#x113;nes&#x12B; cirpts vai griezts</strong></p><p><strong>Ja k&#x101;postus grie� un sk&#x101;b&#x113; vec&#x101; m&#x113;nes&#x12B; � tie nep&#x16B;st, ilgi st&#x101;v, m&#x12B;ksti v&#x101;r&#x101;s; ja jaun&#x101; m&#x113;nes&#x12B; � tie ir cieti</strong></p><p><strong>D&#x101;rz&#x101;: Kad pavasar&#x12B; iest&#x101;jas jauns m&#x113;ness � j&#x101;steidz s&#x113;t un st&#x101;d&#x12B;t visus tos augus, kuriem ra�a ir virs ze�mes;</strong></p><p><strong>kad iest&#x101;jas vecs m&#x113;ness � tos, kuriem ra�a ir zem&#x113; Ja bietes st&#x101;da jaun&#x101; m&#x113;nes&#x12B; � t&#x101;s ra�eni aug, bet iziet ziedos; ja st&#x101;da vec&#x101; m&#x113;nes&#x12B; � t&#x101;s neizzied </strong></p><p><strong>Ja burk&#x101;nus s&#x113;j vai st&#x101;da jaun&#x101; m&#x113;nes&#x12B; � tie ra�eni aug, bet iziet ziedos; ja s&#x113;j vai st&#x101;da vec&#x101; m&#x113;nes&#x12B; � tie neizzied </strong></p><empty-line/><subtitle><a l:href="">Ja gur&#x137;us</a></subtitle><p><strong>�s&#x113;j piln&#x101; m&#x113;nes&#x12B; � tie zied un daudz ien&#x101;�kas;</strong></p><p><strong>ja tuk�&#x101; jaun&#x101; m&#x113;nes&#x12B; � zied l&#x12B;dz rudenim un maz ien&#x101;kas</strong></p><p><strong>Ja gur&#x137;us s&#x113;j jaun&#x101; m&#x113;nes&#x12B; � tie tuk�i vien zied; ja vec&#x101; m&#x113;nes&#x12B; � to ir daudz un tie labi ien&#x101;kas</strong></p><empty-line/><p><strong>Ja s&#x12B;polus v&#x101;c vec&#x101; m&#x113;nes&#x12B; � tie iz�&#x16B;st </strong></p><p><strong>Ja s&#x12B;polus jaun&#x101; m&#x113;nes&#x12B; st&#x101;da no r&#x12B;ta � tie labi izdodas;</strong></p><p><strong>ja vec&#x101; m&#x113;nes&#x12B; uz vakaru � ar&#x12B; labi izdodas </strong></p><p><strong>Ja grib vesel&#x12B;gus un lielus zir&#x146;us � tad jaun&#x101; m&#x113;nes&#x12B; tie j&#x101;s&#x113;j vakar&#x101; p&#x113;c saules</strong></p><p><strong>bet vec&#x101; m&#x113;nes&#x12B; � no r&#x12B;ta pirms saules un bez virs�biks&#x113;m</strong></p><p><strong>Ja zir&#x146;us s&#x113;j jaun&#x101; vai augo�&#x101; m&#x113;nes&#x12B; � tie tikai aug un zied, bet nenogatavojas;ja dilsto�&#x101; vai vec&#x101; m&#x113;nes&#x12B; � tie nav t&#x101;rpaini, ir ra�&#x12B;gi un labi nogatavojas</strong></p><p><strong>Ja grib zir&#x146;us ziediem vai lopbar&#x12B;bai � tie j&#x101;s&#x113;j jaun&#x101; vai augo�&#x101; m&#x113;nes&#x12B;; ja grib graudiem � j&#x101;s&#x113;j vec&#x101; vai dilsto�&#x101; m&#x113;nes&#x12B;. </strong></p><empty-line/><subtitle><a l:href="">T&#x12B;rum&#x101;: </a></subtitle><p><strong>Ja papuvi maisa un pl&#x113;sumu pl&#x113;� vec&#x101; m&#x113;�nes&#x12B; � zeme labi satrup; ja jaun&#x101; m&#x113;nes&#x12B; � netrup un z&#x101;les vien grie�as </strong></p><p><strong>Ja atmatu ar jaun&#x101; m&#x113;nes&#x12B; � t&#x101; za&#x13C;o; ja vec&#x101; m&#x113;nes&#x12B; � labi satrup </strong></p><p><strong>Ja lab&#x12B;bu s&#x113;j piln&#x101; m&#x113;nes&#x12B; � ir pilnas v&#x101;rpas; ja jaun&#x101; m&#x113;nes&#x12B; � t&#x101; sag&#x101;�as veldr&#x113; </strong></p><p><strong>Ja mie�us s&#x113;j jaun&#x101; m&#x113;nes&#x12B; � neaug melnie graudi; ja vec&#x101; m&#x113;nes&#x12B; � tiem neaug akoti, bet l&#x16B;st v&#x101;rpas; ja piln&#x101; m&#x113;nes&#x12B; � briest smagi graudi </strong></p><p><strong>Ja sienu p&#x13C;auj jaun&#x101; m&#x113;nes&#x12B; � tas nep&#x16B;st; ja vec&#x101; m&#x113;nes&#x12B; � tas &#x101;tri p&#x16B;st</strong></p><p><strong>Ja rudzus s&#x113;j jaunos m&#x113;slos � tas j&#x101;dara 3 dienas pirms pilna m&#x113;ness; ja vecos m&#x113;slos � 3 dienas p&#x113;c pilna m&#x113;ness </strong></p><p><strong>Ja piln&#x101; m&#x113;nes&#x12B; ir slikts laiks � jaun&#x101; m&#x113;nes&#x12B; b&#x16B;s labs;ja jaun&#x101; m&#x113;nes&#x12B; ir sauss laiks � piln&#x101; m&#x113;nes&#x12B; l&#x12B;s lietus.</strong></p><empty-line/><subtitle><a l:href="">Jaun&#x101; m&#x113;nes&#x12B; � me�&#x101;: </a></subtitle><p><strong>Ja b&#x16B;vkokus c&#x113;rt jaun&#x101; m&#x113;�nes&#x12B; � tie nep&#x16B;st</strong></p><p><strong>Ja peram&#x101;s slotas grie� jaun&#x101; m&#x113;nes&#x12B; � aug blusas un niez &#x101;da, bet slot&#x101;m ilgi turas lapas un t&#x101;s ir m&#x12B;kstas </strong></p><p><strong>Ja ba&#x13C;&#x137;us c&#x113;rt decembr&#x12B; jaun&#x101; m&#x113;nes&#x12B; un g&#x101;� pret zieme&#x13C;iem � tie ir varen stipri un neplais&#x101;</strong></p><p><strong>Ja skujkokus c&#x113;rt jaun&#x101; m&#x113;nes&#x12B; � ba&#x13C;&#x137;i neplais&#x101;, ilgi uzglab&#x101;jas, nep&#x16B;st</strong></p><p><strong>Ja skujkokus c&#x113;rt jaun&#x101; m&#x113;nes&#x12B; � tie nep&#x16B;st un mal�ka ir stipr&#x101;ka</strong></p><p><strong>Ja skalus un malku c&#x113;rt jaun&#x101; m&#x113;nes&#x12B; l&#x12B;dz pilnam m&#x113;nesim � t&#x101; labi deg Ja sulas urbj jaun&#x101; m&#x113;nes&#x12B; � t&#x101;s labi tek.</strong></p><empty-line/><subtitle><a l:href="">M&#x101;j&#x101;: </a></subtitle><p><strong>Ja gr&#x101;bek&#x13C;a zarus liek jaun&#x101; m&#x113;nes&#x12B; � tie &#x101;tri izbirst</strong></p><p><strong>Ja skursteni slauka jaun&#x101; m&#x113;nes&#x12B; � tas dr&#x12B;z aiz�degas</strong></p><p><strong>Ja &#x113;ku ce&#x13C; jaun&#x101; m&#x113;nes&#x12B; � taj&#x101; iemetas kukai&#x146;i, p&#x16B;st koki</strong></p><p><strong>Ja v&#x113;rpj jaun&#x101; m&#x113;nes&#x12B; � veidojas stipri diegi </strong></p><p><strong>Ja ze&#x137;es l&#x101;pa jaun&#x101; m&#x113;nes&#x12B; � t&#x101;s vairs nepl&#x12B;st </strong></p><p><strong>Ja biezpienu silda jaun&#x101; m&#x113;nes&#x12B; � tas nepel </strong></p><p><strong>Ja sviestu taisa jaun&#x101; m&#x113;nes&#x12B; � tas nesaraujas </strong></p><p><strong>Ja aitas c&#x113;rp jaun&#x101; m&#x113;nes&#x12B; un ievu ziedu laik&#x101; � t&#x101;s atkal labi ataug</strong></p><p><strong>Ja zirgam asti un kr&#x113;pes grie� jaun&#x101; m&#x113;nes&#x12B; � t&#x101;s labi, &#x101;tri un kupli ataug</strong></p><p><strong>Ja vistas per&#x113;t liek jaun&#x101; m&#x113;nes&#x12B; � c&#x101;&#x13C;i aug brangi un vesel&#x12B;gi.</strong></p><empty-line/><subtitle><a l:href="">D&#x101;rz&#x101;: </a></subtitle><p><strong>Ja kartupe&#x13C;us st&#x101;da jaun&#x101; m&#x113;nes&#x12B; � tie izaug lakstos, ir &#x16B;de&#x146;aini, tos nom&#x101;c nez&#x101;les</strong></p><p><strong>Ja kartupe&#x13C;us s&#x101;k rakt jaun&#x101; m&#x113;nes&#x12B; � tie kaudz&#x113;s nep&#x16B;st</strong></p><p><strong>Ja k&#x101;postus st&#x101;da augo�&#x101; m&#x113;ness miglain&#x101; dien&#x101; � tie nekalst</strong></p><p><strong>Ja saknes s&#x113;j vai st&#x101;da jaun&#x101; m&#x113;nes&#x12B; � t&#x101;s izaug stiebros, ziedos</strong></p><p><strong>Ja s&#x12B;polus st&#x101;da jaun&#x101; m&#x113;nes&#x12B; � zied loki un tie neno�gatavojas l&#x12B;dz pat v&#x113;lam rudenim</strong></p><p><strong>Ja pupas st&#x101;da jaun&#x101; m&#x113;nes&#x12B; un ned&#x113;&#x13C;as s&#x101;kum&#x101; � t&#x101;m ir pilnas p&#x101;kstis no viena gala l&#x12B;dz otram</strong></p><p><strong>Ja pu&#x137;es vai kokus st&#x101;da jaun&#x101; m&#x113;nes&#x12B; � tie labi ieaug</strong></p><p><strong>Ja aug&#x13C;u kokus vai kr&#x16B;mus apgrie� jaun&#x101; m&#x113;nes&#x12B; � tie aug kupli.</strong></p><empty-line/><subtitle><a l:href="">T&#x12B;rum&#x101;: </a></subtitle><p><strong>Ja lab&#x12B;bu s&#x113;j jaun&#x101; vai piln&#x101; m&#x113;nes&#x12B; � ir pilnas v&#x101;rpas un smagi graudi </strong></p><p><strong>Ja lauki sausi � tie j&#x101;s&#x113;j augo�&#x101; m&#x113;nes&#x12B; Ja lab&#x12B;bu s&#x113;j jaun&#x101; m&#x113;nes&#x12B; � t&#x101; nel&#x16B;st, neveldr&#x113;jas, nebirst</strong></p><p><strong>Ja lab&#x12B;bu s&#x113;j jaun&#x101; m&#x113;nes&#x12B; � graudi ruden&#x12B; zem&#x113; nebirst, kaut ar&#x12B; t&#x101; ir nodzelt&#x113;jusi, stiebri saloc&#x12B;ju�ies, v&#x101;rpas nol&#x12B;ku�as</strong></p><p><strong>Ja auzas s&#x113;j jaun&#x101; m&#x113;nes&#x12B; � t&#x101;m nel&#x16B;st salmi, t&#x101;s nekr&#x12B;t veldr&#x113;, nekl&#x113;po (nesakar&#x12B;gi nesakr&#x12B;t) un ruden&#x12B; krusa nenosit </strong></p><p><strong>Ja &#x101;boli&#x146;u aps&#x113;j jaun&#x101; m&#x113;nes&#x12B; � tas neizsalst Ja kvie�us s&#x113;j jaun&#x101; m&#x113;nes&#x12B; � tajos nemetas meln- plauka</strong></p><p><strong>Ja rudzus s&#x113;j jaun&#x101; m&#x113;nes&#x12B; � tie neizsalst un dod lielu ra�u</strong></p><p><strong>Ja sienu p&#x13C;auj jaun&#x101; m&#x113;nes&#x12B; � aug sp&#x113;c&#x12B;gs at&#x101;ls un n&#x101;kamaj&#x101; gad&#x101; liela z&#x101;le Ja &#x101;boli&#x146;u p&#x13C;auj jaun&#x101; m&#x113;nes&#x12B; � labi aug at&#x101;ls Ja Mi&#x137;elis iekr&#x12B;t jaun&#x101; m&#x113;nes&#x12B; � ziemu b&#x16B;s slikta lopu bar&#x12B;ba</strong></p><p><strong>Ja s&#x113;klas lab&#x12B;bu p&#x13C;auj un ku&#x13C; jaun&#x101; m&#x113;nes&#x12B; � t&#x101; dos lielu ra�u.</strong></p><empty-line/><subtitle><a l:href="">Vec&#x101; m&#x113;nes&#x12B; </a></subtitle><subtitle>me�&#x101;: </subtitle><p><strong>Ja kokus c&#x113;rt d&#x113;&#x13C;iem � tie j&#x101;�c&#x113;rt dilsto�&#x101; m&#x113;nes&#x12B;, tad tie izn&#x101;k taisni</strong></p><p><strong>Ja skujkokus c&#x113;rt ziem&#x101; piln&#x101; m&#x113;nes&#x12B; � tie neraujas un nemetas, nep&#x101;rliecas</strong></p><p><strong>Ja ratu kokus c&#x113;rt piln&#x101; vai vec&#x101; m&#x113;nes&#x12B; � rati ne�&#x12B;kst un rite&#x146;i nej&#x16B;k</strong></p><p><strong>Ja ragavu slie�u kokus c&#x113;rt vec&#x101; m&#x113;nes&#x12B; � tas izr&#x101;d&#x101;s s&#x12B;ksts koks </strong></p><p><strong>Ja malku c&#x113;rt vec&#x101; m&#x113;nes&#x12B; � t&#x101; labi izkalst </strong></p><p><strong>Ja pirtsslotas grie� dilsto�&#x101; m&#x113;nes&#x12B; � t&#x101;s &#x101;tri izput, nobirst lapas</strong></p><p><strong>Ja �agarus, kr&#x16B;mus, kokus c&#x113;rt vec&#x101; m&#x113;nes&#x12B; � ne�aug atvases</strong></p><p><strong>Ja �ogam �agarus c&#x113;rt vec&#x101; vai dilsto�&#x101; m&#x113;nes&#x12B; � �ie �agari otrreiz vairs neza&#x13C;o</strong></p><p><strong>Ja &#x113;ku cel�anai s&#x16B;nas v&#x101;c vec&#x101; m&#x113;nes&#x12B; � t&#x101;s turas sausas.</strong></p><empty-line/><subtitle><a l:href="">M&#x101;j&#x101;: </a></subtitle><p><strong>Ja &#x113;ku ce&#x13C; vec&#x101; m&#x113;nes&#x12B; � t&#x101; b&#x16B;s sausa, silta un iztur&#x12B;ga</strong></p><p><strong>Ja ka&#x13C;&#x137;u m&#x16B;ri m&#x16B;r&#x113; vec&#x101; m&#x113;nes&#x12B; � tas ir ciets, sauss un iztur&#x12B;gs </strong></p><p><strong>Ja &#x123; i p s d e &#x137; i sit vec&#x101; m&#x113;nes&#x12B; � tas labi turas </strong></p><p><strong>Ja skalus pl&#x113;� piln&#x101; m&#x113;nes&#x12B; � tie labi deg un nek&#x16B;p </strong></p><p><strong>Ja skursteni s&#x101;k m&#x16B;r&#x113;t vec&#x101; m&#x113;nes&#x12B; � tas &#x101;tri izkalst un netek sodr&#x113;ji</strong></p><p><strong>Ja skursteni slauka vec&#x101; m&#x113;nesi � tas tik dr&#x12B;z nepiekv&#x113;p</strong></p><p><strong>Ja gr&#x101;bek&#x13C;a zarus liek vec&#x101; m&#x113;nes&#x12B; un p&#x113;c pusdie�nas � tie nekr&#x12B;t &#x101;r&#x101; </strong></p><p><strong>Ja ragavu slieces liek vec&#x101; m&#x113;nes&#x12B; � t&#x101;s neatliecas </strong></p><p><strong>Ja s&#x113;tas mietus dzen vec&#x101; m&#x113;nes&#x12B; un p&#x113;c pusdienas � tie nep&#x16B;st un nelien no zemes lauk&#x101;</strong></p><p><strong>Ja virves un auklas vij vec&#x101; m&#x113;nes&#x12B; � t&#x101;s nedilst, nec&#x113;rtas un ir m&#x12B;kstas</strong></p><p><strong>Ja pirtsslotas taisa J&#x101;&#x146;os un dilsto�&#x101; gaism&#x101; � t&#x101;s ir iztur&#x12B;g&#x101;kas un peroties nemet lapas</strong></p><p><strong>Ja z&#x101;bakus taisa vec&#x101; m&#x113;nes&#x12B; � tiem neirst �uves un nelec zoles va&#x13C;&#x101;, ir viegli un iztur&#x12B;gi </strong></p><p><strong>Ja putraimus taisa vec&#x101; m&#x113;nes&#x12B; � tajos metas kodes </strong></p><p><strong>Ja spilvenos vai p&#x113;&#x13C;os spalvas liek veca m&#x113;ne�a p&#x113;d&#x113;j&#x101; piektdien&#x101;, &#x12B;pa�i vakar&#x101; p&#x113;c saules noie�anas, kad putni jau gu&#x13C;, � spalvas nelien &#x101;r&#x101;</strong></p><p><strong>Ja ve&#x13C;u mazg&#x101; vec&#x101; vai dilsto�&#x101; m&#x113;nes&#x12B; � t&#x101; izmaz�g&#x101;jas &#x13C;oti balta </strong></p><p><strong>Ja vilnu mazg&#x101; vec&#x101; m&#x113;nes&#x12B; � t&#x101; neve&#x13C;as Ja zirgu ka&#x13C; vec&#x101; m&#x113;nes&#x12B; � pakavi ilgi turas </strong></p><p><strong>Ja v&#x113;rs&#x12B;tis dzimis vec&#x101; m&#x113;nes&#x12B; � tas vaislo�anai neder </strong></p><p><strong>Ja lab&#x12B;bu ma&#x13C; vec&#x101; m&#x113;nes&#x12B; � milti neboj&#x101;jas. </strong></p><empty-line/><subtitle><a l:href="">D&#x101;rz&#x101;: </a></subtitle><p><strong>Ja kartupe&#x13C;us st&#x101;da piln&#x101; m&#x113;nes&#x12B; � aug daudz lielu bumbu&#x13C;u</strong></p><p><strong>Ja kartupe&#x13C;us st&#x101;da vec&#x101; m&#x113;nes&#x12B; bumbu&#x13C;ainu m&#x101;ko&#x146;u laik&#x101; � tie aug miltaini, gludi un nesaiet lakstos </strong></p><p><strong>Ja kartupe&#x13C;us st&#x101;da vec&#x101; m&#x113;nes&#x12B; � tajos maz nez&#x101;&#x13C;u </strong></p><p><strong>Ja k&#x101;postus st&#x101;da vec&#x101; m&#x113;nes&#x12B; � tie v&#x101;r&#x101;s m&#x12B;ksti </strong></p><p><strong>Ja k&#x101;postiem m&#x113;sli vesti vec&#x101; m&#x113;nes&#x12B; � padodas &#x13C;oti laba ra�a</strong></p><p><strong>Ja &#x137;irbjus st&#x101;da piln&#x101; m&#x113;nes&#x12B; � tie aug lieli, biezi un pilni</strong></p><p><strong>Ja saknes s&#x113;j vai st&#x101;da tr&#x12B;s dienu vec&#x101; m&#x113;nes&#x12B; � t&#x101;s &#x13C;oti ra�eni aug</strong></p><p><strong>Ja cigori&#x146;us s&#x113;j vec&#x101; m&#x113;nes&#x12B; � tie neaug cauri un neizzied</strong></p><p><strong>Ja rutkus s&#x113;j vai st&#x101;da vec&#x101; m&#x113;nes&#x12B; p&#x113;c saules rieta � tie labi aug un neizzied</strong></p><p><strong>Ja r&#x101;ce&#x146;us un k&#x101;&#x13C;us s&#x113;j vec&#x101; m&#x113;nes&#x12B; � tie aug labi, lieli un neizzied ziedos</strong></p><p><strong>Ja r&#x101;ce&#x146;us un k&#x101;&#x13C;us st&#x101;da vec&#x101; m&#x113;nes&#x12B; � tie ir cieti un c&#x12B;pslaini</strong></p><p><strong>Ja s&#x12B;polus st&#x101;da vec&#x101; m&#x113;nes&#x12B; � tie neizzied </strong></p><p><strong>Ja s&#x12B;polus st&#x101;da piln&#x101; m&#x113;nes&#x12B; p&#x113;c saules rieta ceturt�dienas vakar&#x101; � tie aug lieli</strong></p><p><strong>Ja s&#x12B;polus st&#x101;da piln&#x101; m&#x113;nes&#x12B; un piektdien&#x101; � tie izaug lieli</strong></p><p><strong>Ja s&#x12B;polus st&#x101;da vec&#x101; menes&#x12B;, kam&#x113;r pui�i pirt&#x12B;, � tie aug lieli k&#x101; pui�u pauti</strong></p><p><strong>Ja s&#x12B;polus katra veca m&#x113;ne�a p&#x113;d&#x113;j&#x101; piektdien&#x101; atru��ina � tie lab&#x101;k aug</strong></p><p><strong>Ja s&#x12B;polus rauj piln&#x101; m&#x113;nes&#x12B; � tie ir visnobriedu�&#x101;kie un vislab&#x101;k st&#x101;v</strong></p><p><strong>Ja magones s&#x113;j piln&#x101; m&#x113;nes&#x12B; � t&#x101;s zied kupli un gal�vi&#x146;&#x101;s daudz s&#x113;klu</strong></p><p><strong>Ja ka&#x146;epes ies&#x113;tas vec&#x101; m&#x113;nes&#x12B; � gaid&#x101;ma laba �&#x137;iedra</strong></p><p><strong>Ja aug&#x13C;u kokus vai ogul&#x101;jus st&#x101;da piln&#x101; m&#x113;nes&#x12B; � tiem b&#x16B;s daudz ogu</strong></p><p><strong>Ja ogul&#x101;jus st&#x101;da vec&#x101; m&#x113;nes&#x12B; � padodas brangas, lielas ogas</strong></p><p><strong>Ja aug&#x13C;u koki zied vec&#x101; m&#x113;nes&#x12B; � nek&#x101;du aug&#x13C;u neb&#x16B;s </strong></p><p><strong>Ja aug&#x13C;u koki zied piln&#x101; m&#x113;nes&#x12B; � b&#x16B;s labi aug&#x13C;i </strong></p><p><strong>Ja &#x137;ir�i zied vec&#x101; m&#x113;nes&#x12B; � tiem neb&#x16B;s ogu </strong></p><p><strong>Ja &#x101;bolus nov&#x101;c piln&#x101; m&#x113;nes&#x12B; � tie labi st&#x101;v. </strong></p><empty-line/><subtitle><a l:href="">T&#x12B;rum&#x101;: </a></subtitle><p><strong>Ja m&#x113;slus ved vec&#x101; m&#x113;nes&#x12B;, kad ir dienvidu vai vakara v&#x113;j�, � tie labi satr&#x16B;d</strong></p><p><strong>Ja ruden&#x12B; zemi ar vec&#x101; m&#x113;nes&#x12B; � t&#x101; lab&#x101;k satr&#x16B;d un nobriest</strong></p><p><strong>Ja &#x101;boli&#x146;u ar vec&#x101; m&#x113;nes&#x12B; � zeme lab&#x101;k satr&#x16B;d un nez&#x101;les neaug</strong></p><p><strong>Ja lab&#x12B;bu s&#x113;j laik&#x101;, kad m&#x113;nesim maz gaismas, tas ir pavisam vecs vai tikko jauns, � t&#x101; slikti aug</strong></p><p><strong>Ja lab&#x101; zem&#x113; s&#x113;j vai st&#x101;da dilsto�&#x101; m&#x113;nes&#x12B; � neb&#x16B;s ra�as</strong></p><p><strong>Ja lab&#x12B;bu s&#x113;j vec&#x101; m&#x113;nes&#x12B; � t&#x101; padodas &#x12B;sa un nol&#x12B;kst pie zemes, ka nav &#x12B;sti pat ko p&#x13C;aut</strong></p><p><strong>Ja lab&#x12B;bu s&#x113;j vec&#x101; m&#x113;nes&#x12B; � t&#x101; no v&#x101;rp&#x101;m birst pat nenobriedu�i</strong></p><p><strong>Ja lauki zemi un slapji � tie j&#x101;s&#x113;j dilsto�&#x101; m&#x113;nes&#x12B; </strong></p><p><strong>Ja auzas s&#x113;j piln&#x101; m&#x113;nes&#x12B; � t&#x101;s izaug garas </strong></p><p><strong>Ja auzas s&#x113;j vec&#x101; m&#x113;nes&#x12B; � t&#x101;s sakr&#x12B;t veldr&#x113;, sal&#x16B;st un nobirst jau lauk&#x101;</strong></p><p><strong>Ja auzas iegad&#x101;s s&#x113;t vec&#x101; m&#x113;nes&#x12B; � tad tas j&#x101;dara tikai agri no r&#x12B;ta</strong></p><p><strong>Ja mie�us s&#x113;j piln&#x101; m&#x113;nes&#x12B; � tie labi padodas, aug smagi graudi</strong></p><p><strong>Ja rudzus s&#x113;j vec&#x101; m&#x113;nes&#x12B; � tiem robainas, pustuk��as v&#x101;rpas un slikts birums </strong></p><p><strong>Ja rudzi zied Jaun&#x101; piln&#x101; m&#x113;nes&#x12B; � b&#x16B;s pilnas v&#x101;rpas </strong></p><p><strong>Ja rudzus p&#x13C;auj piln&#x101; m&#x113;nes&#x12B; � ir daudz graudu </strong></p><p><strong>Ja rudzus p&#x13C;auj vec&#x101; m&#x113;nes&#x12B; �- tie lab&#x101;k nobriest </strong></p><p><strong>Ja linus s&#x113;j vec&#x101; m&#x113;nes&#x12B;, &#x12B;pa�i t&#x101; gal&#x101; � aug �&#x137;iedraini lini un neaug nez&#x101;les </strong></p><p><strong>Ja linus pl&#x16B;c piln&#x101; m&#x113;nes&#x12B; � tie ir �&#x137;iedraini </strong></p><p><strong>Ja zir&#x146;us s&#x113;j piln&#x101; m&#x113;nes&#x12B; � aug pilnas p&#x101;kstis; ja vec&#x101; m&#x113;nes&#x12B; � tie &#x101;tri nogatavojas </strong></p><p><strong>Ja zir&#x146;us s&#x113;j piln&#x101; m&#x113;nes&#x12B; pirms saules � tie nav t&#x101;rpaini un ir ra�&#x12B;gi</strong></p><p><strong>Ja zir&#x146;us s&#x113;j dilsto�&#x101; m&#x113;nes&#x12B; � tie ruden&#x12B; &#x13C;oti labi nogatavojas </strong></p><p><strong>Ja zir&#x146;us v&#x101;c vec&#x101; m&#x113;nes&#x12B; � tie v&#x101;r&#x101;s m&#x12B;ksti </strong></p><p><strong>Ja s&#x113;klu &#x146;em vec&#x101; m&#x113;nes&#x12B; � t&#x101; slikti d&#x12B;gst </strong></p><p><strong>Ja z&#x101;li nogana pirms pilna m&#x113;ness � t&#x101; dr&#x12B;z ataug; ja p&#x113;c pilna m&#x113;ness � t&#x101; gausi ataug.</strong></p><empty-line/><subtitle><a l:href="">LAIKA V&#x112;ROJUMI, TIC&#x112;JUMI</a></subtitle><p><strong>Ja ievas kupli zied � b&#x16B;s augl&#x12B;ga vasara.</strong></p><p><strong>Ja ievas zied � mie�i un auzas j&#x101;s&#x113;j.</strong></p><p><strong>Ja daudz p&#x12B;l&#x101;d�u ziedu � b&#x16B;s labi mie�i.</strong></p><p><strong>Ja aug&#x13C;u koki zied piln&#x101; m&#x113;nes&#x12B; � b&#x16B;s labi aug|i.</strong></p><p><strong>Ja pienen&#x113;m dien&#x101; aizveras ziedi � b&#x16B;s lietus.</strong></p><p><strong>Ja agri plaukst koki � agri j&#x101;s&#x113;j agr&#x12B;n&#x101;s lab&#x12B;bas.</strong></p><p><strong>Ja grib izaudz&#x113;t labus s&#x12B;polus � tie j&#x101;�d&#x113;sta, kad &#x101;be&#x13C;u ziedi ir pumpuros.</strong></p><p><strong>Ja pavasar&#x12B; daudz maijvabo&#x13C;u � b&#x16B;s kar�sta vasara.</strong></p><p><strong>Ja vakaros kni�&#x13C;i spindz un dze&#x13C; � b&#x16B;s lietus.</strong></p><p><strong>Ja dzeguze vakar&#x101; ilgi k&#x16B;ko � b&#x16B;s labs laiks.</strong></p><p><strong>Ja bezdel&#x12B;gas no r&#x12B;ta izlido v&#x113;lu � b&#x16B;s slikts laiks.</strong></p><p><strong>Ja maij&#x101; bie�i ir p&#x113;rkons � b&#x16B;s lietaina, v&#x113;jaina vasara un kuplas p&#x13C;avas.</strong></p><empty-line/><image l:href="#7"/></section><section><title><p id="AutBody_0bookmark14">LAIKAZ&#x12A;MES PROGNOZES SCEN&#x100;RIJ&#x100;</p></title><p id="AutBody_0bookmark14">LAIKAZ&#x12A;MES PROGNOZES SCEN&#x100;RIJ&#x100;</p><p>M&#x16B;su gadsimta se�desmitajos gados s&#x101;k&#x101;s �progno�u bums�. Daudz&#x101;s valst&#x12B;s tapa vald&#x12B;bas komitejas un komisijas n&#x101;kotnes probl&#x113;mu p&#x113;t&#x12B;�anai un kompleksu progno�u izstr&#x101;d&#x101;�anai. Rad&#x101;s futurologu biedr&#x12B;bas un prognostiskas firmas. Amerikas Savienotaj&#x101;s Valst&#x12B;s vien triju gadu laik&#x101; izveidoj&#x101;s vair&#x101;k nek&#x101; divi simti �&#x101;du firmu. Firmas peln&#x12B;j&#x101;s ar ekonomiskaj&#x101;m, politiskaj&#x101;m, in�eniertehniskaj&#x101;m prognoz&#x113;m un citiem priv&#x101;tajiem, k&#x101; ar&#x12B; valsts pas&#x16B;t&#x12B;jumiem. Viens no galvenajiem progno�z&#x113;�anas veidiem � n&#x101;kotnes scen&#x101;riju izstr&#x101;d&#x101;�ana. Izstr&#x101;d&#x101;ja n&#x101;kotnes ekonomisk&#x101;s vai ekolo&#x123;isk&#x101;s situ&#x101;�cijas, arhitekt&#x16B;ras vai &#x123;imenes, sagaid&#x101;m&#x101; kara vai t&#x101; saucam&#x101;s postindustri&#x101;l&#x101;s sabiedr&#x12B;bas scen&#x101;rijus. Se��desmito gadu nogal&#x113; It&#x101;lijas progres&#x12B;vais tautsaimnie�c&#x12B;bas un sabiedriskais darbinieks Aur&#x113;lio Pe�ei dibin&#x101;ja �Romas klubu� � neofici&#x101;lu starptautisku organiz&#x101;ciju pasaules att&#x12B;st&#x12B;bas glob&#x101;lu probl&#x113;mu p&#x113;t&#x12B;�anai. Jau pirmais �Romas kluba� zi&#x146;ojums � D. Medouza un t&#x101; l&#x12B;dzautoru gr&#x101;mata �Aug�anas limiti� satrauca. Sis glob&#x101;lais n&#x101;kotnes scen&#x101;rijs uzskat&#x101;mi r&#x101;d&#x12B;ja, ka pat&#x113;r&#x113;�t&#x101;ju sabiedr&#x12B;ba ar savu maksim&#x101;l&#x101;s pe&#x13C;&#x146;as strat&#x113;&#x123;iju iet pret&#x12B; katastrofai. L&#x12B;dz kluba dibin&#x101;t&#x101;ja n&#x101;vei 1984. gad&#x101; public&#x113;ti desmit �&#x101;di zi&#x146;ojumi un v&#x113;l daudzi citi n&#x101;kot�nes scen&#x101;riji, to skait&#x101; Apvienoto N&#x101;ciju Organiz&#x101;cijas ekspertu grupas zi&#x146;ojums �Pasaules ekonomikas n&#x101;�kotne�, kas krievu valod&#x101; public&#x113;ts ar&#x12B; m&#x16B;su valst&#x12B;.</p><p>Protams, n&#x101;kotnes aina b&#x16B;tiski atkar&#x12B;ga ne tikai no scen&#x101;rija veidot&#x101;ju metodolo&#x123;ijas, bet ar&#x12B; no vi&#x146;u ideolo�&#x123;iskajiem uzskatiem. T&#x101;p&#x113;c, kritiski v&#x113;rt&#x113;dami �&#x101;dus rietumu futurologu rad&#x12B;tos n&#x101;kotnes paternus (kopainu), padomju zin&#x101;tnieki nenoliedz racion&#x101;lo kodolu � pa�u scen&#x101;rija, paternanal&#x12B;zes metodi. L&#x12B;dz&#x12B;gus gaid&#x101;m&#x101;s situ&#x101;cijas scen&#x101;rijus diezgan sen veido meteorologi. T&#x101; ir sinoptisk&#x101; metode laika apst&#x101;k&#x13C;u prognoz&#x113;�anai, kad uz vienas kartes att&#x113;lo kompleksu meteorolo&#x123;isko situ&#x101;�ciju, visda�&#x101;d&#x101;ko meteorolo&#x123;isko datu grafisku kopsa�vilkumu. Starp �iem datiem, kurus, sav&#x101;c p&#x113;c meteorolo�&#x123;isk&#x101; dienesta standartmetodikas noteikumiem, pagaid&#x101;m nav laikaz&#x12B;mju, ta�u t&#x101;s da�k&#x101;rt veiksm&#x12B;gi izmanto meteorolo&#x123;isk&#x101;s situ&#x101;cijas neofici&#x101;laj&#x101;s prognoz&#x113;s.</p><p>Jau vair&#x101;kus gadus apgabala laikraksts �Ka&#x13C;i&#x146;ingrad- skaja pravda� regul&#x101;ri public&#x113; Ka&#x13C;i&#x146;ingradas universit&#x101;�tes Fizisk&#x101;s &#x123;eogr&#x101;fijas katedras docenta A. Kurkova paredz&#x113;jumus par laika apst&#x101;k&#x13C;iem n&#x101;kamaj&#x101; m&#x113;nes&#x12B;. So progno�u scen&#x101;rijos pla�i izmantotas laikaz&#x12B;mes. Snie�dzam las&#x12B;t&#x101;jam �&#x12B; zin&#x101;tnieka prognozi 1982. gada maijam.</p><p>�. ,.Fenolo&#x123;isk&#x101; skat&#x12B;jum&#x101; maijs Ka&#x13C;i&#x146;ingradas apga�bal&#x101; pieder pie gada div&#x101;m apak�sezon&#x101;m. Maija pirm&#x101; dek&#x101;de nosl&#x113;dz �pavasara plaukumu�. Parasti �aj&#x101; dek&#x101;d&#x113; gaisa vid&#x113;j&#x101; diennakts temperat&#x16B;ra jau stabili turas virs plus desmit gr&#x101;diem. Pag&#x101;ju�aj&#x101; � 1981. � gad&#x101; �&#x101;da p&#x101;reja notika 8.-9. maij&#x101;. Maija otr&#x101; un tre�&#x101; dek&#x101;de jau raksturojama k&#x101; �priek�vasara� � apak�sezona ar &#x12B;sti silt&#x101;m dien&#x101;m". Ta�u maija siltums v&#x113;l nav &#x12B;sti dro�s. Diezgan parasta par&#x101;d&#x12B;ba �aj&#x101; m&#x113;nes&#x12B; ir aukstuma at�grie�an&#x101;s, Gad&#x101;s ar&#x12B; salnas, Aukstuma atgrie�an&#x101;s visbie�&#x101;k sakr&#x12B;t ar ievas un zirgkasta&#x146;as zied&#x113;�anas laiku. Maij&#x101; v&#x113;rojami ari pirmie &#x12B;stie pavasara negaisi "(3�4 negaisa dienas m&#x113;nes&#x12B;). Tautas kalend&#x101;r&#x101; ir �&#x101;da rakstur&#x12B;ga laikaz&#x12B;me: �Ja pirmais p&#x113;rkons d&#x101;rd no dienvidiem � vasara b&#x16B;s silta, ja no zieme&#x13C;iem � auksta, no rietumiem � lietaina.� Parasti �&#x12B; laikaz&#x12B;me attaisno�jas. Visp&#x101;r maijs tautas kalend&#x101;r&#x101; ir pies&#x101;tin&#x101;ts ar prognoz&#x113;jo�&#x101;m dien&#x101;m. 8. maij&#x101; parasti iest&#x101;jas silts, saulains laiks, atlido kukai&#x146;&#x113;d&#x101;ji putni. Tas izteikts laikaz&#x12B;m&#x113;s: �Uz Marka dienu debesis spo�as, siev&#x101;m istab&#x101; karsti metas�, �Uz Marka dienu atlido putnu bari�. M&#x113;ne�a vid&#x16B; � Borisa dien&#x101; (15. maij&#x101;) s&#x101;kas lakst&#x12B;galu sv&#x113;tki. Dab&#x101; daudz kas savstarp&#x113;ji saist&#x12B;ts, sevi�&#x137;i dz&#x12B;v�nieku un augu dz&#x12B;v&#x113;. To jau iev&#x113;roju�i m&#x16B;su vect&#x113;vi. �Lakst&#x12B;gala s&#x101;k dzied&#x101;t, kad var padzert rasu no b&#x113;rza lapas.� Maija beig&#x101;s jau visi koki salapoju�i, zied p&#x13C;a�vas, s&#x101;kas �liel&#x101;� piena laiks. Par to min&#x113;ts laikaz&#x12B;m&#x113;s: �Atn&#x101;ks Fedots (31. maij&#x101;) � p&#x113;d&#x113;jo ozola lapu atriti�n&#x101;s�, �Ozols ap&#x123;&#x113;rtfjas � lopi&#x146;i pie&#x113;das�.</p><p>�ogad apgabal&#x101; pavasaris s&#x101;k&#x101;s agri. Daudzas dabas fenolo&#x123;isk&#x101;s par&#x101;d&#x12B;bas mart&#x101; norit&#x113;ja par 10�12 die�n&#x101;m agr&#x101;k nek&#x101; parasti. Ta�u apr&#x12B;l&#x12B; atgriez&#x101;s auk�stums un stingri piebremz&#x113;ja pavasara procesu att&#x12B;st&#x12B;bu. Siltums pieauga l&#x113;n&#x101;m, augu att&#x12B;st&#x12B;ba pagausin&#x101;j&#x101;s. V&#x113;sais laiks ietekm&#x113;ja ar&#x12B; putnus. Pils&#x113;t&#x101;, bar&#x12B;bu mekl&#x113;�jot, apmet&#x101;s kaijas. K&#x101;ds laiks turpm&#x101;k gaid&#x101;ms maij&#x101;? Otraj&#x101; datum&#x101; sniga. Pirmaj&#x101; dek&#x101;d&#x113; var b&#x16B;t v&#x113;ss laiks. P&#x113;d&#x113;j&#x101; salna vid&#x113;ji v&#x113;rojama 9. maij&#x101;. Ta�u otraj&#x101; un tre�aj&#x101; dek&#x101;d&#x113; pavasaris atg&#x16B;s savu tiesu.�</p><p>T&#x101;pat �is autors sniedz prognozi 1983. gada decembrim, pamatojoties uz novembra laikaz&#x12B;m&#x113;m.</p><p>���ogad novembr&#x12B; nomain&#x12B;j&#x101;s veseli tr&#x12B;s gadalaiki. Bija gan dr&#x16B;ms rudens, gan kailsals un sniegota ziema, gan lietains pavasaris. Pirmaj&#x101; dek&#x101;d&#x113; vald&#x12B;ja dienvidrie�tumu v&#x113;ji no Atlantijas, kas atnesa miglu, smalku lietu un 6�10 gr&#x101;du siltuma. Bet 11. novembr&#x12B; m&#x16B;s sasniedza auksti v&#x113;ji no Arktikas. Uzsniga sniegs (apm&#x113;ram par dek&#x101;di agr&#x101;k nek&#x101; parasti), cits aiz cita n&#x101;ca lej&#x101; �put�raimu� l&#x101;di&#x146;i, T&#x101;l&#x101;k viss norit&#x113;ja p&#x113;c labi zin&#x101;m&#x101;m tautas laikaz&#x12B;m&#x113;m, �Putraimi n&#x101;k � n&#x101;kamned&#x113;&#x13C; gaidi salu.� T&#x101; ar&#x12B; notika. Vid&#x113;j&#x101; gaisa temperat&#x16B;ra n&#x101;kamaj&#x101; ned&#x113;&#x13C;&#x101; nokrit&#x101;s par 3�6 gr&#x101;diem zem vid&#x113;j&#x101;s normas. Sniegs bag&#x101;t&#x12B;gi, l&#x12B;dz 30 centimetru biez&#x101; sl&#x101;n&#x12B; kl&#x101;ja zemi. Rad&#x101;s iespaids, ka no novembra esam p&#x101;rc&#x113;lu�ies uz jan�v&#x101;ri. Ta�u pirmais sniegs uzkrita uz nesasalu�as augsnes, kad &#x137;ir�iem v&#x113;l nebija nobiru�as lapas, turkl&#x101;t tas uz�sniga dien&#x101;. Un atkal attaisnoj&#x101;s laikaz&#x12B;mes: �Dienas sniegs neturas � pirmais notur&#x12B;gais sniegs uzkr&#x12B;t nakt&#x12B;�, �Kam&#x113;f &#x137;ir�iem lapas nav nobiru�as, lai snigtu cik snig- dams, atkusnis sniegu nodz&#x113;s&#x12B;s�. Sniegs kusa, rad&#x101;s atkala, par kuru tautas meteorolo&#x123;ij&#x101; sac&#x12B;ts: �P&#x113;c atkalas gaidi lietu.� Un lietus patie�&#x101;m nelika sevi gaid&#x12B;t. N&#x101;ka�mais �&#x12B; ziemas�pavasara�rudens laika apst&#x101;k&#x13C;u cikla posms � no 21. l&#x12B;dz 28. novembrim. Tas s&#x101;k&#x101;s ar sp&#x113;c&#x12B;gu negaisu un nosl&#x113;dz&#x101;s ar dzi&#x13C;u atkusni un lietu. Biez&#x101; sniega sega nokusa vien&#x101; dien&#x101;. Temperat&#x16B;ra pac&#x113;l&#x101;s l&#x12B;dz 6, pat 9 gr&#x101;diem siltuma. Sv&#x113;tdien, 27. novembr&#x12B;, med�nieki dev&#x101;s p&#x12B;&#x13C;u med&#x12B;b&#x101;s. Mak�&#x137;ernieki lika liet&#x101; vasaras mak�&#x137;eres. Bet uz dambja (iev&#x113;rojiet � augst&#x101; viet&#x101;!) par&#x101;d&#x12B;j&#x101;s svaigi kurmju rakumi. Tur var&#x113;ja uzlas&#x12B;t ar&#x12B; sliekas. �&#x137;ita, ka iest&#x101;jies ilgsto�s silta laika periods. Ta�u nakt&#x12B; uz 29. novembri zieme&#x13C;u v&#x113;ji atnesa aukstumu un sniegu, izrais&#x12B;ja atkalu. Viss atkal s&#x101;k&#x101;s no gala.�</p><p>Lai paredz&#x113;tu laika apst&#x101;k&#x13C;us decembrim un visai ziemai, A. Kurkovs sav&#x101; rakst&#x101; pla�i izmanto laikaz&#x12B;mes. Atcer&#x113;simies negaisu, vi&#x146;� saka. Novembr&#x12B; negaisi � m&#x113;renaj&#x101; josl&#x101; t&#x101; ir diezgan reta par&#x101;d&#x12B;ba, t&#x101;p&#x113;c tautas meteorolo&#x123;ij&#x101; �&#x101;dai par&#x101;d&#x12B;bai ir svar&#x12B;ga noz&#x12B;me. �Ne�gaiss novembr&#x12B; � daudz sniega ziem&#x101;, ta�u notur&#x12B;ga ziema iest&#x101;sies ne tik dr&#x12B;z.� Ar&#x12B; laikaz&#x12B;mes no 8. l&#x12B;dz 14. novembrim nor&#x101;d&#x12B;ju�as uz sniegotu ziemu, bet ar atku�&#x146;iem. Un ar&#x12B; kurmji ne jau velti p&#x101;rc&#x113;lu�ies uz augst&#x101;k&#x101;m viet&#x101;m � j&#x16B;t, ka ziem&#x101; un pavasar&#x12B; b&#x16B;s daudz &#x16B;dens. Bet kad iest&#x101;sies &#x12B;sta ziema? Ar&#x12B; uz �o jaut&#x101;�jumu atbildi A. Kurkovs mekl&#x113; laikaz&#x12B;m&#x113;s. Negaiss plos&#x12B;j&#x101;s nakt&#x12B; uz 21. novembri. T&#x101; ir diena, ar kuru s&#x101;kas t&#x101; saucamie Mihaila atku�&#x146;i. Ja �ie atku�&#x146;i �ragavu ce&#x13C;u izposta � negaidi to l&#x12B;dz 19. decembrim�. Kontrolei autors atg&#x101;dina, ka viet&#x113;jos apst&#x101;k&#x13C;os atstarpe starp pirm&#x101;s snig�anas datumu un stabilas sniega segas iest&#x101;��anos vid&#x113;ji esot 36 dienas. Ja �&#x12B;s 36 dienas pieskaita 11. novembrim, izn&#x101;k 17. decembris. T&#x101;tad nestabils laiks (te sniegs, te lietus) turpin&#x101;sies vismaz l&#x12B;dz 16. decem�brim. P&#x113;c tam, visticam&#x101;k, uzfr&#x101;ks stabils aukstums. Nak�t&#x12B;s iesp&#x113;jams sals l&#x12B;dz 20 gr&#x101;diem, bet dien&#x101; no 7 l&#x12B;dz 12 gr&#x101;diem zem nulles. Un v&#x113;l divas laikaz&#x12B;mes, Pirm&#x101; attiecas uz &#x16B;densputniem � gulbjiem un p&#x12B;l&#x113;m, kuri v&#x113;l novembr&#x12B; nav aizlidoju�i uz siltaj&#x101;m zem&#x113;m. Tas nor&#x101;da uz iesp&#x113;jamu siltuma atgrie�anos. Ja me�ap&#x12B;le arvien v&#x113;l s&#x113;� uz &#x16B;dens un neaizce&#x13C;o, pat sniegam kr&#x12B;tot, siltais laiks v&#x113;l tur&#x113;sies diezgan ilgi. Otra laikaz&#x12B;me nor&#x101;da uz n&#x101;kam&#x101; pavasara iest&#x101;�an&#x101;s termi&#x146;u. �Ja ru�den&#x12B; agri uzsnieg � ar&#x12B; pavasaris s&#x101;ksies agri.� Bet k&#x101;ds laiks b&#x16B;s uz Jaungadu? Ziemas saulgrie�os, v&#x113;rojot sauli, m&#x16B;su sen�i secin&#x101;ju�i: �Ja saule gai�i staro � Jaungads b&#x16B;s skaidrs, dzestrs; ja apm&#x101;kusies un uz kokiem sar�ma � silts un m&#x101;ko&#x146;ains.�</p><p>�Pirms divpadsmit gadiem,� 1984. gad&#x101; laikrakst&#x101; �&#x13B;iteraturnaja gazeta� rakst&#x12B;ja Jurijs Rosts, �liels sau�sums n&#x101;ca p&#x101;r m&#x16B;su zemi. Dega me�i, d&#x16B;mi c&#x113;l&#x101;s 'no gruzdo�iem purviem, un smird&#x12B;ga d&#x16B;maka iet&#x113;rpa pils&#x113;�tas. Taj&#x101; 1972. gada vasar&#x101; m&#x113;s, aizmirsu�i, ka laika pa�redz&#x113;�anas nozar&#x113; darbojas divsimt zin&#x101;t&#x146;u doktoru un pusotra t&#x16B;ksto�a kandid&#x101;tu, k&#x101; ar&#x12B; gandr&#x12B;z divdesmit t&#x16B;ksto�i citu speci&#x101;listu, met&#x101;mies uz Temirtau ciematu Altaj&#x101; pie Anatolija Djakova. Un nebija tan&#x12B; gad&#x101; ne�viena liela periodiska izdevuma, kur&#x101; neb&#x16B;tu past&#x101;st&#x12B;ts par to, ka vi&#x146;� jau savlaic&#x12B;gi paredz&#x113;jis �o sausumu. Ta�u hidrometeorolo&#x123;isk&#x101; dienesta ilgtermi&#x146;a prognozes tan&#x12B; gad&#x101; neko t&#x101;du par vasaru nebija v&#x113;st&#x12B;ju�as.�</p><p>A. Djakova ilgtermi&#x146;a prognozes attiecas ne tikai uz Altaju. Vi&#x146;� diezgan prec&#x12B;zi paredz laika apst&#x101;k&#x13C;us ar&#x12B; citos zemeslodes apvidos. 1978. gada 12. oktobr&#x12B; Par&#x12B;zes astrofizikas instit&#x16B;ta direktors Z. Pekers sa&#x146;&#x113;mis vi&#x146;a telegrammu ar br&#x12B;din&#x101;jumu par gaid&#x101;mo stipra aukstuma (ap m&#x12B;nus 20 gr&#x101;diem) vilni decembra p&#x113;d&#x113;j&#x101; dek&#x101;d&#x113; un janv&#x101;r&#x12B;. Atbilde � piekl&#x101;j&#x12B;gi ironiska. Ta�u jau 21. de�cembr&#x12B; laikraksta �Izvestija� korespondents Par&#x12B;z&#x113; zi&#x146;oja, ka tur p&#x113;k�&#x146;i iest&#x101;jies liels sals, izg&#x101;jusi no ierindas ma&#x123;istr&#x101;l&#x101; elektrop&#x101;rvades l&#x12B;nija, daudzi uz&#x146;&#x113;mumi p&#x101;r�trauku�i darbu, apst&#x101;ju�ies elektrovilcieni. Zaud&#x113;jumus l&#x113;sa uz �etriem miljardiem franku. 1981. gada 28. j&#x16B;lij&#x101; Djakovs telegraf&#x113;jis PSRS J&#x16B;ras flotes ministrijai, ka laik&#x101; no 5. l&#x12B;dz 20. augustam Zieme&#x13C;atlantij&#x101; veidosies &#x13C;oti dzi&#x13C;i cikloni, kuri izrais&#x12B;s viesu&#x13C;v&#x113;tras ASV austrumu piekrast&#x113;, K&#x101;r&#x12B;bu j&#x16B;r&#x101; un Meksikas l&#x12B;c&#x12B;, bet T&#x101;lo Aus�trumu j&#x16B;r&#x101;s no Filip&#x12B;n&#x101;m l&#x12B;dz Jap&#x101;nai � sp&#x113;c&#x12B;gus taif&#x16B;�nus. Jau 8. august&#x101; laikraksti zi&#x146;oja, ka taif&#x16B;ns Hokaido sal&#x101; nodar&#x12B;jis lielus post&#x12B;jumus � piln&#x12B;gi sagrautas 70 m&#x101;jas un vair&#x101;k nek&#x101; 19 t&#x16B;ksto�u &#x113;ku appl&#x16B;din&#x101;tas, daudz&#x101;s viet&#x101;s boj&#x101;tas dzelzce&#x13C;a l&#x12B;nijas un �osejas, esot cilv&#x113;ku upuri, 10, august&#x101; par&#x101;d&#x12B;j&#x101;s zi&#x146;as par sp&#x113;c&#x12B;g&#x101;m lietusg&#x101;z&#x113;m, kas appl&#x16B;din&#x101;ju�as &#x145;ujorkas �tata pils&#x113;tu Votertaunu. 16. august&#x101; nepieredz&#x113;ti sp&#x113;c&#x12B;gs taif&#x16B;ns triec&#x101;s pret Sahalinu� Un t&#x101; daudzas Djakova ilgter�mi&#x146;a prognozes piepild&#x12B;j&#x101;s ar apbr&#x12B;nojamu precizit&#x101;ti. Pa�n&#x101;kumu c&#x113;lo&#x146;i? Pla�as zin&#x101;�anas, or&#x123;in&#x101;la metode, liela pieredze.</p><p>1935. gad&#x101; p&#x113;c Odesas un Maskavas universit&#x101;�u absol�v&#x113;�anas Djakovs ieradies Kuzbas&#x101; dzelzce&#x13C;a trases ier&#x12B;ko�anas darbos. Jaunapg&#x16B;stamajam akme&#x146;og&#x13C;u basei�nam bija" nepiecie�ama dro�a transporta ma&#x123;istr&#x101;le, bet celtniec&#x12B;bai vajadz&#x113;ja dro�as laika apst&#x101;k&#x13C;u prognozes</p><p>Djakovu 1936. gad&#x101; iece&#x13C; par Kalnu Sorijas dzelzce&#x13C;a galveno meteorologu. Jau pirm&#x101; vi&#x146;a izstr&#x101;d&#x101;t&#x101; prognoze bijusi prec&#x12B;za, ar&#x12B; turpm&#x101;k&#x101;s tikpat dro�as. Vi&#x146;a pan&#x101;�kumu pamat&#x101; ir pla�&#x101;s un dzi&#x13C;&#x101;s zin&#x101;�anas meteorolo�&#x123;ij&#x101;, fizik&#x101; un astronomij&#x101;. Turkl&#x101;t Djakovs noskaidrojis un prasm&#x12B;gi izmanto likumsakar&#x12B;bas, vi&#x146;� saista Zemes atmosf&#x113;ras mai&#x146;as ar kosmiskaj&#x101;m par&#x101;d&#x12B;b&#x101;m, galveno�k&#x101;rt ar procesiem, kuri risin&#x101;s uz Saules, -kosmisk&#x101;s laikaz&#x12B;mes.</p><p>Min&#x113;sim v&#x113;l tre�o piem&#x113;ru par laikaz&#x12B;mju prasm&#x12B;gu izmanto�anu kompleks&#x101; ar moderno zin&#x101;tni. �oreiz Igau�nijas republikas Tartu rajona padomju saimniec&#x12B;b&#x101; �Kon- guta�. Te dz&#x12B;vo pension&#x101;rs Vadims Zelnins. Divdesmit gadus vi&#x146;� sekm&#x12B;gi vad&#x12B;ja kolhozu �Vellavere�. Pirms kara Zelnins bija ieguvis augst&#x101;ko agronomisko izgl&#x12B;t&#x12B;bu, p&#x113;c tam absolv&#x113;jis Tartu universit&#x101;tes Biolo&#x123;ijas fakul�t&#x101;ti. Specializ&#x113;jies ornitolo&#x123;ij&#x101;. Kop� 1939. gada vi&#x146;� katru dienu pieraksta visu, kas notiek apk&#x101;rt&#x113;j&#x101; dab&#x101;, bet pirmie nov&#x113;rojumi s&#x101;kti jau studiju gados � pirms pusgadsimta. Savus nov&#x113;rojumus vi&#x146;� sal&#x12B;dzina ar tautas laikaz&#x12B;m&#x113;m, r&#x16B;p&#x12B;gi visu analiz&#x113; un izv&#x113;rt&#x113;. K&#x101; jau orni�tologs, vi&#x146;� liel&#x101;ku uzman&#x12B;bu velt&#x12B; putniem: migr&#x101;cijas laikiem .un raksturam, ligzdo�a-nas -&#x12B;patn&#x12B;b&#x101;m un cit&#x101;m paz&#x12B;m&#x113;m, p&#x113;c kur&#x101;m var prognoz&#x113;t laika apst&#x101;k&#x13C;us &#x12B;s&#x101;�kam un gar&#x101;kam periodam. Vi&#x146;a prognozes &#x12B;s&#x101;kajam � tuv&#x101;ko divu ned&#x113;&#x13C;u periodam piepild&#x101;s vid&#x113;ji par 83 procentiem. Diezgan prec&#x12B;zas izr&#x101;d&#x12B;ju�&#x101;s ar&#x12B; �elnina ilgtermi&#x146;a prognozes n&#x101;kamajai sezonai � tuv&#x101;kajiem trim m&#x113;ne�iem. Pla�i izgl&#x12B;toto un pieredz&#x113;ju�o �laika�z&#x12B;mju tulku� paz&#x12B;st ne tikai vi&#x146;a dzimt&#x101;s Elvas apk&#x101;rtn&#x113;. Katra m&#x113;ne�a otraj&#x101; sv&#x113;tdien&#x101; Zelnina prognozes tuv&#x101;�kaj&#x101;m div&#x101;m ned&#x113;&#x13C;&#x101;m izskan republikas radioraid&#x12B;jum&#x101; lauku &#x13C;aud&#x12B;m �Labr&#x12B;t!�. M&#x101;c&#x12B;bu gada s&#x101;kum&#x101; apk&#x101;rt&#x113;j&#x101;s skolas �o izcilo dabas pazin&#x113;ju aicina uz tik�anos. Par savu pieredzi vi&#x146;� st&#x101;sta ari Tartu Valsts universit&#x101;tes studentiem lekcij&#x101;s � p&#x101;rrun&#x101;s.</p><p>K&#x101;ds st&#x101;voklis ar pla�&#x101;k&#x101; sabiedr&#x12B;b&#x101; apzin&#x101;tiem �laika�z&#x12B;mju tulkiem� ir m&#x16B;su republik&#x101;?</p><p>�Dabas un v&#x113;stures kalend&#x101;ra� las&#x12B;t&#x101;ji jau iev&#x113;roju�i J&#x101;&#x146;a Jirgensona sast&#x101;d&#x12B;to d&#x101;rzkopja s&#x113;jas kalend&#x101;ru Daudzi p&#x101;rbaud&#x12B;ju�i vi&#x146;a ieteikumus, kas un k&#x101;d&#x101; da�tum&#x101; j&#x101;s&#x113;j un j&#x101;st&#x101;da. Un p&#x101;rliecin&#x101;ju�ies, ka, iev&#x113;rojot �&#x12B;s sen&#x101;s tautas atzi&#x146;as, �aug lab&#x101;k nek&#x101; kaimi&#x146;am, kas s&#x113;j un st&#x101;da, k&#x101; pagad&#x101;s�. Jirgensons ir Latvijas Lopko�p&#x12B;bas un veterin&#x101;rijas zin&#x101;tnisk&#x101;s p&#x113;tniec&#x12B;bas instit&#x16B;ta galvenais agronoms. Savu d&#x101;rzkopja s&#x113;jas kalend&#x101;ru vi&#x146;� sast&#x101;da apm&#x113;ram divus gadus uz priek�u.</p><p>Laikraksts �C&#x12B;&#x146;a� 1984. gada 21. janv&#x101;r&#x12B; public&#x113;ja J&#x101;zepa Orbid&#x101;na prognozi par laika apst&#x101;k&#x13C;iem no janv&#x101;ra l&#x12B;dz martam, kuru vi&#x146;� pirms m&#x113;ne�a bija ats&#x16B;t&#x12B;jis re�dakcijai. Vi&#x146;a prognoze piepild&#x12B;j&#x101;s ar visai lielu preci�zit&#x101;ti, sevi�&#x137;i janv&#x101;r&#x12B; un febru&#x101;r&#x12B;. Tikai marta otraj&#x101; pus&#x113; laika apst&#x101;k&#x13C;i bija nedaudz skarb&#x101;ki nek&#x101; paredz&#x113;tie. Daugavpils rajona Eglaines ciema iedz&#x12B;vot&#x101;ji jau dau�dzus gadus p&#x113;c k&#x101;rtas p&#x101;rliecin&#x101;ju�ies par viet&#x113;j&#x101;s padomju saimniec&#x12B;bas �C&#x12B;&#x146;a� bi�kopja J. Orbid&#x101;na prasmi paredz&#x113;t laika apst&#x101;k&#x13C;us n&#x101;kamajai sezonai. Vi&#x146;a pan&#x101;kumi balst&#x101;s uz r&#x16B;p&#x12B;giem v&#x113;rojumiem par dabas noris&#x113;m, augu att&#x12B;st&#x12B;bas un dz&#x12B;vnieku uzved&#x12B;bas &#x12B;patn&#x12B;�b&#x101;m. Ta�u galvenais vi&#x146;a �informators� ir drava. Bi�u dz&#x12B;ves norises un iztur&#x113;�an&#x101;s &#x12B;patn&#x12B;bas, k&#x101; ar&#x12B; �o &#x12B;pat�n&#x12B;bu c&#x113;lo&#x146;us vi&#x146;� iepazinis visos s&#x12B;kumos. Un bites savu kop&#x113;ju nepievi&#x13C;.</p><p>Daudzi vec&#x101;ki lauku v&#x12B;ri un lauku sievas zina ne ma�zumu laikaz&#x12B;mju, k&#x101; ar&#x12B; �&#x12B;s zin&#x101;�anas vair&#x101;k vai maz&#x101;k izmanto ikdienas darba gait&#x101;s. Ne s&#x113;j, ne st&#x101;da, ko un kad pagad&#x101;s. Un at&#x12B; no r&#x12B;ta diezgan dro�i zina, k&#x101;ds laiks pietur&#x113;sies l&#x12B;dz vakaram, tikai bie�i vien neapzin&#x101;s �o par&#x101;d&#x12B;bu sist&#x113;misko sakar&#x12B;bu. Diem�&#x113;l reti kura lai�kaz&#x12B;mju pazin&#x113;ja pieredze apzin&#x101;ta pla�&#x101;k&#x101; sabiedr&#x12B;b&#x101;. Tas ir neatliekams tuv&#x101;k&#x101;s n&#x101;kotnes uzdevums!</p><p>Laikaz&#x12B;mes signaliz&#x113; par b&#x16B;tisku p&#x101;rmai&#x146;u s&#x101;kur&#x146;u dab&#x101;. Sie sign&#x101;li ir &#x13C;oti konkr&#x113;ti, bie�i vien �auri lok&#x101;li. Ar individu&#x101;lo konkr&#x113;t&#x12B;bu laikaz&#x12B;mes var veiksm&#x12B;gi papil�din&#x101;t moderno lauksaimniec&#x12B;bas un meteorolo&#x123;ijas zi�n&#x101;tni. Zin&#x101;tne pamatojas uz visp&#x101;rin&#x101;jumiem, uz visp&#x101;�r&#x113;j&#x101;m likumsakar&#x12B;b&#x101;m, Zin&#x101;t �&#x12B;s visp&#x101;r&#x113;j&#x101;s likumsakar&#x12B;bas ir &#x13C;oti svar&#x12B;gi. Ta�u augkopim un lopkopim j&#x101;&#x146;em v&#x113;r&#x101; tie�i �&#x12B; gada un �&#x12B;s vietas apst&#x101;k&#x13C;i, lai s&#x113;tu un st&#x101;d&#x12B;tu konkr&#x113;t&#x101; pavasara optim&#x101;los termi&#x146;os � ne agr&#x101;k un ne v&#x113;l&#x101;k. Te nepiecie�ama ne tikai laikaz&#x12B;mju zin&#x101;�ana, bet ar&#x12B; ilggad&#x113;ja pieredze, kas uzkr&#x101;ta, v&#x113;rojot un anali�z&#x113;jot dz&#x12B;v&#x101;s dabas att&#x12B;st&#x12B;bas &#x12B;patn&#x12B;bas kopsakar&#x12B;b&#x101; ar nedz&#x12B;v&#x101;s dabas procesu gaitu tie�i sav&#x101; novad&#x101;.</p><p>Ta�u, k&#x101; jau las&#x12B;j&#x101;m iepriek�&#x113;j&#x101; noda&#x13C;&#x101;, naivi b&#x16B;tu dom&#x101;t, ka visas laikaz&#x12B;mes viennoz&#x12B;m&#x12B;gi utilit&#x101;ri kalpo tikai laika apst&#x101;k&#x13C;u paredz&#x113;�anai, praktisk&#x101;s darb&#x12B;bas lab&#x101;ko termi&#x146;u izraudz&#x12B;�anai. Laikaz&#x12B;mes ir tautas gara�mantas veids, specifisks folkloras �anrs, kas pau� m&#x16B;su sen�u dabas izpratni, pasaules uzskatu un redz&#x113;jumu, ar&#x12B; est&#x113;tiskos un &#x113;tiskos priek�status. K&#x101; rakstnieks J&#x101;nis Peters tie�i atz&#x12B;st:</p><p>�Man personiski patiesi lielu est&#x113;tisko baud&#x12B;jumu sa�g&#x101;d&#x101; tautas tic&#x113;jumu po&#x113;tisk&#x101;, l&#x12B;dz apbr&#x12B;nai dzidr&#x101;, lakonisk&#x101; fr&#x101;ze, kas no gadsimtu dzelm&#x113;m nes l&#x12B;dzi ne tikai racion&#x101;lo gudr&#x12B;bu un pare&#x123;on&#x12B;bu, bet rada k&#x101;du v&#x101;rdos nenoformul&#x113;jamu dv&#x113;seles noreibumu un v&#x113;lreiz liek ar cie&#x146;u uzl&#x16B;kot savas dzimtenes bag&#x101;to augu un dz&#x12B;vnieku valsti, iepriek�&#x113;jo paaud�u pr&#x101;ta asumu, kos�misko ritumu, ko folkloras laikmeta cilv&#x113;ks intuit&#x12B;vi un po&#x113;tiski prec&#x12B;zi uztv&#x113;ris. Ar&#x12B; kosmosa apguves laikmeta cilv&#x113;kam, lasot tos, t&#x101;pat k&#x101; lasot tautas dziesmas, top skaidr&#x101;ks cilv&#x113;ka n&#x101;kums, rit&#x113;jums no aizlaikiem l&#x12B;dz �odienai, vi&#x146;� as&#x101;k sevi saj&#x16B;t par dabas sast&#x101;vda&#x13C;u, kam dota apzi&#x146;a un iesp&#x113;ja aizsarg&#x101;t �o pasauli, nov&#x113;rt&#x113;t tos soci&#x101;lpolitiskos faktorus, kuri sp&#x113;j&#x12B;gi nodro�in&#x101;t pa�saules kr&#x101;�&#x146;uma nenon&#x101;v&#x113;�anu.</p><p>Praktisk&#x101;s atzi&#x146;as, ko satur tautas meteorolo&#x123;ija, sav&#x101; izpild&#x12B;jum&#x101; robe�o ar m&#x101;kslu. Un otr&#x101;di � tautas dainas, ko m&#x113;s uzskat&#x101;m par tautas dzeju � t&#x101;tad par mutv&#x101;rdu m&#x101;kslu, paties&#x12B;b&#x101; bie�i vien ir praktiskas dabas, br&#x12B;�iem t&#x101;s ir pat pam&#x101;c&#x12B;bas � kad j&#x101;s&#x113;j, kad j&#x101;ar, no k&#x101;da koka laiva tais&#x101;ma, k&#x101; j&#x101;svin sv&#x113;tki un visp&#x101;r � k&#x101; j&#x101;dz&#x12B;vo, vismaz, k&#x101; b&#x16B;tu j&#x101;dz&#x12B;vo. Vulg&#x101;ri un absol&#x16B;ti racion&#x101;li pieejot tautas tic&#x113;jumiem, �in&#x12B; gad&#x12B;jum&#x101; ar&#x12B; meteorolo&#x123;iskajiem nov&#x113;rojumiem, &#x101;tri var nok&#x13C;&#x16B;t �kul�t&#x16B;ras revolucion&#x101;ru� poz&#x12B;cij&#x101;s un uz k&#x101;du laiku noz&#x16B;m&#x113;t savai tautai bag&#x101;tu, &#x113;tiski est&#x113;tisku materi&#x101;lu.�</p><empty-line/><image l:href="#8"/></section><section><title><p id="AutBody_0bookmark15">LAIKAZ&#x12A;MES UN LAIKA Z&#x12A;MES</p></title><p>LAIKAZ&#x12A;MES UN LAIKA Z&#x12A;MES</p><p>�Literat&#x16B;ras un M&#x101;kslas� 1984. gada 31. augusta nu�mur&#x101;- Arm&#x12B;ns Leji&#x146;� rakst&#x12B;ja par kinodiktoru Borisu Podnieku, ka vi&#x146;a �kinobalss att&#x12B;st&#x12B;ba ir da&#x13C;a no m&#x16B;su kino�urn&#x101;listikas v&#x113;stures� Balss jau ieguvusi laika z&#x12B;mes v&#x113;rt&#x12B;bu, t&#x101; personific&#x113; laiku�; Te runa ir ne par t&#x101;m laikaz&#x12B;m&#x113;m, kuras apskat&#x12B;j&#x101;m iepriek�&#x113;j&#x101;s noda&#x13C;&#x101;s. Tai par&#x101;d&#x12B;bu kopai, kuru latvie�u valod&#x101; apz&#x12B;m&#x113; ar vienu v&#x101;rdu �laiks�, daudz&#x101;s cit&#x101;s valod&#x101;s ir divi v&#x101;rdi, pie�m&#x113;ram, krievu valod&#x101;: epeMH un nozoda\ v&#x101;cu: Zeit un Weiten, ang&#x13C;u: time un vueather; igau&#x146;u: aeg un ilm u. tml. K&#x101;p&#x113;c gan m&#x113;s, latvie�i, tik at�&#x137;ir&#x12B;gas par&#x101;d&#x12B;bas saucam vien&#x101; v&#x101;rd&#x101;?</p><p>Atbilde uz �o jaut&#x101;jumu j&#x101;mekl&#x113; analogos cilv&#x113;ces kult&#x16B;ras kr&#x101;tuv&#x113;. Sen&#x101;s Mezopot&#x101;mijas p&#x113;tnieks Igors Klo�kovs gr&#x101;mat&#x101; �Babilonijas gar&#x12B;g&#x101; kult&#x16B;ra: cilv&#x113;ks, liktenis, laiks� diezgan s&#x12B;ki apskata laika izpratni �aj&#x101; sen&#x101;s kult&#x16B;ras zem&#x113; pirms divarpus l&#x12B;dz �etriem gadu t&#x16B;ksto�iem. No �&#x12B; v&#x113;sturisk&#x101; perioda saglab&#x101;jies daudz m&#x101;la t&#x101;fel&#x12B;�u ar &#x137;&#x12B;&#x13C;rakstu tekstiem. No at�ifr&#x113;tajiem tek�stiem izriet, ka senie babilonie�i laiku izpratu�i k&#x101; noti�kumu pl&#x16B;smu. M&#x16B;sdien&#x101;s izplat&#x12B;to visp&#x101;rin&#x101;to priek�statu par laiku k&#x101; ilgumu' babilonie�i nav pazinu�i. Laiks vi&#x146;u izpratn&#x113; bijis konkr&#x113;ts, &#x13C;oti atkar&#x12B;gs no t&#x101;, kas to pie�pilda. Ac&#x12B;mredzot l&#x12B;dz&#x12B;gi laiku izpratu�i ari m&#x16B;su sen�i. Ja attiec&#x12B;gaj&#x101; dien&#x101; vai ned&#x113;&#x13C;&#x101; bija v&#x113;lamie meteorolo&#x123;is�kie apst&#x101;k&#x13C;i, tad visi atzina, ka ir �labs laiks�, ja nev&#x113;la�mie � tad sac&#x12B;ja, ka ir �slikts laiks�. Priek�stats par laiku k&#x101; ilgumu rad&#x101;s v&#x113;l&#x101;k, att&#x12B;stoties eksaktaj&#x101;m zin&#x101;t�n&#x113;m (matem&#x101;tikai, fizikai, astronomijai). T&#x101;p&#x113;c senaj&#x101;s valod&#x101;s (sanskrita, sensl&#x101;vu u. c.) �ie priek�stati nav �&#x137;irti. S&#x101;ds arhaisma elements saglab&#x101;jies ne tikai lat�vie�u, bet ar&#x12B; bulg&#x101;ru, serbu-horv&#x101;tu, ung&#x101;ru un da�&#x101;s cit&#x101;s valod&#x101;s. P&#x101;rejas formu redzam grie&#x137;u valod&#x101;, kur abstrakto laiku apz&#x12B;m&#x113; ar v&#x101;rdu hronos, bet konkr&#x113;to (individu&#x101;lo) � kairos (piem&#x113;ram, teikum&#x101;: �Man nav laika�). Ta�u v&#x101;rdu kairos lieto ari laika apz&#x12B;m&#x113;�anai meteorolo&#x123;isko apst&#x101;k&#x13C;u izpratn&#x113;.</p><p>Lai lab&#x101;k at�&#x137;irtu (ar&#x12B; sal&#x12B;dzin&#x101;�anai) �os j&#x113;dzienus, turpm&#x101;k to, kas attiecas uz meteorolo&#x123;iskajiem apst&#x101;k�&#x13C;iem, rakst&#x12B;sim ar mazo burtu � laiks, bet ilgumu ap�z&#x12B;m&#x113;jo�o v&#x101;rdu rakst&#x12B;sim ar lielo burtu � Laiks. T&#x101;�tad � laikaz&#x12B;mes un Laika z&#x12B;mes. K&#x101; jau teikts, m&#x16B;su sen�i �os j&#x113;dzienus ne�&#x137;&#x12B;ra.</p><p>Tom&#x113;r ar&#x12B; m&#x16B;sdien&#x101;s Laika izpratne neb&#x16B;t nav vien�noz&#x12B;m&#x12B;ga. Laiks un telpa � materi&#x101;l&#x101;s eksistences pamatformas. Ta�u, k&#x101; pirms vair&#x101;k nek&#x101; pusotra gad�simta atz&#x12B;m&#x113;ja filozofs H&#x113;gelis, ir zin&#x101;tne par telpu � &#x123;eometrija, bet nav zin&#x101;tnes par Laiku. Starptautisk&#x101;s Laika p&#x113;t&#x12B;�anas biedr&#x12B;bas dibin&#x101;t&#x101;js D�. Freizers 1968. gad&#x101; ieteica zin&#x101;tnei par Laiku dot nosaukumu �hronosofija�, ta�u �&#x101;das zin&#x101;tnes arvien v&#x113;l nav. Gr&#x16B;ti iedom&#x101;ties kaut ko vienk&#x101;r�&#x101;ku un reiz&#x113; sare�&#x123;&#x12B;t&#x101;ku par Laika j&#x113;dzienu, rakst&#x12B;ja iev&#x113;rojamais padomju zin&#x101;tnieks akad&#x113;mi&#x137;is Aleksandrs Fersmanis. Un pirms vair&#x101;k nek&#x101; pusotra gadu "t&#x16B;ksto�a Aur&#x113;lijs August&#x12B;ns: �M&#x113;s past&#x101;�v&#x12B;gi atk&#x101;rtojam v&#x101;rdus: laiks un laiks, laiki un laiki�</p><p>Izsak&#x101;m un dzirdam tos, un m&#x16B;s saprot, un m&#x113;s sapro�tam. Nav v&#x101;rdu skaidr&#x101;ku un bie�&#x101;k lietotu un reiz&#x113; tie�i pret&#x113;ji � ar tik apsl&#x113;ptu b&#x16B;t&#x12B;bu, kas prasa izskaidro�jumu.�</p><p>Padomju filozofs Jurijs Mol�anovs gr&#x101;mat&#x101; ��etras laika koncepcijas filozofij&#x101; un fizik&#x101;� apskata da�&#x101;dus m&#x16B;sdienu priek�status par Laiku. Sos priek�status vi&#x146;� vispirms iedala substancion&#x101;laj&#x101;s un relacion&#x101;laj&#x101;s koncepcij&#x101;s. Substancion&#x101;l&#x101; Laiku uzskata par substanci T&#x101;da no mat&#x113;rijas neatkar&#x12B;ga substance ir absol&#x16B;tais Laiks Izaka &#x145;&#x16B;tona teorij&#x101;: �Absol&#x16B;tais, patiesais, matem&#x101;tiskais laiks pats par sevi uh p&#x113;c savas b&#x16B;t&#x12B;bas, bez k&#x101;da sakara ar kaut ko &#x101;r&#x113;ju tek vienm&#x113;r&#x12B;gi un ci�tiem v&#x101;rdiem tiek saukts par ilgumu. Visas kust&#x12B;bas vai pa&#x101;trin&#x101;ties vai pal&#x113;nin&#x101;ties, bet absol&#x16B;t&#x101; laika tec&#x113;jums nevar main&#x12B;ties� Relat&#x12B;vais, �&#x137;ietamais jeb sadz&#x12B;ves laiks ir vai nu prec&#x12B;zs, vai ar&#x12B; main&#x12B;gs, uztverams ar jutek&#x13C;iem, &#x101;r&#x113;js, ar k&#x101;du kust&#x12B;bu rad&#x12B;ts ilguma m&#x113;rs, ko parastaj&#x101; dz&#x12B;v&#x113; lieto paties&#x101; matem&#x101;tisk&#x101; laika viet&#x101;: stunda, diena, m&#x113;nesis, gads.� Ir ar&#x12B; cit&#x101;di substancion&#x101;- lie priek�stati. Padomju astronoms Nikolajs Kozirevs Laiku uzskata par fiziski akt&#x12B;vu substanci, kas mijiedar bojas ar vielu un ener&#x123;iju un ir katras tap�anas pamatfaktors.</p><p>Opon&#x113;dams &#x145;&#x16B;tonam, Gotfr&#x12B;ds Leibnics apgalvoja, ka nek&#x101;da absol&#x16B;t&#x101; Laika nav, ka �is j&#x113;dziens atbilst noti�kumu un par&#x101;d&#x12B;bu sec&#x12B;bas k&#x101;rt&#x12B;bai. Main&#x101;s notikumu un par&#x101;d&#x12B;bu sec&#x12B;bas k&#x101;rt&#x12B;ba � main&#x101;s ar&#x12B;" Laika gaita. Tur, kur nekas nenotiek, nav ar&#x12B; Laika. Ein�teina relativit&#x101;tes teorij&#x101; katras sist&#x113;mas Laiks atkar&#x12B;gs no kust&#x12B;bas '&#x101;t�ruma: jo &#x101;tr&#x101;k t&#x101; kustas, jo relat&#x12B;vi l&#x113;n&#x101;k (attiec&#x12B;b&#x101; pret nov&#x113;rot&#x101;ju) rit �&#x12B;s sist&#x113;mas Laiks. Ja sist&#x113;mas &#x101;trums tuvojas gaismas &#x101;trumam, t&#x101;s individu&#x101;lais -Laiks (pa�- laiks) tuvojas nullei� Atgriezies no �&#x101;da super&#x101;tra lidojuma, kas p&#x113;c kosmisk&#x101; ku&#x123;a pulkste&#x146;a b&#x16B;s turpin&#x101;�jies, teiksim, gadu, kosmonauts konstat&#x113;s, ka uz Zemes pag&#x101;ju�i gadu t&#x16B;ksto�i� Taml&#x12B;dz&#x12B;gas Laika koncepcijas sauc par relacion&#x101;l&#x101;m. T&#x101;s skata Laiku nevis k&#x101; patst&#x101;�v&#x12B;gu substanci, bet k&#x101; attiec&#x12B;bas starp esam&#x12B;bas objek�tiem, prec&#x12B;z&#x101;k � k&#x101; �o attiec&#x12B;bu visp&#x101;rin&#x101;jumu. Ar&#x12B; k&#x101; p&#x101;rmai&#x146;u m&#x113;ru.</p><p>Laika relacion&#x101;l&#x101;s koncepcijas ietvaros att&#x12B;st&#x101;s priek��stati par specifiskajiem Laikiem. Biolo&#x123;iskais, &#x123;eolo&#x123;is�kais, soci&#x101;lais, psiholo&#x123;iskais Laiks. Princip&#x101; Laiku var ta�u m&#x113;r&#x12B;t ne tikai p&#x113;c Zemes apgrie�an&#x101;s ap savu asi un ap Sauli (diennakt&#x12B;s, m&#x113;ne�os, gados), bet ari p&#x113;c jebkura cita cikliska procesa, kura rakstur&#x12B;gie st&#x101;vok&#x13C;i periodiski atk&#x101;rtojas, piem&#x113;ram, ar pulsu, organisma aug��anas gaitu, vielmai&#x146;as reakcij&#x101;m, auga dzinuma posma izaug�anu no vienas lapas (vai lapu mietura) l&#x12B;dz otrai.</p><p>�No k&#x101; atkar&#x12B;gs Laika interv&#x101;la minimums, &#x12B;s&#x101;ku par kuru m&#x113;s vairs nesp&#x113;jam uztvert?� jaut&#x101;ja pasaulslave�nais dabaszin&#x101;tnieks K&#x101;rlis B&#x113;rs sav&#x101; ievadrun&#x101; pirmaj&#x101; Krievijas entomologu kongres&#x101; 1860. gad&#x101;. Un pats at�bild&#x113;ja: �&#x12B; acumirk&#x13C;a (reizi pamirk�&#x137;in&#x101;t aci!) ilgums tie�i atkar&#x12B;gs no m&#x16B;su organisma dz&#x12B;v&#x12B;bas nori�u &#x101;truma. Izt&#x113;losimies dom&#x101;jo�u b&#x16B;tni, kas dz&#x12B;vo t&#x16B;ksto�reiz &#x101;tr&#x101;k nek&#x101; m&#x113;s, teica B&#x113;rs. Visi dz&#x12B;v&#x12B;bas procesi (sirdsdarb&#x12B;ba, asinsrite, elpo�ana, vielmai&#x146;a) t&#x101;das b&#x16B;tnes organism&#x101; norit tikpat rei�u &#x101;tr&#x101;k. Kam&#x113;r m&#x113;s pamirk�&#x137;in&#x101;sim vien�reiz, �&#x12B; b&#x16B;tne to pasp&#x113;s izdar&#x12B;t t&#x16B;ksto� rei�u. Visi &#x101;r&#x113;jie notikumi t&#x101;s uztver&#x113; rit&#x113;s attiec&#x12B;gi (t&#x16B;ksto�k&#x101;rt) l&#x113;n&#x101;k nek&#x101; cilv&#x113;kam: vasaras diena k&#x101; divi gadi. Bet tagad sa�l&#x12B;dzin&#x101;jumam izt&#x113;losimies, turpin&#x101;ja B&#x113;rs, sapr&#x101;t&#x12B;gu b&#x16B;tni, kas dz&#x12B;vo t&#x16B;ksto�reiz l&#x113;n&#x101;k nek&#x101; m&#x113;s. Vienam �&#x12B;s b&#x16B;tnes dz&#x12B;ves acumirklim atbilst t&#x16B;kstotis m&#x16B;s&#x113;jo. T&#x101;das b&#x16B;tnes uztver&#x113; &#x101;r&#x113;jo notikumu temps b&#x16B;tu t&#x16B;ksto�k&#x101;rt pa�&#x101;trin&#x101;ts: diennakts vi&#x146;as uztver&#x113; l&#x12B;dzin&#x101;tos pusotrai m&#x16B;su min&#x16B;tei. Apm&#x113;ram t&#x101;pat k&#x101; Mazajam princim Antu&#x101;na de Sent-Ekziper&#x12B; st&#x101;st&#x101;, kad dien&#x101; cilv&#x113;ks pag&#x16B;st tikai pateikt �Labdien!� un v&#x113;l k&#x101;du teikumu, kam seko �Ar- labunakti!�. T&#x101; ar&#x12B; cilv&#x113;ka m&#x16B;�&#x101;, secin&#x101;ja B&#x113;rs, main&#x101;s Laika gaitas uztvere. B&#x113;rn&#x12B;b&#x101;, kad organisms Strauji aug un att&#x12B;st&#x101;s, &#x101;r&#x113;jo notikumu Laiks rit l&#x113;n&#x101;k, jaun&#x12B;b&#x101; t&#x101; ri�tums pa&#x101;trin&#x101;s, bet vecum&#x101; tas jau jo&#x146;o k&#x101; ar v&#x113;ja sp&#x101;r�niem. Te v&#x113;rojama individu&#x101;l&#x101; biolo&#x123;isk&#x101; Laika dilat&#x101;cija k&#x101; Ein�teina relativit&#x101;tes teorij&#x101;: jo &#x101;tr&#x101;ka &#x137;erme&#x146;a kus�t&#x12B;ba, jo relat&#x12B;vi l&#x113;n&#x101;k rit t&#x101; pa�laiks. Tikai te meh&#x101;nisk&#x101;s kust&#x12B;bas (telpisk&#x101;s p&#x101;rvieto�an&#x101;s) viet&#x101; ir biolo&#x123;iskie procesi organism&#x101;. Filozofi ide&#x101;listi (piem&#x113;ram, A. Sopenhauers) saskat&#x12B;ja �aj&#x101; apst&#x101;kl&#x12B; tikai subjekt&#x12B;v&#x101;s Laika uztveres mai&#x146;u, cilv&#x113;ka dz&#x12B;ves pieredzei uzkr&#x101;jo�ties. K&#x101;rlis B&#x113;rs par&#x101;d&#x12B;ja, ka subjekt&#x12B;v&#x101; uztvere pamato�jas uz pa�a organisma Laika gaitas objekt&#x12B;vu mai&#x146;u. Katrs ta�u at�&#x137;irs gadu vecu b&#x113;rnu no tr&#x12B;sgad&#x12B;ga. Bet pam&#x113;&#x123;iniet tikpat dro�i pateikt, kuram no diviem pa�dz&#x12B;voju�iem cilv&#x113;kiem ir se�desmit viens un kuram se��desmit tr&#x12B;s gadi! B&#x113;ra ideju p&#x113;c septi&#x146;desmit gadiem iz�mantoja Lekonts di Noju&#x12B;, p&#x113;tot organisma biolo&#x123;isk&#x101; Laika gaitu. Gr&#x101;mat&#x101; �Biolo&#x123;iskais Laiks�, kas izn&#x101;kusi 1936. gad&#x101; London&#x101;, vi&#x146;� m&#x113;ra organisma specifisk&#x101; Laika gaitu ar br&#x16B;ces dz&#x12B;�anas &#x101;trumu. L&#x12B;dz ar vecuma palielin&#x101;�anos br&#x16B;ce dz&#x12B;st arvien l&#x113;n&#x101;k un l&#x113;n&#x101;k.</p><p>Organisma individu&#x101;l&#x101; Laika � biolo&#x123;isk&#x101; Laika ri�tums m&#x16B;�a gait&#x101; pal&#x113;nin&#x101;s un &#x101;r&#x113;jo notikumu tempi �&#x137;iet arvien &#x101;tr&#x101;ki. Ta�u cilv&#x113;ks nav biolo&#x123;iska b&#x16B;tne vien Cilv&#x113;kam ir apzi&#x146;a, sapr&#x101;ts (k&#x101; nek&#x101; Humo sapieris!), un vi&#x146;� ir soci&#x101;las kopas (kolekt&#x12B;va) loceklis. Vi&#x146;� reiz&#x113; dz&#x12B;vo biolo&#x123;iskaj&#x101;, psiholo&#x123;iskaj&#x101; un soci&#x101;laj&#x101; Laik&#x101;. T&#x101; daudzi psihologi uzskata, ka p&#x113;c person&#x12B;bas orient&#x101;cijas Laik&#x101; cilv&#x113;kus var iedal&#x12B;t t&#x101;dos, kas. dz&#x12B;vo pag&#x101;tn&#x113;, tagadn&#x113; vai n&#x101;kotn&#x113;. Pirmie esot emocion&#x101;li, depres&#x12B;vi, otrie � impuls&#x12B;vi, asi uztvero�i, bet tre�ie � iniciat&#x12B;vi, maz&#x101;k pie&#x137;eroties citiem cilv&#x113;kiem. Ta�u, k&#x101; atz&#x12B;m&#x113; psihologs V. Kova&#x13C;ovs, cilv&#x113;kam &#x13C;oti nepiecie�ams apl&#x16B;kot savu pa�reiz&#x113;jo dz&#x12B;vi no da�&#x101;diem laika viedok&#x13C;iem. Prasi redz&#x113;t tagadni gan no pag&#x101;tnes � k&#x101; n&#x101;kotni, gan ar&#x12B; no n&#x101;kotnes � k&#x101; pag&#x101;tni. �&#x101;das manipul&#x101;cijas ar savu psiholo&#x123;isko Laiku koncentr&#x113; aktu&#x101;laj&#x101; tagadn&#x113; cilv&#x113;ka potenci&#x101;lo ener&#x123;iju, dod vi&#x146;am jaunus sp&#x113;kus vit&#x101;li sva�r&#x12B;gu, &#x13C;oti gr&#x16B;tu uzdevumu veik�anai.</p><p>Bet k&#x101; ir ar m&#x16B;su sen�u prasmi (un ar&#x12B; praksi) raudz&#x12B;�ties no pag&#x101;tnes uz tagadni? M&#x16B;sdien&#x101;s t&#x101;ds varens l&#x12B;dzeklis ir rakst&#x12B;t&#x101; v&#x113;sture. Iepaz&#x12B;stot v&#x113;sturi, m&#x113;s sp&#x113;�jam skat&#x12B;t savu tagadni k&#x101; atsevi�&#x137;u posmu garaj&#x101; sa�biedr&#x12B;bas att&#x12B;st&#x12B;bas &#x137;&#x113;d&#x113;, sp&#x113;jam lab&#x101;k izprast un nov&#x113;r�t&#x113;t tagadnes notikumu j&#x113;gu. Senatn&#x113; �im nol&#x16B;kam kal�poja trad&#x12B;cijas, para�as, ritu&#x101;li, kuru uztur&#x113;�an&#x101; liela no�z&#x12B;me bija sv&#x113;tkiem, sevi�&#x137;i kalend&#x101;rajiem sv&#x113;tkiem. Ta�u sv&#x113;tku noz&#x12B;me ir daudz�&#x137;aut&#x146;aina. Sv&#x113;tki tie�i ietekm&#x113; soci&#x101;lpsiholo&#x123;isko Laiku. Sv&#x113;tkos vairs nav ikdieni�&#x137;&#x101; Laika rituma. Te, k&#x101; raksta I. Klo�kovs, ien&#x101;ca mitolo&#x123;is�kais Laiks. Sv&#x113;tki ar saviem ritu&#x101;liem, sp&#x113;l&#x113;m, &#x137;ekat&#x101;m, mielastiem un cit&#x101;m izdar&#x12B;b&#x101;m radik&#x101;li at�&#x137;&#x12B;r&#x101;s no ik�dienas, main&#x12B;ja soci&#x101;lpsiholo&#x123;isk&#x101; Laika kvalit&#x101;ti. Sp&#x113;le p&#x101;rtrauc_ telpas un Laika vienveid&#x12B;bu un atdala sp&#x113;les dal&#x12B;bniekus no ikdieni�&#x137;&#x101;s dz&#x12B;ves, rad&#x12B;dama savu pasauli, raksta holandie�u zin&#x101;tnieks Johans Heizingers gr&#x101;mat&#x101; �Homo ludens� (�Sp&#x113;&#x13C;u cilv&#x113;ks�). P&#x101;rtraucot monotoni vienmu&#x13C;o, line&#x101;ro Laika gaitu, sv&#x113;tku izdar&#x12B;bas ievirz&#x12B;ja to spir&#x101;l&#x113;: katra sezona bija it k&#x101; t&#x101;da pati k&#x101; iepriek�&#x113;j&#x101; gad&#x101;, ta�u jau mazliet sav&#x101;d&#x101;ka.</p><p>K&#x101;d&#x101; no iepriek�&#x113;j&#x101;m noda&#x13C;&#x101;m m&#x113;s st&#x101;st&#x12B;j&#x101;m, ka kalend&#x101;rie sv&#x113;tki kalpoja ari parmar&#x137;ierdien&#x101;m, iez&#x12B;m&#x113;jot Laika pl&#x16B;smu, pal&#x12B;dz&#x113;ja to m&#x113;r&#x12B;t un konstat&#x113;t t&#x101; virz&#x12B;bu. Sv&#x113;tkos m&#x16B;su sen�i it k&#x101; sl&#x113;dza l&#x12B;gumu ar dabas sp&#x113;kiem uz kosmisk&#x101;s vienot&#x12B;bas pamata. S&#x12B;s cilv&#x113;ka un dabas kosmisk&#x101;s vienot&#x12B;bas ideja izpau�as daudz&#x101;s laikaz&#x12B;m&#x113;s, sevi�&#x137;i taj&#x101;s, kuras nor&#x101;da uz labv&#x113;l&#x12B;g&#x101;m un nelabv&#x113;l&#x12B;�g&#x101;m dien&#x101;m. P&#x113;c kristietisma ievie�anas bazn&#x12B;ca daudzas no �&#x12B;m ritu&#x101;ldien&#x101;m saist&#x12B;jusi ar savu kalend&#x101;ru. Ritu&#x101;laj&#x101;s dien&#x101;s, sevi�&#x137;i t&#x101;d&#x101;s, kad notiek b&#x16B;tiskas kos�miskas p&#x101;rmai&#x146;as, piem&#x113;ram, ziemas un vasaras saul�grie�os, it k&#x101; sajaucas n&#x101;kotne ar pag&#x101;tni. Tad �&#x137;iet se�vi�&#x137;as izredzes ieskat&#x12B;ties n&#x101;kotn&#x113;, uzzin&#x101;t ar&#x12B; savu lik�teni. Tie�i �&#x101;dos l&#x16B;zuma momentos notika n&#x101;kotnes z&#x12B;l&#x113;��ana, da�&#x101;das izdar&#x12B;bas savas un m&#x101;jdz&#x12B;vnieku vesel&#x12B;bas, lauku ra�&#x12B;bas nodro�in&#x101;�anai. Laikaz&#x12B;m&#x113;s te p&#x101;rsedz&#x101;s ar Laika z&#x12B;m&#x113;m.</p><p>Ritu&#x101;lo pas&#x101;kumu cikliskais izvietojums pa gada sezo�n&#x101;m pamatojas ne tikai uz m&#x16B;su sen�u tieksmi dz&#x12B;vot sa�ska&#x146;&#x101; ar dabu un kosmosu, bet ar&#x12B; uz apbr&#x12B;nojami dzi�&#x13C;&#x101;m zin&#x101;�an&#x101;m un lielu praktisk&#x101;s darb&#x12B;bas pieredzi. Sa�c&#x12B;t&#x101; ilustr&#x113;�anai v&#x113;lreiz pakav&#x113;simies pie IV gadsimta pa�vasara un vasaras sezonas ritu&#x101;l&#x101; kalend&#x101;ra. K&#x101; jau pa�st&#x101;st&#x12B;j&#x101;m noda&#x13C;&#x101; �T&#x101;l&#x101;ku laiku prognoz&#x113;jo�&#x101;s situ&#x101;cijas un dienas�, �is seno po&#x13C;anu kalend&#x101;rs ornamenta veid&#x101; att&#x113;lots uz ritu&#x101;ltrauka. Ornamenta z&#x12B;mes uz trauka vir�smas izvietotas div&#x101;s josl&#x101;s. Plat&#x101;kaj&#x101;� aug�&#x113;j&#x101; josl&#x101; ar kvadr&#x101;ti&#x146;iem att&#x113;loto dienu grupas p&#x101;rtrauc lietus str&#x16B;klu un koka, p&#x113;rkona un zibens, k&#x101; ar&#x12B; citas z&#x12B;mes. Lietus str&#x16B;klu z&#x12B;mes atbilst �&#x101;diem periodiem: no 20. l&#x12B;dz 30. maijam, no 11. l&#x12B;dz 20. j&#x16B;nijam, no 4. l&#x12B;dz 6. j&#x16B;lijam un no 15. l&#x12B;dz 18. j&#x16B;lijam. Lietus periodu nor&#x101;d&#x113;m ir no�teikta noz&#x12B;me. S&#x101;jos laikos vasar&#x101;jiem sevi�&#x137;i nepiecie��ams lietus. Cer&#x146;igovas apgabala (kur atrasts �is senais kalend&#x101;rs) klimatiskajos apst&#x101;k&#x13C;os pirmais periods sa�kr&#x12B;t ar vasar&#x101;ju stiebro�anu, otrais � ar v&#x101;rpo�anu, tre��ais � ar graudu piengatav&#x12B;bu un ceturtais � ar graudu vaskgatav&#x12B;bu. Min&#x113;tajos periodos augi pat&#x113;r&#x113; &#x13C;oti daudz &#x16B;dens, t&#x101;p&#x113;c nepiecie�ams lietus. Ta�u Ukrain&#x101; �ajos periodos lietus bie�i nel&#x12B;st � un t&#x101;d&#x113;&#x13C; graudu ra�a krasi samazin&#x101;s. Otrais periods kalend&#x101;r&#x101; att&#x113;lots ar trijst&#x16B;ri, kuram s&#x101;nu virsotne izbeidzas 20. j&#x16B;nij&#x101;. Ar to ir izteikta &#x13C;oti svar&#x12B;ga agrotehniska pras&#x12B;ba, jo j&#x16B;nija p&#x113;d&#x113;j&#x101; dek&#x101;d&#x113; s&#x101;k zied&#x113;t vasar&#x101;ji. Tad lietus b&#x16B;tiski trauc&#x113; ziedu ap- puteksn&#x113;�anos un apaug&#x13C;o�anos. P&#x113;d&#x113;jo (ceturtoj periodu att&#x113;lo lietus str&#x16B;klas, kas no aug�&#x113;j&#x101;s joslas turpin&#x101;s horizont&#x101;li apak�&#x113;j&#x101; josl&#x101;, proti, �aiziet zem&#x113;�. T&#x101; ir &#x13C;oti gudra seno zemkopju atzi&#x146;a: p&#x113;c 20. j&#x16B;lija lietus nav vajadz&#x12B;gs (lab&#x12B;ba sakrit&#x12B;s veldr&#x113;, p&#x113;rkona negais&#x101; var aizdegties druva, v&#x101;rpas var nopost&#x12B;t krusa), kaut gan augsnei nepiecie�ama valgme.</p><p>Visas �aj&#x101; IV gadsimta kalend&#x101;r&#x101; nor&#x101;d&#x12B;t&#x101;s svinam&#x101;s dienas ir cie�i saist&#x12B;tas ar seno zemkopju r&#x16B;p&#x113;m par n&#x101;kam&#x101;s ra�as likteni, ar graudaugu att&#x12B;st&#x12B;bas svar&#x12B;g&#x101;�kaj&#x101;m f&#x101;z&#x113;m, ar nepiecie�am&#x12B;bu nodro�in&#x101;t druv&#x101;m pie�tiekami daudz saules siltuma, mitrumu vajadz&#x12B;gaj&#x101; br&#x12B;d&#x12B;, nov&#x113;rst dabas stihiju post&#x12B;jumus. Kalend&#x101;r&#x101; nor&#x101;d&#x12B;tas konkr&#x113;tas dienas, kad t&#x101; vai cit&#x101;di j&#x101;ietekm&#x113; dabas sp&#x113;ki. Interesanti atz&#x12B;m&#x113;t, ka �eit min&#x113;tie datumi ir ar&#x12B; t&#x101; saucam&#x101;s prognoz&#x113;jo�&#x101;s dienas, kur&#x101;s p&#x113;c laikaz&#x12B;m&#x113;m ir cer&#x12B;ba aptuveni paredz&#x113;t meteorolo&#x123;iskos apst&#x101;k&#x13C;us uz priek�dien&#x101;m. T&#x101;tad �&#x101;du ritu&#x101;la dienu izv&#x113;le pamatojas uz ilgsto�iem v&#x113;rojumiem ne tikai par lab&#x12B;bas augu at�t&#x12B;st&#x12B;bas gaitu, bet ar&#x12B; par laika apst&#x101;k&#x13C;u da�&#x101;d&#x101;m sav�starp&#x113;j&#x101;m'sakar&#x12B;b&#x101;m.</p><p>Varb&#x16B;t m&#x113;s p&#x101;r&#x101;k augstu nov&#x113;rt&#x113;jam to cilv&#x113;ku inte�lektu, kuri dz&#x12B;voju�i pirms diviem trim gadu t&#x16B;ksto�iem? Ieskat&#x12B;simies padomju arheologa Borisa Frolova popul&#x101;r�zin&#x101;tniskaj&#x101; darb&#x101; �Par ko pav&#x113;st&#x12B;ja Sib&#x12B;rijas madonna�. Vi&#x146;am � slaven&#x101; arheologa akad&#x113;mi&#x137;a Alekseja Oklad- &#x146;ikova skolniekam � izdevies at�ifr&#x113;t ornamenta rakstus uz div&#x101;m sen&#x101; akmenslaikmeta kaula rokasspr&#x101;dz&#x113;m, ku�ras izraktas Mezinas apmetn&#x113; Sib&#x12B;rij&#x101;. Izr&#x101;d&#x12B;j&#x101;s, ka te meandru (l&#x12B;�lo�u) un zigzagveida rakstos att&#x113;loti Saules un M&#x113;ness kalend&#x101;ri. Mezinas rokasspr&#x101;dzes meandru un zigzagv&#x113;ida ornament&#x101;, secina Boriss Frolovs, izteikta Laika skait&#x12B;�anas prakse p&#x113;c Saules gada un M&#x113;ness cik�liem, kas izveidojusies pirms vismaz divdesmit (!) gadu t&#x16B;ksto�iem, k&#x101; ar&#x12B; Saules un M&#x113;ness kalend&#x101;ru noteiktas saska&#x146;o�anas pieredze.</p><p>Laikaz&#x12B;mes nes sev&#x12B; Laika z&#x12B;mes ar&#x12B; t&#x101;d&#x101; noz&#x12B;m&#x113;, ka t&#x101;s atspogu&#x13C;o laikmetu, kur&#x101; radu�&#x101;s. T&#x101;das laikaz&#x12B;mes, kas iz�&#x137;ir gad&#x101; tikai divas sezonas (silto un auksto), ir krietni vec&#x101;kas par t&#x101;m, kur&#x101;s figur&#x113; �etri gadalaiki. &#x136;eltu v&#x113;stures p&#x113;tnieki noskaidroju�i, ka �&#x12B;s ciltis dal&#x12B;ju��as gadu divos periodos: siltaj&#x101;, kas s&#x101;cies ar m&#x101;jlopu izdz&#x12B;�anu ganos un turpin&#x101;jies l&#x12B;dz to atgrie�an&#x101;s laikam ziemas m&#x12B;tn&#x113;s, un aukstaj&#x101;. Senajiem &#x123;erm&#x101;&#x146;iem gada iedal&#x12B;jums div&#x101;s sezon&#x101;s past&#x101;v&#x113;jis l&#x12B;dz m&#x16B;su &#x113;ras pirmajiem gadsimtiem. Da�u laikaz&#x12B;mju vecumu iesp&#x113;�jams noteikt v&#x113;l prec&#x12B;z&#x101;k, piem&#x113;ram, t&#x101;s, kur&#x101;s nor&#x101;d&#x12B;ts konkr&#x113;ts datums kop&#x101; ar vasaras vai ziemas saulgrie�iem (visgar&#x101;k&#x101; un vis&#x12B;s&#x101;k&#x101; diena), ar&#x12B; pavasara un rudens ekvinokciju, kad diena l&#x12B;dzin&#x101;s naktij. Kalend&#x101;r&#x101; varam izlas&#x12B;t, ka vasaras saulgrie�i ir 22. j&#x16B;nij&#x101; un ziemas � 22. decembr&#x12B;, bet pavasara un rudens ekvinokcija � 21. mart&#x101; un 23. septembr&#x12B;. Ta�u, k&#x101; zin&#x101;ms no astrono�mijas, debess ekvatora un ekliptikas st&#x101;vok&#x13C;i savstarp&#x113;ji main&#x101;s apm&#x113;ram par 50,3 le&#x146;&#x137;a sekund&#x113;m gad&#x101;. Par t&#x101;du pa�u lielumu pretim Saules redzamajai kust&#x12B;bai p&#x101;r�vietojas ari pavasara un rudens, vasaras un ziemas rakstur&#x12B;gie punkti. T&#x101;p&#x113;c visi �ie kalend&#x101;ra datumi � vasaras un ziemas saulgrie�i, pavasara un rudens ekvi�nokcija � nob&#x12B;d&#x101;s par vienu diennakti apm&#x113;ram 130 ga�dos. &#x145;emsim, piem&#x113;ram, �&#x101;du laikaz&#x12B;mi: �No Manuila dienas saule � uz ziemu, bet vasara � uz svelmi.� Manuila diena ir 30. j&#x16B;nij&#x101;. Laikaz&#x12B;me �o dienu saista ar vasaras saulgrie�iem (tagad 22. j&#x16B;nijs). T&#x101;tad starp&#x12B;ba starp datumiem 30�22 = 8 dienas. So dienu skaitu reizi�not ar 130, izn&#x101;k apm&#x113;ram t&#x16B;kstotis. P&#x113;c ieg&#x16B;t&#x101; rezult&#x101;ta varam secin&#x101;t, ka min&#x113;t&#x101; laikaz&#x12B;me radusies pirms t&#x16B;k�sto� gadiem, respekt&#x12B;vi, X gadsimt&#x101;.</p><p>Laiks sp&#x113;j ar&#x12B; p&#x113;c b&#x16B;t&#x12B;bas kori&#x123;&#x113;t laikaz&#x12B;m&#x113;s. Klimats Laika gait&#x101; main&#x101;s. Padomju zin&#x101;tnieks A. S&#x146;it&#x146;ikovs ilgsto�u p&#x113;t&#x12B;jumu rezult&#x101;t&#x101; secin&#x101;jis, ka Zemes klimata p&#x101;rmai&#x146;&#x101;m ir ritmisks raksturs. Vi&#x146;� konstat&#x113;jis, ka kli�mata ritmikas periods vid&#x113;ji ilgst 1850 gadus. Viena perioda laik&#x101; mitru un v&#x113;su klimatu nomaina iev&#x113;rojami saus&#x101;ks un silt&#x101;ks. T&#x101;p&#x113;c da�as laikaz&#x12B;m&#x113;s, kas radu�&#x101;s klimata perioda s&#x101;kum&#x101;, var izr&#x101;d&#x12B;ties neatbilsto�as perioda beigu posma apst&#x101;k&#x13C;iem. Cilv&#x113;ka darb&#x12B;ba pa�&#x101;trina dabas procesu gaitas p&#x101;rmai&#x146;as. Da�&#x101;di antropo- g&#x113;nie (cilv&#x113;ka izrais&#x12B;tie) faktori izmaina dz&#x12B;vnieku uz�ved&#x12B;bu un augu reakciju, ietekm&#x113; atmosf&#x113;ras cirkul&#x101;ciju. L&#x12B;dz ar to main&#x101;s sakar&#x12B;bas un ritmi dab&#x101;. T&#x101;p&#x113;c an- tropog&#x113;no faktoru augo�&#x101; ietekme var k&#x13C;&#x16B;t par c&#x113;loni daudzu laikaz&#x12B;mju neatbilst&#x12B;bai. Bet varb&#x16B;t ar&#x12B; �&#x101;dos gad&#x12B;jumos, k&#x101; saka, nav &#x13C;aunuma bez labuma? Nov&#x113;ro�jumi par �&#x101;d&#x101;m neatbilst&#x12B;b&#x101;m un to c&#x113;lo&#x146;u izp&#x113;te ta�u sp&#x113;j dot v&#x113;rt&#x12B;gus datus modernajai ekolo&#x123;ijai. Pirmk&#x101;rt, te var&#x113;tu g&#x16B;t papildu inform&#x101;ciju par apk&#x101;rt&#x113;j&#x101;s vides ritmikas mai&#x146;&#x101;m, par to, k&#x101; main&#x101;s dz&#x12B;vnieku un augu reakcija uz vides faktoriem. Otrk&#x101;rt, seno laikaz&#x12B;mju no�virzes varb&#x16B;t paver mums savdab&#x12B;gu �ekolo&#x123;isk&#x101;s arheo�lo&#x123;ijas� nogabalu. �&#x101;das novirzes var dot v&#x113;rt&#x12B;gu liec&#x12B;bu par sava tap�anas Laika ekolo&#x123;isko situ&#x101;ciju.</p><p>Katrai cilv&#x113;ka darin&#x101;tai lietai vai vi&#x146;a darb&#x12B;bai, raksta A. Baiburins gr&#x101;mat&#x101; �M&#x101;joklis austrumsl&#x101;vu ritu&#x101;los un priek�statos�, ir k&#x101; utilit&#x101;ra, t&#x101; simboliska noz&#x12B;me � semiotiskais statuss. Ritu&#x101;ls izsaka �o semiotisko j&#x113;gu, jo pats ir pasaules uzskata, pasaules ainas kop&#x113;j&#x101;s sh&#x113;mas elements. S&#x101;da^ pasaules kopainas sh&#x113;ma bija vit&#x101;li ne�piecie�ama m&#x16B;su sen�iem (t&#x101;pat k&#x101; mums!), lai izveidotu savas uzved&#x12B;bas un orient&#x101;cijas strat&#x113;&#x123;iju un taktiku ap�k&#x101;rt&#x113;j&#x101;s dabas un kult&#x16B;ras vides procesos un par&#x101;d&#x12B;b&#x101;s. P&#x101;rliec&#x12B;ba par savas orient&#x101;cijas pareiz&#x12B;bu cilv&#x113;kam tik�pat nepiecie�ama k&#x101; p&#x101;rtika un miegs. M&#x16B;su sen�iem t&#x101; bija ar&#x12B; savas dz&#x12B;ves telpas un Laika apg&#x16B;�ana. Ne velti tik daudz&#x101;s laikaz&#x12B;m&#x113;s run&#x101;ts par debespus&#x113;m, sevi�&#x137;i zieme&#x13C;iem un austrumiem. Slavenais fran�u arheologs un etnogr&#x101;fs A. Leru&#x101;-Gur&#x101;ns secina, ka telpas un Laika ap�g&#x16B;�anai (domestic&#x113;�anai) bijusi ne maz&#x101;k b&#x16B;tiska no�z&#x12B;me cilv&#x113;ka intelekta veido�anas proces&#x101; k&#x101; darba r&#x12B;ku izgatavo�anai. Telpas un Laika apg&#x16B;�anas zem&#x101;k&#x101;s formas piem&#x12B;t ar&#x12B; dz&#x12B;vniekiem (ligzdu v&#x12B;�ana, alu rak��ana), bet augst&#x101;k&#x101;, konceptu&#x101;l&#x101; forma ir tikai cilv&#x113;kam k&#x101; augsti att&#x12B;st&#x12B;tu smadze&#x146;u darb&#x12B;bas rezult&#x101;ts. �&#x101;da specifiski cilv&#x113;ciska telpas un Laika apg&#x16B;�ana, secina A. Leru&#x101;-Gur&#x101;ns, iesp&#x113;jama tikai tad, ja izveidots attiec&#x12B;�gais priek�statu modelis un j&#x113;dzienisk&#x101; �v&#x101;rdn&#x12B;ca�, at�bilsto�s pasaules uzskats, kuru &#x137;atra paaudze p&#x101;rmanto no iepriek�&#x113;j&#x101;s.</p><p>M&#x16B;su sen�u pasaules uzskatu glab&#x101;ja kolekt&#x12B;v&#x101; atmi&#x146;a da�&#x101;du kult&#x16B;ras fenomenu veid&#x101;. T&#x101;s bija teikas, tautas�dziesmas, para�as, ritu&#x101;li u. c. Starp �iem sen&#x101;s kult&#x16B;ras fenomeniem noz&#x12B;m&#x12B;ga vieta ir laikaz&#x12B;m&#x113;m- Sevi�&#x137;i labi to redzam taj&#x101;s laikaz&#x12B;m&#x113;s, kuras saista cilv&#x113;ka dz&#x12B;vi ar da�bas ritmiem un kosmisko harmoniju. Cilv&#x113;ka rad&#x12B;t&#x101;s kul�t&#x16B;ras telplaiks t&#x101; vai cit&#x101;di atspogu&#x13C;o, model&#x113; Visuma telplaiku.</p><p>Laikaz&#x12B;m&#x113;s var samekl&#x113;t ne mazumu racion&#x101;lu atzi&#x146;u laika apst&#x101;k&#x13C;u paredz&#x113;�anai un praktiskai darb&#x12B;bai lauk�saimniec&#x12B;b&#x101; un dabsaimniec&#x12B;b&#x101;. Taj&#x101;s iesp&#x113;jams rast ar&#x12B; ierosmi v&#x113;l neizp&#x113;t&#x12B;tu likumsakar&#x12B;bu atkl&#x101;�anai. Laikaz&#x12B;�mes ir nenoliedzami v&#x113;rt&#x12B;gs materi&#x101;ls m&#x16B;su sen�u pasau�les uzskata, pasaules kopainas sh&#x113;mas un v&#x113;rt&#x12B;bu sist&#x113;�mas da�&#x101;du sl&#x101;&#x146;u p&#x113;t&#x12B;�anai. T&#x101;s nes sev&#x12B; m&#x16B;su sen�u mentalit&#x101;tes atspulgu. Ta�u varb&#x16B;t ne maz&#x101;ka v&#x113;rt&#x12B;ba ir ierosmei, ko iesp&#x113;jams smelties no �&#x12B; tautas garamantas veida, lai m&#x16B;sdienu &#x101;rk&#x101;rt&#x12B;gi sare�&#x123;&#x12B;taj&#x101; situ&#x101;cij&#x101; prastu optim&#x101;li domestic&#x113;t telpu un Laiku, kas pa&#x101;trin&#x101;ti komplic&#x113;jas, lai strauji main&#x12B;gaj&#x101; pasaul&#x113; veiksm&#x12B;gi harmoniz&#x113;tu savas ikdienas steigas laiku ar lielo Visuma Laiku.</p><empty-line/></section><section><title><p>IEZ&#x12A;MDIENAS (MAR&#x136;IERDIENAS)</p></title><p>IEZ&#x12A;MDIENAS (MAR&#x136;IERDIENAS)</p><p>Jaungads������������������������������������������������������ ---�1. janv&#x101;ri</p><p>Trijkungu jeb Zvaigznes diena������������������������� � 6. janv&#x101;ri</p><p>Te&#x146;a diena����������������������������������������������������� 17. janv&#x101;r&#x12B;</p><p>Sve�u diena��������������������������������������������������� � 2. febru&#x101;ri</p><p>D&#x101;rtas diena�������������������������������������������������� � 6. febru&#x101;ri</p><p>Vastl&#x101;vji������������������������������������������������������� � lai uzzin&#x101;tu prec&#x12B;zu Vastl&#x101;vja dienu,j&#x101;izdara�&#x12B;pa�s apr&#x113;&#x137;ins: vispirms p&#x113;c pavasara��astronomisk&#x101; s&#x101;kuma j&#x101;atrod pirm&#x101; pilnm&#x113;ness�sv&#x113;tdiena un tad no t&#x101;s atpaka&#x13C; j&#x101;mekl&#x113; sept&#x12B;t&#x101;�otrdiena. T&#x101; ar&#x12B; b&#x16B;s Vastl&#x101;vja diena.</p><p>Mete&#x146;i jeb Pelnu diena���������������������������������� �� par meteni tas pats apr&#x113;&#x137;ins, tikai j&#x101;mekl&#x113; sept&#x12B;t&#x101; tre�diena.</p><p>Mat&#x12B;sa diena����������������������������� �������������������� � 25. febru&#x101;ri</p><p>Jevdokijas diena������������������������������������������� � 14. mart&#x101;</p><p>&#x122;ertr&#x16B;des diena�������������������������������������������� � 17. mart&#x101;</p><p>J&#x101;zepa diena����������������������������������������������� �� 19. mart&#x101;</p><p>Benedikta diena������������������������������������������ � � 21. mart&#x101;</p><p>M&#x101;ras diena���������������������������������������������������� 25. mart&#x101;</p><p>Alekseja diena��������������������������������������������� �� 30. mart&#x101; </p><p>Izidora diena������������������������������������������������� �--4. apr&#x12B;l&#x12B;</p><p>Jur&#x123;a diena������������������������������������������������� �� 23. apr&#x12B;l&#x12B;</p><p>Jegora diena���������������������������������������������������� 6. maij&#x101;</p><p>Jetes diena���������������������������������������������������� � 7. maij&#x101;</p><p>Sta&#x146;islava diena��������������������������������������������� � 8. maij&#x101;</p><p>Jeremijas diena������������������������������������������ �� 14. maij&#x101;</p><p>Mokeja diena����������������������������������������������� � 23. maij&#x101;</p><p>Urb&#x101;na diena����������������������������������������������� � 25. maij&#x101;</p><p>Sidora diena������������������������������������������������ � 27. maij&#x101;</p><p>Pahoma diena�������������������������������������������� �� 28. maij&#x101;</p><p>Medarda diena��������������������������������������������� �� 8. j&#x16B;nij&#x101; </p><p>V&#x12B;tus diena����������������������������������������������� �----15. j&#x16B;nij&#x101;</p><p>J&#x101;&#x146;u diena���������������������������������������������� �-----24. j&#x16B;nij&#x101; </p><p>Septi&#x146;u gul&#x113;t&#x101;ju diena����������������������������� �-----27. j&#x16B;nij&#x101;</p><p>P&#x113;tera diena��������������������������������������������� �� 29. j&#x16B;nij&#x101;</p><p>Septi&#x146;u br&#x101;&#x13C;u diena������������������������������������ �� 10. j&#x16B;lij&#x101;</p><p>J&#x113;kaba diena��������������������������������������������� �� 25. j&#x16B;lij&#x101;</p><p>Annas diena������������������������������������������������ � 26. j&#x16B;lij&#x101;</p><p>Labren�a diena����������������������������������������� � � 10. august&#x101;</p><p>Liel&#x101;s M&#x101;ras diena��������������������������������������� � 15. august&#x101;</p><p>B&#x113;rtu&#x13C;a diena�������������������������������������������� �---24, august&#x101; </p><p>Egidija diena��������������������������������������������� �----1. septembr&#x12B; </p><p>Maz&#x101;s M&#x101;ras diena�������������������������������������� �----8. septembr&#x12B; </p><p>Mi&#x137;e&#x13C;a diena����������������������������������������������� ---29. septembri </p><p>M&#x101;rti&#x146;a diena������������������������������������������� �----10. novembr&#x12B; </p><p>Nikl&#x101;va diena��������������������������������������������� -----6. decembri</p><p>Ziemsv&#x113;tki����������������������������������������������� �----25. decembr&#x12B;</p></section><section><title><p>LITERAT&#x16A;RA DZI&#x13B;&#x100;KAM UN PLA�&#x100;KAM IESKATAM</p></title><p>LITERAT&#x16A;RA DZI&#x13B;&#x100;KAM UN PLA�&#x100;KAM IESKATAM</p><p>1. Dabas un v&#x113;stures kalend&#x101;rs. R.: Zin&#x101;tne, 1982, 1983, 1984.</p><p>2. L&#x12B;deks 0. Latvie�u sv&#x113;tki. R.: 1940</p><p>3. Mauri&#x146;� A. Kurp ej, daba? R.: Liesma, 1979.</p><p>4. Me�a gadagr&#x101;mata. R.: Avots, 1985.</p><p>5. Rablnovi�s I. No laika r&#x113;&#x137;inu v&#x113;stures. R.: Zin&#x101;tne, 1967,</p><p>6. Sudmalis /. Latvju raksti. III s&#x113;j. R.: 1931.</p><p>7. Smits P. Latvie�u tautas tic&#x113;jumi. I�IV s&#x113;j. R.i 1940.�1941.</p><p>8. Zirn&#x12B;tis A. Laiks un t&#x101; paredz&#x113;�ana. R.: LVI, 1957.</p><p>9. Zirn&#x12B;tis A. Meteorolo&#x123;ija. R.: Zvaigzne, 1968.</p><p>10.�&#x410;&#x433;&#x440;&#x438;&#x43D;&#x441;&#x43A;&#x438;&#x439; &#x41A;. &#x41D;&#x430;&#x440;&#x43E;&#x434;&#x43D;&#x44B;&#x435; &#x43F;&#x440;&#x438;&#x43C;&#x435;&#x442;&#x44B; &#x438; &#x438;&#x445; &#x437;&#x43D;&#x430;&#x447;&#x435;&#x43D;&#x438;&#x435; &#x432; &#x43F;&#x440;&#x430;&#x43A;&#x442;&#x438;&#x447;&#x435;&#x441;&#x43A;&#x43E;&#x439; &#x43C;&#x435;&#x442;&#x435;&#x43E;&#x440;&#x43E;&#x43B;&#x43E;&#x433;&#x438;&#x438; &#x438; &#x441;&#x435;&#x43B;&#x44C;&#x441;&#x43A;&#x43E;&#x43C; &#x445;&#x43E;&#x437;&#x44F;&#x439;&#x441;&#x442;&#x432;&#x435;. &#x421;&#x430;&#x440;&#x430;&#x442;&#x43E;&#x432;: 1899.</p><p>11.�&#x410;&#x441;&#x442;&#x430;&#x43F;&#x435;&#x43D;&#x43A;&#x43E; &#x41F;. &#x414;. &#x412;&#x43E;&#x43F;&#x440;&#x43E;&#x441;&#x44B; &#x43E; &#x43F;&#x43E;&#x433;&#x43E;&#x434;&#x435;. &#x41B;.: &#x413;&#x438;&#x434;&#x440;&#x43E;&#x43C;&#x435;&#x442;&#x435;&#x43E;&#x438;&#x437;&#x434;&#x430;&#x442;, 1982.</p><p>12.�&#x410;&#x444;&#x430;&#x43D;&#x430;&#x441;&#x44C;&#x435;&#x432; &#x410;. &#x41F;&#x43E;&#x44D;&#x442;&#x438;&#x447;&#x435;&#x441;&#x43A;&#x438;&#x435; &#x432;&#x43E;&#x437;&#x437;&#x440;&#x435;&#x43D;&#x438;&#x44F; &#x441;&#x43B;&#x430;&#x432;&#x44F;&#x43D; &#x43D;&#x430; &#x43F;&#x440;&#x438;&#x440;&#x43E;&#x434;&#x443;. I�III. &#x41C;.: 1865-1869.</p><p>13.�&#x411;&#x430;&#x439;&#x431;&#x443;&#x440;&#x438;&#x43D; &#x410;. &#x41A;. &#x416;&#x438;&#x43B;&#x438;&#x449;&#x435; &#x432; &#x43E;&#x431;&#x440;&#x44F;&#x434;&#x430;&#x445; &#x438; &#x43F;&#x440;&#x435;&#x434;&#x441;&#x442;&#x430;&#x432;&#x43B;&#x435;&#x43D;&#x438;&#x44F;&#x445; &#x432;&#x43E;&#x441;&#x442;&#x43E;&#x447;&#x43D;&#x44B;&#x445; &#x441;&#x43B;&#x430;&#x432;&#x44F;&#x43D;. &#x41B;.: &#x41D;&#x430;&#x443;&#x43A;&#x430;, 1983. -</p><p>14.�&#x411;&#x438;&#x43E;&#x43B;&#x43E;&#x433;&#x438;&#x44F; &#x43E;&#x445;&#x440;&#x430;&#x43D;&#x44B; &#x43F;&#x440;&#x438;&#x440;&#x43E;&#x434;&#x44B;. &#x41F;&#x435;&#x440;&#x435;&#x432;&#x43E;&#x434; &#x441; &#x430;&#x43D;&#x433;&#x43B;. &#x41F;&#x43E;&#x434; &#x440;&#x435;&#x434;. &#x41C;. &#x421;&#x443;&#x43B;&#x435;&#x44F;, &#x411;. &#x423;&#x438;&#x43B;&#x43A;&#x43E;&#x43A;&#x441;&#x430;. &#x41C;.: 1983.</p><p>15.�&#x412;&#x430;&#x439;&#x441;&#x431;&#x435;&#x440;&#x433; &#x414;&#x43E;&#x43A;. &#x41F;&#x43E;&#x433;&#x43E;&#x434;&#x430; &#x43D;&#x430; &#x417;&#x435;&#x43C;&#x43B;&#x435;. &#x41F;&#x435;&#x440;&#x435;&#x432;&#x43E;&#x434; &#x441; &#x430;&#x43D;&#x433;&#x43B;. &#x41B;.: &#x413;&#x438;&#x434;&#x440;&#x43E;&#x43C;&#x435;&#x442;&#x435;&#x43E;&#x438;&#x437;&#x434;&#x430;&#x442;, 1980.</p><p>16.�&#x413;&#x430;&#x43B;&#x44C;&#x446;&#x43E;&#x432; &#x410;. &#x41F;. &#x41F;&#x43E;&#x433;&#x43E;&#x434;&#x430; &#x438; &#x435;&#x435; &#x43F;&#x440;&#x435;&#x434;&#x441;&#x43A;&#x430;&#x437;&#x430;&#x43D;&#x438;&#x435;. &#x41C;.: &#x413;&#x43E;&#x441;&#x43A;&#x443;&#x43B;&#x44C;&#x442;&#x43F;&#x440;&#x43E;&#x441;&#x432;&#x435;&#x442;-&#x438;&#x437;&#x434;&#x430;&#x442;, 1947.</p><p>17.�&#x413;&#x438;&#x440;&#x435; &#x410;. &#x410;. &#x41C;&#x430;&#x43A;&#x440;&#x43E;&#x446;&#x438;&#x440;&#x43A;&#x443;&#x43B;&#x44F;&#x440;&#x43D;&#x44B;&#x439; &#x43C;&#x435;&#x442;&#x43E;&#x434; &#x434;&#x43E;&#x43B;&#x433;&#x43E;&#x441;&#x440;&#x43E;&#x447;&#x43D;&#x44B;&#x445; &#x43C;&#x435;&#x442;&#x435;&#x43E;&#x440;&#x43E;&#x43B;&#x43E;&#x433;&#x438;&#x447;&#x435;&#x441;&#x43A;&#x438;&#x445; &#x43F;&#x440;&#x43E;&#x433;&#x43D;&#x43E;&#x437;&#x43E;&#x432;. &#x41B;., &#x413;&#x438;&#x434;&#x440;&#x43E;&#x43C;&#x435;&#x442;&#x435;&#x43E;&#x438;&#x437;&#x434;&#x430;&#x442;, 1974.</p><p>18.�&#x414;&#x435;&#x442;&#x430;&#x440;&#x438; &#x41B;., &#x41A;&#x430;&#x440;&#x433;&#x430;&#x446;&#x438; &#x412;. &#x411;&#x438;&#x43E;&#x440;&#x438;&#x442;&#x43C;&#x44B;. &#x41F;&#x435;&#x440;&#x435;&#x432;&#x43E;&#x434; &#x441; &#x432;&#x435;&#x43D;&#x433;&#x435;&#x440;&#x441;&#x43A;&#x43E;&#x433;&#x43E;. &#x41C;.: &#x41C;&#x438;&#x440;, 1984. .</p><p>19.�&#x416;&#x430;&#x440;&#x43A;&#x43E;&#x432; &#x421;. &#x41D;. &#x41D;&#x430;&#x440;&#x43E;&#x434;&#x43D;&#x44B;&#x435; &#x43F;&#x440;&#x438;&#x43C;&#x435;&#x442;&#x44B; &#x438; &#x43F;&#x440;&#x435;&#x434;&#x441;&#x43A;&#x430;&#x437;&#x430;&#x43D;&#x438;&#x435; &#x43F;&#x43E;&#x433;&#x43E;&#x434;&#x44B;. &#x41C;.: &#x423;&#x447;&#x43F;&#x435;&#x434;&#x433;&#x438;&#x437;, 1954.</p><p>20.�&#x417;&#x432;&#x435;&#x440;&#x435;&#x432; &#x41C;. &#x41A;&#x430;&#x43A; &#x436;&#x438;&#x432;&#x43E;&#x442;&#x43D;&#x44B;&#x435; &#x43F;&#x440;&#x435;&#x434;&#x441;&#x43A;&#x430;&#x437;&#x44B;&#x432;&#x430;&#x44E;&#x442; &#x43F;&#x43E;&#x433;&#x43E;&#x434;&#x443;. &#x410;&#x43B;&#x43C;&#x430;-&#x410;&#x442;&#x430;: &#x41A;&#x430;&#x439;&#x43D;&#x430;&#x440;, 1964.</p><p>21.�&#x418;&#x432;&#x430;&#x43D;&#x43E;&#x432; &#x412;. &#x412;., &#x422;&#x43E;&#x440;&#x43E;&#x43F;&#x43E;&#x432; &#x412;. &#x41D;. &#x418;&#x441;&#x441;&#x43B;&#x435;&#x434;&#x43E;&#x432;&#x430;&#x43D;&#x438;&#x44F; &#x432; &#x43E;&#x431;&#x43B;&#x430;&#x441;&#x442;&#x438; &#x441;&#x43B;&#x430;&#x432;&#x44F;&#x43D;&#x441;&#x43A;&#x438;&#x445; &#x434;&#x440;&#x435;&#x432;&#x43D;&#x43E;&#x441;&#x442;&#x435;&#x439;. &#x41C;.: &#x41D;&#x430;&#x443;&#x43A;&#x430;, 1974.</p><p>22.�&#x41A;&#x430;&#x43B;&#x435;&#x43D;&#x434;&#x430;&#x440;&#x43D;&#x44B;&#x435; &#x43E;&#x431;&#x44B;&#x447;&#x430;&#x438; &#x438; &#x43E;&#x431;&#x440;&#x44F;&#x434;&#x44B; &#x432; &#x441;&#x442;&#x440;&#x430;&#x43D;&#x430;&#x445; &#x437;&#x430;&#x440;&#x443;&#x431;&#x435;&#x436;&#x43D;&#x43E;&#x439; &#x415;&#x432;&#x440;&#x43E;&#x43F;&#x44B;. &#x418;&#x441;&#x442;&#x43E;&#x440;&#x438;&#x447;&#x435;&#x441;&#x43A;&#x438;&#x435; &#x43A;&#x43E;&#x440;&#x43D;&#x438; &#x438; &#x440;&#x430;&#x437;&#x432;&#x438;&#x442;&#x438;&#x435; &#x43E;&#x431;&#x44B;&#x447;&#x430;&#x435;&#x432;. &#x41C;.: &#x41D;&#x430;&#x443;&#x43A;&#x430;, 1983.</p><p>23.�&#x41A;&#x43B;&#x438;&#x43A;&#x435; &#x424;. &#x41F;&#x440;&#x43E;&#x431;&#x443;&#x436;&#x434;&#x430;&#x44E;&#x449;&#x435;&#x435;&#x441;&#x44F; &#x43C;&#x44B;&#x448;&#x43B;&#x435;&#x43D;&#x438;&#x435;. &#x423; &#x438;&#x441;&#x442;&#x43E;&#x43A;&#x43E;&#x432; &#x447;&#x435;&#x43B;&#x43E;&#x432;&#x435;&#x447;&#x435;&#x441;&#x43A;&#x43E;&#x433;&#x43E; &#x438;&#x43D;&#x442;&#x435;&#x43B;&#x43B;&#x435;&#x43A;&#x442;&#x430;. &#x41F;&#x435;&#x440;&#x435;&#x432;&#x43E;&#x434; &#x441; &#x43D;&#x435;&#x43C;&#x435;&#x446;&#x43A;&#x43E;&#x433;&#x43E;. &#x41C;.: &#x41F;&#x440;&#x43E;&#x433;&#x440;&#x435;&#x441;&#x441;, 1983.</p><p>24.�&#x41A;&#x43B;&#x43E;&#x447;&#x43A;&#x43E;&#x432; &#x418;. &#x421;. &#x414;&#x443;&#x445;&#x43E;&#x432;&#x43D;&#x430;&#x44F; &#x43A;&#x443;&#x43B;&#x44C;&#x442;&#x443;&#x440;&#x430; &#x412;&#x430;&#x432;&#x438;&#x43B;&#x43E;&#x43D;&#x438;&#x438;: &#x447;&#x435;&#x43B;&#x43E;&#x432;&#x435;&#x43A;, &#x441;&#x443;&#x434;&#x44C;&#x431;&#x430;, &#x432;&#x440;&#x435;&#x43C;&#x44F;. &#x41C;.: &#x41D;&#x430;&#x443;&#x43A;&#x430;, 1983.</p><p>25.�&#x41B;&#x435;&#x432;&#x438;-&#x411;&#x440;&#x44E;&#x43B;&#x44C; &#x41B;. &#x41F;&#x435;&#x440;&#x432;&#x43E;&#x431;&#x44B;&#x442;&#x43D;&#x43E;&#x435; &#x43C;&#x44B;&#x448;&#x43B;&#x435;&#x43D;&#x438;&#x435;. &#x41C;.: 1930.</p><p>26.�&#x41B;&#x438;&#x442;&#x438;&#x43D;&#x435;&#x446;&#x43A;&#x438;&#x439; &#x418;. &#x411;&#x430;&#x440;&#x43E;&#x43C;&#x435;&#x442;&#x440;&#x44B; &#x43F;&#x440;&#x438;&#x440;&#x43E;&#x434;&#x44B;. &#x41C;.: &#x414;&#x435;&#x442;&#x441;&#x43A;&#x430;&#x44F; &#x43B;&#x438;&#x442;., 1982.</p><p>27.�&#x41B;&#x43E;&#x43C;&#x43E;&#x43D;&#x43E;&#x441;&#x43E;&#x432; &#x41C;. &#x412;. &#x41F;&#x43E;&#x43B;&#x43D;&#x43E;&#x435; &#x441;&#x43E;&#x431;&#x440;&#x430;&#x43D;&#x438;&#x435; &#x441;&#x43E;&#x447;&#x438;&#x43D;&#x435;&#x43D;&#x438;&#x439;, &#x442;. II. &#x41B;.; &#x41D;&#x430;&#x443;&#x43A;&#x430;, 1983.</p><p>28.�&#x41C;&#x438;&#x434;&#x43B;&#x442;&#x43E;&#x43D; &#x423;. &#x418;&#x441;&#x442;&#x43E;&#x440;&#x438;&#x44F; &#x442;&#x435;&#x43E;&#x440;&#x438;&#x438; &#x434;&#x43E;&#x436;&#x434;&#x44F; &#x438; &#x434;&#x440;&#x443;&#x433;&#x438;&#x445; &#x444;&#x43E;&#x440;&#x43C; &#x43E;&#x441;&#x430;&#x434;&#x43A;&#x43E;&#x432;. &#x41F;&#x435;&#x440;&#x435;&#x432;&#x43E;&#x434; &#x441; &#x430;&#x43D;&#x433;&#x43B;. &#x41B;.: &#x413;&#x438;&#x434;&#x440;&#x43E;&#x43C;&#x435;&#x442;&#x435;&#x43E;&#x438;&#x437;&#x434;&#x430;&#x442;, 1969.</p><p>29.�&#x41C;&#x43E;&#x43B;&#x447;&#x430;&#x43D;&#x43E;&#x432; 10. &#x411;. &#x427;&#x435;&#x442;&#x44B;&#x440;&#x435; &#x43A;&#x43E;&#x43D;&#x446;&#x435;&#x43F;&#x446;&#x438;&#x438; &#x432;&#x440;&#x435;&#x43C;&#x435;&#x43D;&#x438; &#x432; &#x444;&#x438;&#x43B;&#x43E;&#x441;&#x43E;&#x444;&#x438;&#x439; &#x438; &#x444;&#x438;&#x437;&#x438;&#x43A;&#x435;. &#x41C;.: &#x41D;&#x430;&#x443;&#x43A;&#x430;, 1977.</p><p>30.�&#x41F;&#x43E;&#x43B;&#x43E;&#x447;&#x430;&#x43D;&#x438;&#x43D; &#x41D;. &#x412;&#x440;&#x435;&#x43C;&#x435;&#x43D;&#x430; &#x433;&#x43E;&#x434;&#x430; &#x432;.&#x43D;&#x430;&#x440;&#x43E;&#x434;&#x43D;&#x44B;&#x445; &#x43F;&#x43E;&#x441;&#x43B;&#x43E;&#x432;&#x438;&#x446;&#x430;&#x445;, &#x43F;&#x43E;&#x433;&#x43E;&#x432;&#x43E;&#x440;&#x43A;&#x430;&#x445; &#x438; &#x43F;&#x440;&#x438;&#x43C;&#x435;&#x442;&#x430;&#x445;. &#x421;&#x430;&#x43D;&#x43A;&#x442;&#x43F;&#x435;&#x442;&#x435;&#x440;&#x431;&#x443;&#x440;&#x433;: 1911.</p><p>31.�&#x41F;&#x440;&#x43E;&#x43F;&#x43F; &#x412;. &#x42F;. &#x420;&#x443;&#x441;&#x441;&#x43A;&#x438;&#x435; &#x430;&#x433;&#x440;&#x430;&#x440;&#x43D;&#x44B;&#x435; &#x43F;&#x440;&#x430;&#x437;&#x434;&#x43D;&#x438;&#x43A;&#x438;. &#x41B;.: &#x418;&#x437;&#x434;-&#x432;&#x43E; &#x41B;&#x435;&#x43D;&#x438;&#x43D;&#x433;&#x440;. &#x443;&#x43D;-&#x442;&#x430;, 1963.</p><p>32.�&#x420;&#x43E;&#x449;&#x438;&#x43D; &#x410;. &#x418;. &#x421;&#x430;&#x43C; &#x441;&#x435;&#x431;&#x435; &#x441;&#x438;&#x43D;&#x43E;&#x43F;&#x442;&#x438;&#x43A;. 2-&#x435; &#x438;&#x437;&#x434;. &#x41A;&#x438;&#x435;&#x432;: &#x420;&#x430;&#x434;&#x44F;&#x43D;&#x441;&#x44C;&#x43A;&#x430; &#x448;&#x43A;&#x43E;&#x43B;&#x430;, 1983.</p><p>33.�&#x421;&#x435;&#x43B;&#x435;&#x448;&#x43D;&#x438;&#x43A;&#x43E;&#x432; &#x421;. &#x418;. &#x418;&#x441;&#x442;&#x43E;&#x440;&#x438;&#x44F; &#x43A;&#x430;&#x43B;&#x435;&#x43D;&#x434;&#x430;&#x440;&#x44F; &#x438; &#x445;&#x440;&#x43E;&#x43D;&#x43E;&#x43B;&#x43E;&#x433;&#x438;&#x44F;, 2-&#x435; &#x438;&#x437;&#x434;. &#x41C;.: &#x41D;&#x430;&#x443;&#x43A;&#x430;, 1972.</p><p>34.�&#x421;&#x442;&#x440;&#x438;&#x436;&#x435;&#x432; &#x410;. &#x41D;. &#x41A;&#x430;&#x43B;&#x435;&#x43D;&#x434;&#x430;&#x440;&#x44C; &#x440;&#x443;&#x441;&#x441;&#x43A;&#x43E;&#x439; &#x43F;&#x440;&#x438;&#x440;&#x43E;&#x434;&#x44B;. &#x41C;.: &#x41C;&#x43E;&#x441;&#x43A;. &#x440;&#x430;&#x431;&#x43E;&#x447;&#x438;&#x439;, 1973, 1981.</p><p>35.�&#x424;&#x43E;&#x440;&#x440;&#x435;&#x441;&#x442;&#x43E;&#x440; &#x424;. &#x422;&#x44B;&#x441;&#x44F;&#x447;&#x430; &#x438; &#x43E;&#x434;&#x438;&#x43D; &#x432;&#x43E;&#x43F;&#x440;&#x43E;&#x441; &#x43E; &#x43F;&#x43E;&#x433;&#x43E;&#x434;&#x435;. &#x41F;&#x435;&#x440;&#x435;&#x432;&#x43E;&#x434; &#x441; &#x430;&#x43D;&#x433;&#x43B;. &#x41B;.: &#x413;&#x438;&#x434;&#x440;&#x43E;&#x43C;&#x435;&#x442;&#x435;&#x43E;&#x438;&#x437;&#x434;&#x430;&#x442;, 1968.</p><p>36.�&#x424;&#x440;&#x435;&#x437;&#x435;&#x440; &#x414;&#x436;. &#x414;&#x436;. &#x417;&#x43E;&#x43B;&#x43E;&#x442;&#x430;&#x44F; &#x432;&#x435;&#x442;&#x432;&#x44C;. &#x41F;&#x435;&#x440;&#x435;&#x432;&#x43E;&#x434; &#x441; &#x430;&#x43D;&#x433;&#x43B;. &#x41C;.: &#x41F;&#x43E;&#x43B;&#x438;&#x442;&#x438;&#x437;&#x434;&#x430;&#x442;, 1980.</p><p>37.�&#x425;&#x440;&#x43E;&#x43C;&#x43E;&#x432; &#x421;. &#x41F;. &#x41E;&#x441;&#x43D;&#x43E;&#x432;&#x44B; &#x441;&#x438;&#x43D;&#x43E;&#x43F;&#x442;&#x438;&#x447;&#x435;&#x441;&#x43A;&#x43E;&#x439; &#x43C;&#x435;&#x442;&#x435;&#x43E;&#x440;&#x43E;&#x43B;&#x43E;&#x433;&#x438;&#x438;. &#x41B;.; &#x413;&#x438;&#x434;&#x440;&#x43E;&#x43C;&#x435;&#x442;&#x435;&#x43E;&#x438;&#x437;&#x434;&#x430;&#x442;, 1948.</p><p>38.�&#x428;&#x435;&#x43F;&#x444;&#x435;&#x440; 3. &#x41A;&#x430;&#x43A;&#x430;&#x44F; &#x431;&#x443;&#x434;&#x435;&#x442; &#x43F;&#x43E;&#x433;&#x43E;&#x434;&#x430;. &#x41F;&#x435;&#x440;&#x435;&#x432;&#x43E;&#x434; &#x441; &#x43D;&#x435;&#x43C;&#x435;&#x446;&#x43A;&#x43E;&#x433;&#x43E;. &#x41B;.; &#x413;&#x438;&#x434;&#x440;&#x43E;&#x43C;&#x435;&#x442;&#x435;&#x43E;&#x438;&#x437;&#x434;&#x430;&#x442;, 1963.</p><p>39.�&#x426;&#x438;&#x431;&#x443;&#x43B;&#x44C;&#x441;&#x43A;&#x438;&#x439; &#x412;. &#x412;. &#x41A;&#x430;&#x43B;&#x435;&#x43D;&#x434;&#x430;&#x440;&#x438; &#x438; &#x445;&#x440;&#x43E;&#x43D;&#x43E;&#x43B;&#x43E;&#x433;&#x438;&#x44F; &#x441;&#x442;&#x440;&#x430;&#x43D; &#x43C;&#x438;&#x440;&#x430;. &#x41C;.: &#x41F;&#x440;&#x43E;. &#x441;&#x432;&#x435;&#x449;&#x435;&#x43D;&#x438;&#x435;, 1982.</p><empty-line/></section><section><title><p>SATURS</p></title><p>SATURS</p><p>A. Pu�kins. Laikaz&#x12B;mes . �����������������.. , 5</p><p>M&#x16B;�&#x12B;gi jaunas vec&#x101;s paties&#x12B;bas�............................... 7</p><p>Tautas meteorolo&#x123;isk&#x101;s gudr&#x12B;bas���������������. 11</p><p>Par v&#x113;ju (12), m&#x101;ko&#x146;iem (12), debes&#x12B;m un m&#x101;ko&#x146;iem '(18); par sauli, tai lecot (17), sauli dien&#x101; (18), sauli rietot (18); par m&#x113;ness izskatu � ragiem, d&#x101;rzu, kr&#x101;su (19), pilnu un jaunu m&#x113;nesi (20); par zvaigzn&#x113;m (20); par gaisa sil�tumu (21), gaisa skan&#x12B;gumu (22); par rasu, miglu, sarmu, lietu, sniegu, krusu (22), p&#x113;rkonu, zibeni, r&#x16B;su (24), vara�v&#x12B;ksni (25), salnu, atkalu, puteni (26); par uguni, to dedzot un kurinot (27); par miklumu un sarmu uz priek�me�tiem (28); par &#x16B;de&#x146;iem (29). Skrieno�ie �barometri� 32</p><p>Par tuv&#x101;ko dienu laika priek�v&#x113;stne�iem savva&#x13C;as put�niem (36), savva&#x13C;as z&#x12B;d&#x12B;t&#x101;jiem (41), abiniekiem un �&#x16B;s�k&#x101;m (42), kukai&#x146;iem un t&#x101;rpiem (43), &#x16B;dens iem&#x12B;tniekiem (46); par m&#x101;jputniem (46), m&#x101;jlopiem (48), ka&#x137;iem un su&#x146;iem (49); par cilv&#x113;ka fiziolo&#x123;isk&#x101;m izj&#x16B;t&#x101;m (51),</p><p>�Raudo�ie� pare&#x123;o&#x146;i������������������������ 52</p><p>Par tuv&#x101;ko dienu laika priek�v&#x113;stne�iem kokiem, pu&#x137;&#x113;m un citiem augiem (53). T&#x101;l&#x101;ku laiku prognoz&#x113;jo�ie dz&#x12B;vie sinopti&#x137;i �. 55 P&#x113;c ziemas � par to pa�u ziemu (56), p&#x113;c ziemas � par pavasari (56), p&#x113;c ziemas � par-vasaru (57); p&#x113;c pava�sara � par to pa�u pavasari (57), p&#x113;c pavasara � par vasaru (58), p&#x113;c pavasara � par rudeni (60), p&#x113;c pava�sara �&gt; par ziemu un v&#x113;l t&#x101;l&#x101;ku laiku (60); p&#x113;c vasaras -r par to pa�u vasaru (60), p&#x113;c vasaras � par rudeni (61), p&#x113;c vasaras � par ziemu (62), p&#x113;c vasaras � par pavasari un v&#x113;l t&#x101;l&#x101;ku laiku (62); p&#x113;c rudens � par to pa�u rudeni (62), p&#x113;c rudens � par ziemu (63), p&#x113;c rudens � par pavasari (65), p&#x113;c rudens � par vasaru (65). T&#x101;l&#x101;ku laiku prognoz&#x113;jo�&#x101;s meteorolo&#x123;isk&#x101;s norises . . 66 P&#x113;c ziemas � par to pa�u ziemu (67), p&#x113;c ziemas � par pavasari (67), p&#x113;c ziemas � par vasaru (67); p&#x113;c pava�sara � par to pa�u pavasari (68), p&#x113;c pavasara � par vasaru (69), p&#x113;c pavasara � par rudeni (70), p&#x113;c vasa�ras � par to pa�u vasaru (70)-, p&#x113;c vasaras � par ziemu (70); p&#x113;c rudens � par to pa�u rudeni (71), p&#x113;c rudens � par ziemu (71), p&#x113;c rudens -� par pavasari (71), p&#x113;c rudens � par vasaru (72). T&#x101;l&#x101;ku laiku prognoz&#x113;jo�&#x101;s situ&#x101;cijas un dienas � 73 P&#x113;c ziemas � par ziemu (73), p&#x113;c ziemas � par pavasari (74), p&#x113;c ziemas � par vasaru (75); p&#x113;c pavasara � par to pa�u pavasari (76), p&#x113;c pavasara � par vasaru (77), p&#x113;c pavasara � par rudeni (78); p&#x113;c vasaras � par to pa�u vasaru (79), p&#x113;c vasaras � par rudeni (79), p&#x113;c vasaras � par ziemu (79); p&#x113;c rudens � par to pa�u rudeni (80), p&#x113;c rudens � par ziemu (80), p&#x113;c rudens � par pavasari (81), p&#x113;c rudens � par vasaru (81).</p><p>Kur te racion&#x101;lais kodols �������������������. 88</p><p>Priek�v&#x113;stne�i un liec&#x12B;bas � dz&#x12B;vniekus v&#x113;rojot (89), me�&#x101; ejot (90), m&#x101;j&#x101; darbojoties (92); da�&#x101;das izdar&#x12B;bas � lai laime piev&#x113;r�as (93), lai laiks main&#x101;s (93), lai kukai&#x146;i b&#x113;g (93), par &#x113;dieniem un &#x113;�anu (94), par debespus&#x113;m (94). Atsevi�&#x137;as tic&#x113;jumu ligzdas: norobe�o�an&#x101;s no nev&#x113;lam&#x101; (95); nev&#x113;lam&#x101; atvair&#x12B;�ana (95); sv&#x113;t&#x12B;bas, augl&#x12B;bas piev&#x113;r��ana (96). Augl&#x12B;bas veicin&#x101;�ana ar l&#x12B;dz&#x12B;b&#x101;m � par ra�as p&#x101;rpiln&#x12B;bu (97). par l&#x12B;dz&#x12B;bu m&#x101;ko&#x146;iem (98), par v&#x101;rpu un graudu lielumu (98), par garu linu s&#x113;jumiem (99), par kup�liem s&#x113;jumiem (99), par ra�eniem st&#x101;d&#x12B;jumiem (i00), par matu grie�anu (100), par &#x113;�anu (100), augl&#x12B;bas veicin&#x101;�t&#x101;js � v&#x12B;rietis vai sieviete (100), par p&#x12B;l&#x101;d�a ietekmi (101), par saules ietekmi (102), par zieme&#x13C;u puses ietekmi (103), par "zieme&#x13C;u v&#x113;ja ietekmi (104).</p><p>Kad s&#x113;t, st&#x101;d&#x12B;t un ganos laist'��������������� 109</p><p>Laukkop&#x12B;b&#x101; � Augsnes sagatavo�ana (110), visp&#x101;r&#x113;jie s&#x113;jas laiki (111), konkr&#x113;tie s&#x113;jas laiki (114), augu att&#x12B;st&#x12B;ba un kop�ana (116), visp&#x101;r&#x113;j&#x101;s ra�&#x12B;bas iepriek�&#x113;jie liecinieki (118), konkr&#x113;t&#x101;s ra�&#x12B;bas priek�v&#x113;stne�i (123), ra�as v&#x101;k�ana (124), ra�as uzglab&#x101;�ana (126); sak&#x146;u d&#x101;rzkop&#x12B;b&#x101; � visp&#x101;r&#x113;jie s&#x113;�anas un st&#x101;d&#x12B;�anas laiki (127), konkr&#x113;tie s&#x113;�anas un st&#x101;d&#x12B;�anas laiki (127), augu kop�ana un att&#x12B;st&#x12B;ba (132), ' ra�as v&#x101;k�ana (132), ra�as uzglab&#x101;�ana (133); aug&#x13C;u d&#x101;rz�kop&#x12B;b&#x101; (134); lopkop&#x12B;b&#x101; � par gov&#x12B;m (135), par ait&#x101;m (138), par c&#x16B;k&#x101;m (139), par putniem (139), par zirgiem (140), par bit&#x113;m (142); par lauku darbu un sadz&#x12B;vi: jaun&#x101; un vec&#x101; m&#x113;nes&#x12B; � me�&#x101; (144), m&#x101;j&#x101; (145), d&#x101;rz&#x101; (145), t&#x12B;rum&#x101; (146), jaun&#x101; m&#x113;nesi � me�&#x101; (146), m&#x101;j&#x101; (147), d&#x101;rz&#x101; (147), t&#x12B;rum&#x101; (147), vec&#x101; m&#x113;nes&#x12B; � me�&#x101; (148), m&#x101;j&#x101; (148), d&#x101;rz&#x101; (149), t&#x12B;rum&#x101; (150). Laikaz&#x12B;m&#x113;s prognozes scen&#x101;rij&#x101; , , . . , . , 152 </p><p>Laikaz&#x12B;m&#x113;s un Laika z&#x12B;mes , �. . , . 160 </p><p>Iez&#x12B;mdienas ���� 170</p><empty-line/><p>�&#x41E;&#x441;&#x43A;&#x430;&#x440;&#x441; &#x413;&#x435;&#x440;&#x442;&#x441;, &#x410;&#x440;&#x442;&#x443;&#x440;&#x441; &#x41C;&#x430;&#x443;&#x440;&#x438;&#x43D;&#x44C;&#x448; &#x41F;&#x420;&#x418;&#x41C;&#x415;&#x422;&#x42B; &#x41F;&#x41E;&#x413;&#x41E;&#x414;&#x42B;</p><p>&#x420;&#x438;&#x433;&#x430; �&#x41B;&#x438;&#x435;&#x441;&#x43C;&#x430;� 1986. &#x41D;&#x430; &#x43B;&#x430;&#x442;&#x44B;&#x448;&#x441;&#x43A;&#x43E;&#x43C; &#x44F;&#x437;&#x44B;&#x43A;&#x435; &#x421;&#x435;&#x440;&#x438;&#x44F; �&#x420;&#x430;&#x441;&#x441;&#x43A;&#x430;&#x437;&#x44B; &#x43E; &#x43F;&#x440;&#x438;&#x440;&#x43E;&#x434;&#x435;� &#x420;&#x435;&#x446;&#x435;&#x43D;&#x437;&#x435;&#x43D;&#x442;&#x44B;: &#x41C;&#x430;&#x439;&#x44F; &#x41B;&#x438;&#x442;&#x435;&#x440;&#x430;, &#x410;&#x440;&#x432;&#x438;&#x434;&#x441; &#x41F;&#x430;&#x441;&#x442;&#x43E;&#x440;&#x441;, &#x42F;&#x43D;&#x438;&#x441; &#x41F;&#x435;&#x442;&#x435;&#x440;&#x441;, &#x41B;&#x44D;&#x43E; &#x412;&#x430;&#x439;&#x434;&#x435;&#x440;&#x441; &#x425;&#x443;&#x434;&#x43E;&#x436;&#x43D;&#x438;&#x43A; &#x42F;&#x437;&#x435;&#x43F;&#x441; &#x41F;&#x438;&#x433;&#x43E;&#x437;&#x43D;&#x438;&#x441;</p><p>&#x418;&#x411; &#x2116; 4228</p><p>O. Gerts, A. Mauri&#x146;�</p><p>LAIKAZ&#x12A;MES</p><p>Redaktore J. Roze</p><p>M&#x101;ksliniecisk&#x101; redaktore M. Drag&#x16B;ne Tehnisk&#x101; redaktore I.. Soide Korektore S. Lini&#x146;a</p><p>Parakst&#x12B;ta iespie�anai no matric&#x113;m 06.0&amp;.88. JT 21830. Form&#x101;ts 84x108/32. Tipogr&#x101;fijas pap&#x12B;rs Na 3. Literat&#x16B;ras garnit&#x16B;ra. Augstspiedums. 6,24 uzsk, iespiedi.; 10,08 uzsk. kr&#x101;su nov.i 10,14 izdevn. 1. Papildmetiens 50 000 eks. Pa�&#x16B;t. N� 497. Cena 80 kap. Izdevniec&#x12B;ba �Liesma�, 226047 R&#x12B;g&#x101;, Padomju bulv. 24. Izdevn. Nu 255/32201/J-2857. Iespiesta Latvijas PSR Valsts izdevniec&#x12B;bu, poligr&#x101;fijas . un gr&#x101;matu tirdzniec&#x12B;bas lietu komitejas tipogr&#x101;fij&#x101; �Ci&#x146;a�, 226011 R&#x12B;g&#x101;, Blauma&#x146;a iela 38/40. Vaks iespiests R&#x12B;gas Paraugtipogr&#x101;fij&#x101;, 226004 R&#x12B;g&#x101;, Vien&#x12B;bas gatv&#x113; 11.</p><p>Gerts O., Mauri&#x146;� A.</p><p>Ge 818 Laikaz&#x12B;mes: Ieskats tautas v&#x113;rojumos un tic&#x113;jumos / II. J. P&#x12B;goznis. � R.: Liesma, 1986. � 175 Ipp., il. � (St&#x101;sti par dabu).</p><p>Gr&#x101;mat&#x101; izkl&#x101;st&#x12B;ti tautas v&#x113;rojumi par dz&#x12B;v&#x101;s un nedz&#x12B;vas dabas par&#x101;d&#x12B;b&#x101;m meteorolo&#x123;isko laika apst&#x101;k&#x13C;u paredz&#x113;�anai tuv&#x101;kajam un t&#x101;l&#x101;kajam periodam, piem&#x113;rot&#x101;ko s&#x113;�a&#x442;as un st&#x101;d&#x12B;�anas, k&#x101; ari ar lopkop&#x12B;bu saist&#x12B;to darbu termi&#x146;u izv&#x113;lei. Laikaz&#x12B;mes-(tautas v&#x113;rojumi) apskat&#x12B;tas modern&#x101;s zin&#x101;tnes atzi&#x146;u gaism&#x101;. T&#x101;s par&#x101;d&#x12B;tas k&#x101; sava laikmeta kult&#x16B;ras fenomens, kam ir noteikta v&#x113;rt&#x12B;ba ari m&#x16B;sdien&#x101;s, Jo laikaz&#x12B;m&#x113;s koncentr&#x113;ta daudzu paaud�u praktisk&#x101; pieredze.</p><p>�4702340200�255</p></section><section><title><p>S&#x113;rij&#x101; �St&#x101;sti par dabu� izn&#x101;ku�i �&#x101;di darbi</p></title><p>S&#x113;rij&#x101; �St&#x101;sti par dabu� izn&#x101;ku�i �&#x101;di darbi</p><p>V. Arse&#x146;jevs. Tik�an&#x101;s taig&#x101; </p><p>J. Vanags. Me�a dziesma </p><p>M. Jemcevs. Jaunu cer&#x12B;bu lauks </p><p>I. Radunska. Kad paradoksi gr&#x16B;st </p><p>D�. Oarels. Bafutas p&#x113;ddzi&#x146;i</p><p>Musatovs. Ozollapas </p><p>A. Mauri&#x146;�. Kurp ej, daba! </p><p>V. Arse&#x146;jevs. Dersu Uzala</p><p>0. &#x100;bolti&#x146;�, G. Eni&#x146;�. Gaujas senieleja </p><p>D�. Darels. Apskurbu�ais me�s. Nosl&#x113;pumaino trok�&#x146;u zeme</p><p>1. Akimu�kins. No vakara l&#x12B;dz r&#x12B;tam </p><p>R. Kiplings. D�ung&#x13C;u gr&#x101;mata </p><p>D�. O. Kervuds. Kalnu karalis. Kazans </p><p>V. Ananjans. Mednieka st&#x101;sti </p><p>D�. Darels. Tr&#x12B;s bi&#x13C;etes l&#x12B;dz Edven�erai. &#x136;engur&#x113;na ce&#x13C;� </p><p>G. Eni&#x146;�. Tepat Latvij&#x101; </p><p>B. Gr�imeks. P&#x113;rti&#x137;a m&#x12B;lest&#x12B;ba</p><empty-line/><p>Cena</p><p>80 kap.�</p><empty-line/></section></body><binary id="cover" 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l5tY52rf0u68RKXMTa+Wpp1JCmQCpId9aLN9PvF4I1xcu03KTLCkTACkp6Crl3OqNDpE1lEs9T1qU4UBLN0pWU3I0vf+EV7Mw4hUtzXGpguABz1iruat9Y07o9adctkRMh31CeZdavW3y2I07rxNCXJdLEi26ktqNlsHIDk9YNN7HcQ/TFm3qytSCwi2h9Z8n0nWIbVkhpxboNmDnVzSATdNiLJ84VSnX0LEun0Z+8ulSlc/t6N6C/fBVmKdQyjN2mlaghAuPAw9lSGyDYLvvCGFFqXZSVC5SkWHjC3EAqOcHxEVbnTumeKSoJSNDeEFopUTmzDS4PdCyUnLmBvaPVWPSkdJ74BCvfyc7Ne4tFMQRPFZHSYvWgUN+sb6iIqXGz6SvXSLEWoWhHXorcQtLZDI0ubx9LtjQp18YmNtAltvNYEwQ5hqXaBb6rJUO6FlkAC1jrD0u31dQtdO8OoatYkaXhbiymREtJCzbwhxthJAJOhiU40E3IOW4PTCko/NkhJ1EKJnG20JzrsNwISw2FMqatYC8LQizqlZvDSF5QADexMENxkNjmpIGxh99AFrDuhwNjOCTHxAINzEuLmIXSekp0tpHrzIGYjvAiSGQbDc90e2u2pBT1RBsxFWyE3UFaG0NONnJfziSUHIlPcTDb7RutObbUQUyJjBQokZvaR/pDSW/zVSfnaxNmU5VeQ/6xHSQWzaGGTPWkFaSSobQ7ygtOgjxttJcSjMQSm8PZFJUlA2tAsJKRCdSkJSm17wt65TlGgIh51tNk5Rre0fTKDdCdoNyZiM0iyVX1zR6lKlggaWMSUtctFtyBePEC5y7XF4hMw2MqWgpRGYK3MfFvM73HSHjLJeYyupNt7iH0stBZSAbJFhAbApFXkSpRAuIkNNjLlj1KMqzcgaw63kuDn1MFFjYzyghtaAmyfGFshJbACbRIdGZAJj1ttIub9NoW4mYguNBLnY0MOJZNuz9ULWhwkAWIvvD56Rc90G4cxBW0pKU6dSTpCn2AtpRKjmttEidWyy0Xnl5EITcmEIUHG0vNm6cuax74W7CpIhJZbEuU26gPDePmWWwkBabg+IjyXW4qbdVySMxvYmJhUFnIpNiO+DZjOaRXTdNaXfk9JI2itck5lsAKaOUd8aUlKbWT2Ta8PKyKBRa5hZRuMqzjuZiXQEW7X2RIQBaxAMXjjLRbKVBHuAhtynyykXF0ZhvCuNg8dMp1pSE3UAm5+2PUNZgoXtYROnqWtCAZc5kgXsd4guImUjKpPLWpW3lCqPyLIzUhhaHBkSUXG31Q80wlAK81vKHU6pFgbp3vCV9BBA3iZfkTMhheULIbGlrQjLcEqGkSCAVoXaxKyLR44CU7RLBGnGyhYWD0nS0J6gFkHcwmafSnKkHqz2hCCVIuo2iDHmS4BKQXO8+EeKQlStdx3w5KtKGdNzlVsYU4nqHUAgaEeMAa1iGpKV2zXsNleMRlsqJUkIABiXMIIIyHQHaEzKgG9+tY0hrlbRlMRNcxl/TJHNfGN1LFZWOYoax07W3udT/VMu8vses8jb7NI5V46uqNaXZad42YRZpNmDEaXK2hSyXZsLJ0TBRwy02kocLpB7oHOGQnNtoTBPw5lUpCABoIfEvUppeQ13pZakPlewjy8Cdvqiul5ibfDQ0duO2230o6j57RPmQ6zTXdB8n9L5q/frFRSipgX5LfM9HV28vzj0q0v7MYUrEYpTIadZeyutFtJAGRXToISpKHHkLedebzIScvUOVtqNe+Hai609yylphAygJBUBrbc6xBcdQpLKUiWF0jKVqTcEZL3/hDxbAS0hxxlttta0JyX1bUrkn1eg6tjDTqZkXKVLSVtJCkhlQ5ZyjTtbGPJSYCQ2WCgpU103WnbouDp9kId9HdKXElrlqZ0LitbZU3SfPwgikp9b7rY9SpCCzv4dro2j6aebXMS+ZsFSJdYOYgfO023h2YWmVyIbCzml83dqOrq33iM+8XHnjModX6hRRlvrqrq37olwMkumW9GQEAlYRe3NGg8T5w3OKk5d105FOgovYvDXt6++FOZUS7q20rVZoFXaurfrEMTLU2/MOLJmsgGY5OZt19cAB7UHpdM66tSQ2SkpB5dtLub6w+/M5neW5Nc1sNqKglC9hm6hY7i0R55lbcw8zZ85mlK8c3ymu0euLWlt9l11SEhtViWwSPlPLaGtIVi2iyefy598oQCdELF9F9Zv3i0eBodSErefUWyQs5uv6e2+kMhDTvMFmG0KJuAmxWbOa6d2sOuOLyTI6W0gHVCQSnU7XO0G0hcx41fPy/SEZeUQoAqu6ch699tImzLCHnJgJOZWVwJ1V60WV1b91opjMIzFKgArkHMtBByDKvbTaLRmYlV1CYSt5JISq4GWw1VbLptrrA5hSPlmOelKHy7caKBV6wXPVvuIROuT/LKEKceu11pCjZY3z7biPJsJbUSt1ppIAVdASSTb2dNvGI7E0WmVNszzZu1dSsmxsdvLSGyyDoWJFQmWi86khKsiVZbAODOjqGkNyDZZYW664AFNoSEgi41RqOmPnpxvIWkuyvLypUnK4r1RzjbXaPafMvIU8nMxy0SyFAhxVkdnbXvgJCinkhUnJEupRna1GdJufV2I08oqpNTgZNli5CBdGTfp1EWiJsONSfLLLdmr2U6SWh03A077RWy7i1SrikKSwlsgpK1fJjp26dbw9rEzj8rLTPLQtRcFr5SnNZo+r84+aC0SdiAl4tJutJc9X9Ea98JkWn22ULbU+33BBSkhI6N9O+FsNL9CczFSU8kZEZW81u++m/hCjny1nmtrQjlgsLSkFTnSdbiPpUKZecXd1IDaPWXX6o9HTt3whTjqnFusFDgMupHrG29Brv9KHKeHG2yhKQpsITyuYynfpuF67+ES1wWOoae6XEM5SkLS2Lp8dInvHMgK0B8Ig0NpYbZLiUZ0tC6vqiwdPSdBCNXNj0G3EgnNa5y2htSA22FJ2A6odBNzbYQm6VZgdoFhlIZKL8xPcbRTEZXXPA3i9WmxUPK8Ui0lRUnvvaHhEtpsUwAloAbqiwl2wUpLndEKVKSUkDsxZoSFC8R6EmxlgcxlK1aG20SEJyqN/qj1lAypJ0sgGH3rJSlSRudYrtYRyIylZlFKo9R0p6fnWvCilIXfvjzpyKVsAYawEyO20G5hw31dN/uhx0FS2PnFwg/ZHgBU62frMSQkZmV/TV+EM2Fu4pfbFhoYbKe0AbWh10Kze6EKsdhbxisB8dFINhfxiOAo3F9c1yYfQzdWVZO2kIAUsqbSLEHeIMnYUppIdJG2XWGVtlSzY6Q+TdVgRcDWF5RdPgTEJcjOoBCjptaIaAeR3HUfZD020tupcxK7oItljy1k5UC6jBGQptHMXmJ6gLCHCFXF73vpHkoFIQrmJ1J0iQQdiNDEEb1GQO62ubSEkXcN9THoKUqJ1IvpCgRfNY3gIhGcIUgKSkhY0MOpSLBKje6YccQsNoUANTrCXtFLy27OkOMeDMoE32O8PZb27jDTCg6CB0ka5fGJLJuLka90S9gMiPIs4AdOr7YUbIUTbfaFJbIdKic4hL1zbKO+EALAKtR3QtxKjcJ0sNIRKk2J7xEhQ8fCIBkbLc5VbG1z5x6oFVmzrc6+6PrFbZAOpVCkpF1KB6h3QSDRAddsdv9Ib9VzvRQPWIQn93x/H7IkZf8UJKdb/Sg2GGOWrNnPdC0IbvzDCyrVxB7oSkt8sJMC4564Ct4o7iN48Jyp5h1KTaFalZ12jwoBbJOmbeC3mFY4k3NwL3jwqCEhJ7+6FMApWBbTLCBZa1BQ7J0MKIPhSlLRcWBvEV5Cu83GaJcwk5062tCE5S2fEKiXJF2ZA5ILQ08Ypp1LgeSNkpUI0KUlVgD4xDn2BkQbdRVrAZfSnqRXkp5qSRcQ24kctdhYnaPlEJc6iSI9dyqFrkGE2NRVuSyS6S6rM2EDKPOFgFIJP2RLmEAAKSAb6WhtCSEZlAEk2tCbhuJ5lk3ta0ILxWkJBTYneHm0JdU6TuPviOuWK0d48LQSXGppDqnkBsE23ht+SKnCtwXJ28ouES5Q2lRSSbXhuecQ2hJcGVJsIeMblc5mcxDK9Fh13SAD9UcucfKciVRLrdTYlZBP1x1jPL5yHLoypSemOaPhUS7fokmWl5fXEKvG/Bx94Y8S+UH+CnA8pxvNqgwWsJtKuHCU6CBFgljK66q3aVBYozQQEAFQGXxiYrcopeQ1s6Filu5ELPq9FZhcaHXuitkm5tuSW04FqSsKJTfRWq9e+H551QpylLbcICBdWY2VoddogSzzLksuXbStal5iE31Gq9dxpGJbEkOz2VbzTziVFkIGb1SgSbb9iIaplpSW0hpbudABWEEZh0W9ncRNmFzIWxmQ7YpTns2LJ0Fh2ojELS8hCmnVNFHrcuQZTpYiGQjGn5jl00KIK1NoTfQjmDo+j3R4y444tLl5gqLAUUtoOVXSm1unuiTaVCWJebbdCC2C7lQg2+TsRDDQDSyFJAQho+rLQBSMo10PfEEJcysTSwta0ZEMaApTv19W20MVBUkqacbbel23OQonKE6Hq28jC0OPhbykvKCAyQAUuaaOdG0RZsrQ8p4pSClpwDOFbdXSbiDEhNS7aVWypac+XTKNldXT7jCZ1xaWJkKQEDMb73Cuvo37MRlLaKXiGmQotHUrAsPWeI3h6ZYsmZcCWyktEfKo1F1fR3iPQNx2bU+kOvFxta1NlNk5bpX16aK2huZamRMOckLQrlqOZRVa/rbjfyhqYcLLsyuaXKoAYJ5ilAApurTbfWKis16iy3N9KmpYBTRF0u7A8y23vh4U6kgSsXzy1SzbxQ86haCcqjnNrhy6YdamMzTrnPHQkpzqSvpFz0mMKvH2FmUTClOh51XSpeTMleirEX79YSnijh0IcYbQ560akNAC+uu0WLDVSrOjYtuzTTaAwsNhLB3bcunpPqz9sTpBTyFkuPr5S85CkpdBQr5nuMYVniZQWpx8LU4ooZ5eZQNlDUX98PDHuGHOYDUQkZSnJlPfm6t9xaI6FQmhsp5MyHErZcmApSSlIKnLNaK6Nu+0JblX2pVt55TwSkKCUBavV6r6Tp3xmJbFmHVOhaKq06vIlBCkGygQrq33i/kJ+WnEl2TclZgIYuWylXX0k5t99YnDqIBIkZoiTUk8xo2JBWXDyhm2VcQ0064pl5CXs6eQnlDXoHfmuO+2kSGpxTq3UOS/MSplSk5EG0wMw137oS0t1MstaGwtK5dJyJSvM72tf2bQhBiUQhLUspK5cjklLJdsFNnvC9PshplMv6LkUpjME5UhxWgPT2umPZeZmUIzutPTZWi6VJDgTMa7jT2YkKW+JUvvuvFC2z2Sv1p8du6BqyEVtgSim+SlhYUQlsl4WI6bpVrv4RKDw9FcabZyrU0CVhWpt377iG5t1ZZRmdbcQop5mVfyp7ljTcd8e+kpep0wt18KIQAso3UdbKHl4wbC5xJdSFzbhSVWZNxewc36vfCZVqZbTkXMB7mpStBUuwWNN/AiHJtEqJlxp58WW3mVlNsx6rFP8AGJIUw1TJoTCgt1BBcAdA07raQL2LFI6bkJhCWWWrJzrbA90THAoLUCEpSANPGK+gpyyzClhKllA18NIsb2vmIVc6QiNUj4BJIFrGGy2SFqG4Ogh1QOYG2seggZr7HeIC9iNNI0jPSXN/KSXlR8mtfrv1bGL+ev8AoN/uilpbKpaeU48sqUo6kiHiXRJ7LbbbiglNwTE5OVCFqt3RFCVJmBYabxMWCEo07UBsE2JWbXT5R66c8ug92aG05lTB8MtodUAJdtO5vAFuNqTmmyDsBHyAkpcbJ1Bh+wUs+6GwhJW5l71iBuQQEBCSfAQtOqJcd+YmPndULR3naPmxco8QDaC0EcctmBPdDKlKUhVh7olkDLdY1MM5Um4GgECwIil6hG4v3whmxQtJNiL9UOLICynNoBHhSMlvGFQUV8m2fSicxNxE9RShs3t748QgJUnKnqCYjz7CnkC6iAVC4iMK1PVoVcrJvobR42gBtKu8mF2VmyC6kdxh1KEpYSoi5BJgoN7HiQkDa/eYbWSVFQTpbxiSUpSA5YEEbRFaziyHCAVagRBVqfcslGg79IUlObQgaQ+EFTJ0sUw02mylqve4iBufLsQAIgTagLixiYSQzYdq8IW2cys2ukS9goblLKUheXYaqh57RQUDp32j5pBB6dEj2YeOVGhSLWuRE3JKQ02hZXr0gD7Yb5l3S2Ra0PLWlS7JOoENuoTnDg8NYhExUulN1A6X2MOFR7tQLi8NNkG9vZMetKCdAbk30gBEpbPMzA2T3wogIurfN3x6j1nq1aXj0oCW1A65QYK1AJUL3MNkBxuxToNbx7JKu2L9R7/dCZlSvSUtp0Sd/dDXG2IgaW4VKB6RuPKH+Uky99gPwiWppORWQWT3w022SkJSbpG/ugOVyXEob9Ymxvm1h1SCEnS/dHjVswy7gRJt0ozCwUbRLCtkcXzgA3sLQkCy9r2NzC1gJmVJGhEfJzFRIGw1gMJ7MKJUCfCEZQWyAdSYdUEgEA3BEfAANkkWAgWF6jUsnKi51INoZqgAZJG4IiQAlCSb6EExEqTmeVUQLgkCIxoeYq3UBTouQB3QlSSFbgkQ/kC1AqFhDbgCELIFz3RSbhtQScgULG14aeF0kJBudokKAzpKtrWEQapPNSpQl1QSVrCUxCIcYbCF9SrQ9pawhhlTT2VaV5763ESk3CLb3MFK7C3oSmgAhsHUAXvEaoNtKuhd1EG9osEAZm+yb6ARGqTY5q1hVrixt3RatTOpamdqOZttVk630jm74U0s+5RWnlN6iZ7vOOka04UtpSdcx3gI/CPlUzGExlXYpmEXjXhZe8RRiVygUwc4VzK037C4K+H23Vuo6+m8CfCDaWZpQJvnXBaw4tKE5jrrpBxnnZVR8ha1GZKZN9hxZSooGWygBsrTbaPJNyWEitIdSHAFgpJzBJ9boLd0IqE+05IrRkKfV2K0pOnSrTSK6SRMKlJlorUM6VBOdwpyD1uhuIxR3GcVlLZbgZnWneSn5KwFzYDW4taKt+aSl1QQVsZG7oSonoBA2074mOyLS5oMtJKX22xlSpbd7Dx84rp5DbpJQ6lx30e7YKW7jQXzfwholSR7KLfNOaDySHENBIzKJ5ZJRqNI9l8/NyOMgD0VKDqSEmw77d8NSKHHpRht15Km+WAgkNjW6e1HjxSmXWG0JU2iVvYrbHvB8/CDoCxNRLsuqcW4lxCEy6k5CsDlDK72b9/lCXZRQ5wafeLaWVqSM3s+s1NjvHknzVomHXVLAtfQrFtF2X/pGYx9jCSoalyqnBMTTiFENJXfKTn6lE92u0WUqcqjsil2iaCr1SVkpVU1OVDkIUk5bqIAOZzqsffA9xJxLmXGnJSjqebUtd+fnuU76jyN4w9UqbtTV6TNOKVmX0t5iEpFydbHTeNJhjA7lUY9Kn5gyMoVgNtOOALUdN73smOjDD06SvIrcnIzc/XK9XJj87nn5v5iB5+SYvqVgGrTTbTr7qZFpwX9YCVAa931QTMP07DtMbW1T2GgV+qzkpzJ8ycukaAyUvLNTSELt1ZW9EdH0f1IqqYy+iVizhg7Rwpl/WXqod5bnR0K+b1KOmxy2iXP8NsOyMut999xpok/9o9/V2duzGzdfLxmeSyRy7o9j6077QPuJ9UfmKo7SAr1DQ9Y24ejpzKy9N/+sJTnOo7XEnYfqHCqTdMy/LTTiWkOJCc/UQdbm43EVVW4ZuMCbTKT7aW23BkztG6++4PhcQrAOIJmUnPiyZmHGpSbV6guJHqjY6XJ1Bgj1XnhUw02+pxHNsnRGiuo5T5aRbKrOm7XAwD1TDtXpoKZqTdbWEknKSRfXX3Q3TZusU1apuTfeSRoSRdN76XHhpB8neU+mZSbrZKMyxy0lSFAKv8AsxnK7g+kVth1UukykylrNfpSHFgqsCL7GHjik9xcpnMMcSGwlwVuT+UGjjFsyOo9VoItNnZGo0NyoJnmywpGVRQcpb93hASxPhaoUR4tz7eTReRY79D0xEptYqFDeC5FwoQVJ5jfztT0w1Sip6xJYPpQEtXbZTlQzsjstkntD1mxiY4GpaXKUybjBR3pPU2ojsj1mximw/XqVVqYv0SzT6G3PV9fqt+k28bKi1fkWTTHX/k3i3nstxXqd97xgksu4Rt5TypNhxoOSzvKUkb+qJv0jXvhcoqZTIgtuLacDJTy1KXZvRdxsdTEX0tsgIcYSloS6ct3BcXvoentQ+txCJJ1KEEnlKKMz2oFl6nbWAQkTKy2lC0Lft6OsJzqXZJ67o2G8OyoL7UxNN89kJAQgG/Qcx022hhXNRRZibdcQ42iVulKnRp2999Y8kptD4fAbCSsCySsWtmOnvhAJanUlGRlkWlE3CkD8IkqfZaFyoJ16IqcOPTUzLtrV0ISgCx8LRPEo0XEqdOdKQcsDY6MiWl0XBSkqzd8eJbcUqzltIS04gi6LpyDaHkk8kLOpJgWEG30ttgKvfuirYLxukpvc6RaTNnWgnLl1iGlJLrfLV0pOsMmMh4C6hmGoESSAUhF9bQ2k2zG19YVe1r7QstQDKOhSiddNIV+iSNtY8ueo5rBKgI+m7kWQbbaxBiQhIJCs1j3XhCVXUoKUVDPH1yTkUQdISycgdyjNlNzeBYUUvqClHewj6XQFJXbcmPV2usDUaQuWAyp7iYYg4sa2PdDS2xlNtCpJvDp0vfwhCwXJe6d+6FYUJUlKzoervEeqSCLDQx5kKVg98euKKkXAsYS1hhKk5bEK174S442lpRcVppHpKVtDMLHNYwwZYqmFLc1bGwiBQ7K8tZCrECHVJSWrDvMeNiwvlsBHigRtDWAKOgsRrCCkZgVbgaQ5cg3IveGlJUTrEsQWkENqF7ecN5wAPGHUpISLm9t4ZWm7pyiIQUpIDeYaGG1JzDNuDC16tjvvCUXShSVDTuMKwiCVBmwOpvCJVorbSFK1y2vDyEpUpKRuEx6SG0qAFyDECR1hTalA+6GxMpBCFpJvEq4cSbi0RFpcE+2Ai7QQSTDDJjody5k2tePWrZQE9Vt7xHemUCZKW0EJNrExMcCEIsk3J8IXYMj5pKs2YgAFWloWsJ60XuFdqESoKcgvcb6x6kAOLO8Er3PGEJaeX06EaR84NEqSjY2hYI2UdRHpVdu6djaGIJccAVZI0I1jwAgA98eqyjbW9o81BBhSCkEK7rAaQ/2UEE99xDSShIJt3XhSVZwk30VEAevFQOawJtcQyE3Va1r7w+bZsu5j4J7+6+sQNxt1HRb6MelQLSuYbBMKvddvowzOS6ZqXXLuWLa05VAi4IiEueh1LraS0QbaaGIc43y5RaOZ/V4aoVEkaKzMtyKihtxefIT05tBp390Pzn/AAmv60AeBXrOygDci1ojOrII00h55QTc32iMp1Cm0kE6q0inc2xHHSlVgm9hGQ4g041FtIU5y0M9YIjUzDjyX0JbSAgixhmoSzc0yW1CxOhg7EkjOUKqNSYEm8HTy15M/wCCo1iHG3bDMo+7SK2Xpso0+t23/lTaLmTZS6/bMCPPSAtNgXS3FOLyrFgVDu8oYqUxyAM2XKsDL5mH5hSUukJBAiK6lE0DspKb7+yYsFWhmaima9XkIJSkA398CXjxUG2KJlmSENLcSSB3m8GWfSE3BJUpHa845++Es2ZqjNLKuUErSAn64vo81eJTX0gwUYUWVzLiUi+VcFPDpeISgC9jcwMcJJyTCrDtLgqYd6XU2OqjF2N87MlHyFlNArpD63WkFJbPq7+StdTHsgFIkwlLJVdBIHLCioet1NlRJn1sKpzjfJKUrQcuUa3srXTujylNtyss6uYWFZRcFQPUfW6jTsxiUtSyaeUiTLy/jMhbjpBbuFBKgVjxiuTMOlwLKFPFbQuU3HNsBa36sW+JjnqLQS803doXWLWv7ozTjS0pdcQpbfJACsgByEgba7GHp7FbRaAKXIttpUt9xerm45ovuPdEMc8ImWwFOEtZlEg3UATYj3Ql4KbaSo52UhmykgD1dydRrsYzuOMRfEUjy2C2uddQEmxHSNbK32i2nRdR6Fcp5ROMMVpw+09KSi23Jx929goWRe9ybXtvtAxnM80r0l/1q3DfOV3JPncRHddennzMTKgtx05lqKtSY1vDbDrlQExUZvl+hJUmwz6OkA2At3i0dWKjh4mZ3kW3DvBJXLir1CXLhTqyysA805e8DugnTqltsOOolw4T6u/UArX5PytESem33hNAIZshKW76WKQCABcaGI4ZfeL7IlkJKwC42AAVC7egtsrWOdVqSnK7LIJI+qLCXTo8ElzL6vmdrpPT5RJZZfQ0txxYc0yOef0ffFRMMq+N/WhAAQlC0IQOrz98XjJaShRLDdlhPzPZ2VvvrFN7FjkUWOMSMUqVet/xcz6thHT2dtrd194wtSww43hQVwzDKnVJLjgzHW5FgNdLW1j0vNYxxiWCDKyqT7Ht5bW38YlY5la1hWWdl2A8qizfj2Jf5uX6o6UFksluZmLxNTmqjgulT7Lofelm7pcQbAoCTY7doRqeH1cerdCdQ8FOTSBynlkAZ+3Y7bxXYQl6nUqKp+aVKpkgDLJYRYJdGVV3BrvGVoU07hXEL0pNuOPMGY5LiWzqpB7K067i8RxU00EL7jcy9KurRLPldlMpTmCcybKuDpvCJuQUWlrdbUXQ0UAhWwGaydBvEiZSZhAl2ZkLdJABToXElBIO/ahpTTzLT6S8826RcpSoEiw2GvajC1ZgIGJ5SWnULRMNB1LjC0u2tcfKW7oFWPMNu01gOMJJlnHBZZ/QaL0+uCtPvvOS00hoFLvKU42pR9n1mu8ePNPTlAnpOeSX0OpBWLE2Fl9cX0KjpsZsBsjNv0ibdmpN5aHGlXcAXooXVtpBiwjX5bEFNdcacWJoXS8jNaws5rAmq9OFLrjkjMKWGc5U24UnVF166mPaPWZqjVV2dk3DZZPOQpIAy9VjG+vRVWN0KHF6VcZQmYW7ziWsylZzr8prvuImvtueiTHKneenlBepOibO677wzQ6zJTkpLzjY50o6hRVog5V+s122MKUiWmZWa9GbAUtuwRkRouzuu+0cog5MpWG3MoKwqWU7lANr3c6t94kS7TqAUrcSUFSlKAt1AlfX7xEVptBVMtrbS0hDGhLSO3dzTfaPlSq235xLUvqh03JQOlRz6drYwgx1NThllUFIFlITp9UOW6coTbXSEU8gSDJA6uWAfsiQFhLQOW5is2HiEhKyD4WMNyDS2GXEqWXL3UB4Q8kFQCiQCdxC8oSlKQdVEgnyiAELWCm5HdERgXRmGhiWsJDOW+oMQAstrSLXBh4jxJSwUDtaWOkSFkKbR03FobassBShDirJSddYVgYyRmW4lSQL62j4kZUJAtc6mPUDrve+ba8NIXmLlwRy9IKRD1kWnHFkhQ7okAXbWRbrVYwwmX5aM2pubw+0u7CiE36oXYLPgAGiDvcax7Ld3gFQ04TylqVtYQqVzZVAbByDcUkK6gE7XGsfJHLaUBqBHq+1rtsI8AIJb3ERhPEpUoix7iSYZeWEtXB2UREoW0JhqYQ2em3fcQGFCSm5Bt03BMfEgHQ7wtSsiQCNIYWCtXSLAGAQdzErt3ER9e6RfTW0JaAWL37jHumXKrYHSDcg4sEJ02EeKV1WA7oUBfoJ1tePLKKrp3NxAIeKb9WcqrEw0k5CABc98OFQ0KdfKGnrhRiEPFmyT3ax4tdynTQiG+Z0XOtjHqV8xVxoBAaGEoSU9V7HwhlhEwuZUoquk62iZYKUARZVoU0gJUsJNlAQbBzDDiD42Bj4FOt1bC0KdSoLT4Wj4oBSlYTudoKZDwsJcSFZBHq2hoAmxIh8J6dVWsIbUpKUpVrqLCFuDMQ3lKl0jUnSIxmplJdSG97EGJc23z2coXZWaI6syFKQ73I0hkPAlNOJeUARZVtYXmUHgEJu2AftiE1KuKzFLhCgmHJcrabSpZuCYjRGiauyZcKHeSIYScxHVreH+lZCQem1/rhpDAslQPUVQtrCpjjaQpQsb2BBj4dDSdNjcQtWVHNVfs6wywsraRZPa2iPQUkBJvm8oRmUlZQnUE6wsrVkKQRfQGPFgc5d9haCA+WCFpUnuGsfNlC0i+kOqTdQSNrQ2pCQ2CNFDSIQSCEkC2ijDM03nYWO86Q/0oQlStSIaWq4UBtvAkNEonApaVJzDqTpEaXbAbLZULDaJ82OTOkWGg0EV0vdTbzml81gIp8p0IsYnxMqKmZdQDiTvElhD3IbU6AV7KIj1CQCMg1V1EneHGcxKgBYb3MRsIhbBWsE9KSnaFyq+XorS0OFSVA3Ow0MIO9gAfOJe5OhMatML6TY2uPOE1QjknKm3MGVRhlKlNPtrQNhqIlTbaZtmyVWO9odTsUuNmZSrtctLjgWCogZY56+EqhxzDl0oJWH0g298dHYkYKGFWbzqBsbd0cx/CQmptqiDIotpU8Dr74tw79/ETFK8GDjCzqvTnEq0srSCvhiZWFIIQkW2gW4XSkTq+/XSCjh4tc1FkDy1jVjepio7F1iCY5si96tpPqvZsfH3axCoBeapoeJvy82+fo+V6dIk1FH5k96x0eq77nx+d3xROiZ+LksyLymtVX5mT5P1kYIvcvtoiyxQjmT8kotqBKDoo+7e4ihXyELUVO3WGDyyQnU6dKtIvq2ytqpyIU684rkm+igFeeh7oppwqbcIU4HEKZJUDzbrGnUPMRbDUzilTEnlJVdrlS6cm37qrCAbXnzPVybnCb8xyzf6vUkJ/uwTMcVt2l0WaASPzltLYX1df04ExNxfeOthIZbszVXexPp8o288ww2HS4XLDNsL2GUeUHWg05uRw6JTIWlNoStSGwek3V1C0CHh/LuztaaBPS0zmTdAASdNTBgl0CWl30Iml2DYJBylWbLf7Ipx09bEgi1V6W+HGnUgJDieoleZOossecIlp6ZlXXlOpUpIXl6W3DyyQBzBrvrEduaa9IOd3mlSkFJLYOt9jrtHzj7a3XC0WiRlGrVgTZGh184wpaDliDLFXtk5M/M6+jp0cjM8TZ52Swy9yHw3zH0+Pfvbbui5WqTZS242gocVlCk8tPiPOMrxgLDmGG22mciC8CpXLT4DzizDayBU0Mtw6kqgimzVSlFhqaGVCFrsQDmHSffFvX8YqqmHanS51KpKoNlCVNLAIUrRJP8oRh2uS1IwBI5qa47mfV6QpBFstxZZj3iYzRahKprlLn2XFqU0nIkDOtJtofMR0L3lqhCLSMVljD0lhyijn1V7f5jH6v0rRX8QqHVKXTqfMVTm+lnocP6yro/jr5RpMD02m0XCZxCq3pD3rPSfodnl/RiixtW36zh5jmc5ttqZRyc/wCmQb2t7rffDJ82grCbw6nRMYLlHjZ1Usj+0V3Jtmiyn3pJTC1BwtctxzTn/pMuTma9384zWBGPR8JSY5WTPda1dXWo+zp5ZYuUyySw48065ym0K/Tn/wCHqNxGGW4WR5htKg+sBtJGZKrgGyvWf3YkMKZEpMAMFVrJLhTYZ+vp37MSFS7Cy4hcytOdk2VzFEKFl2a23iLWysUt9XNCjcBxKSNgV6bbiEvcFjH8VaE1PUhyosBAclFkZEpsT8pce6BSMziBdVwVf0IP820pbMw2CHEuJIIIGqLO+e8BKssqpsy/IqWlv1hJKQboSbWO0b8NWbWVgZvODtSShmdpqnsz6M5YSFkZhZXqxBEbJZl3nXJdaCpGpC1W1KvV++AThqfcpNcL608pCCQ5kPZBBsoabwbw4p6QdcQ8eQWhmSdb3v1++KMVDKwx2HqkUh6autxK0oKS3YWKNenUbiGpxLIW80XWuWtKlJKy2CNXOg9O8SnG3fTpkhzKtLWYWSSQNbK33h55l1194K5pWlaiEhShcXX1b7xjeqAo6nTMkr83ZQlRF0A/cIlqsLXOYExFp4AkmFIUFqyAQt1biUNnS19YB0JeYloTcK0BSRYD6o+HyHck30vDLiiCQnS0NTDbrrKml3va4tEuRx1FPzDLTjoU4FKtfSILDnNCVlFkpWdffDrMgww64pZUslAGsKl20+jEnbmCw90S41iU0QVBIh1YB0JhtsjmXAsIeskkEGAxWNKCkpN/CFJFjqNDHz1ypR8to9v6u/nETAeozlRB2AAjxaciSB3awtGbmkeKQY+UOo3gEEA3byeUeSqinohCzy3AfKFsrHNB8YZEHj1ZfKPWvlAfP+Eei14+T06+cNYFxTQ6yjutDYyllXiDC1nIsq8BDTCkrbWR4xWOOOJSUJ8QIYb3KTsYkpUkKF+8WhlKLOEQCHyCELSm2whQ6UkWvppCVWCVWO/fHyic6QDtoYhBaAcwKhe6bQpndQI0BvHye2RePE2zEX1ywRTwIAuT3DSI7iHXDv02iVcZbmGFryrsg6EQBlqRnkrDaEt9xj5hJLl1G574fUkqSgba6wkMltSik3JMQOYcTlK095tDtiEi4ENoKVLQd9IUAc5JBtBAfFILqFXMNzgVlBQL6w+2SoggiwhDmttL6xCCUi7alHXSGXkpKejqudvCH2yUsqAGl7Q0UFJAToLg3gWDcYbRaZukWSNDEh6WacIUdwI+Sn87IJuVaxISMwUCLQVoBzIMypKFpSkmxhSS24m1wD4RIW0hagnTQQxyEtu9A7tbxGFMZWoc3ci2kSE9NvtvCA0AsE213iWGwEtqVY3MBBGJ5kOZk5AEkg2hTDY5OUDbaPH3UuKKAlRNtTD7JCmrJ2AsTAJcgy6nFTroU2ANNYezZlHY2hJUlT6lJCrkWP1RGa9StWpOY3tEC9SxKrZVEa27oQdEEqFrnvhKlgPJRr749WkLFlG9jBEPV9JsR3RFKiRYCyr98SFEFy99htCEN53Oadh3QL3IQasxzurMco1JipQyAkKSdCd40SrrWGgUnMnaKibaRLh1GU5Rt74rkjVRmQ08srKVApyd8eAZVdolJhxhRLSwQCojY90JQSkALAV3AwjNNh1PYJA17oaSCNDpD6zlTtHgCVi50goCkIIVmF1bCIwddYf2ukxJCetQ+yI05mTmI7oDHRT4lqE0ZfOlVtR+Ec9ce5wIo3PWkOLLiAY6AxA3ZgjbJveOdPhIteh4fbdUu4dmbAe6LcK81cz4uNoIGuGCoz7m5ObS0FXDrIVkUsG3drAww0QJpwI0IVBPoDanUoUkLAEbsa7XMFHYmVpmYak18rRZRfW/Z11Gu8PMic+LJhqw7ujlr/5nVDNecYakVc54hbYu1oNDrofKJlJmGJ2iBkvu309Zy/or8DtGBeYep9mRcQPKRMsZlMrWtn2cmh120GkZx51pXMWpsqcQmzi0hu2bTa57MajE8sVv5Q4hCUtaJzEm3V0698UL6mkuuWc5Sks5UoCTYDTpOm8XUylg64uzPOdlZX9v+H8IwguI3XFOWyuys3+x/jP8IxI1jtUXymSQSuGkm+3JPTmdR5xCLG5vqDeNoZmaSqZRy1k8tIaUW9ViwBBjIcOyj4m5Ho4yKfst1WxULbRoOa0hT6LIdUooCib+7SOdiJXkaIR0LZtt6Xn1h1BKFKbNym1+oG33xKeUsOPOBpDgXkIGUgHRv+UYjEGM5CQMwww2l+bDibJIOh6RaMxUKliKvuNTM1NtU6WfXyghtRSUkJSMsNTw0pK7Ks+oTU12TS6pt2ryi75M/rN/7kM4ppgruG1MsFk52AttbZSnPl5dv8cDqZ4ezjVMdmDNy7hb6loQdQbJhmjpxAyyiboa5p2VZ0cUk7LumLoUILWDJd9TQ8Mikyk9Q5zIcyULU04Rn0XqR9UVGPcHvUGbDzDrxpjzqSFACyb6gQh2oen1pmelZUyFWbT1JTayyCLp/nGgxPitNTwkunurEvPNuIDqdCLiwsPfFtpKV0KQsH0ifr0nKqqMwpunSRFmEtkFeoIB7rCJFaEnW8ZyVIpQHoUq4M6E36SCASBtEMYodpmF5GiSCwqZWmxUbENjMLg67xVUqouUJYZpKlO1R90c51TYJRt0gX77wcrbuANPOlgJlDqMgCcw802T5bw5KNSrkmvlPAXRntfsJunr33gMViQxk+SaxNTqb7cx23zenKn2jFbLTWI6NNMliaf5p9Xyz/h8M3l9KKPZcy8wcweksh3ma/8AxEL87PJ1iVMMpeleTz1tnPn5mvT0n1kB2Wx1iOULCKrJtqSg9Dhb6kdOoN++CHKVmk1KilyTnm2VOWyNlCM6enUm/dGedB0wXJMwt9LBQ84brPUMx8CM23ZgbcW5V5iuyzqCWkqbUknMdcpH90wUG30tuOPOkOgKyo6Rr0nTtdmMFxqeRUF05LDouhSz2Rrc7fqiLcP5iSMDNNyzbwcSXgOb05zc6b5tINlGUl7DCJpRbWl4Dl8xCb5gNj5QA5iYZUFuPXKnl9QyCxGnd4iDdhZ5UzhGUQCtQVopSEZeagDsjTeNGJQqNRIBuZfqDo9BQGUZSpYFwq+o0O0etPS781PgJlCsLsAPZ7W2sPSJ5TM+6gPuJWg6BeXpv2dtxHzCQJiYWM4DnQVh1WoN+kdPajmssidEF58ctpn5g/D+UTKdnDZ5ufKv1hzef/SFyo5obdt7A6PqiQ636rr7HtRM14pnQkyQixNu60eO5VhIBN0qjxCQCcoIyphxlAKQsEamFRVsJeBVc2G0Q2SEt2CgbLNxE14J16rRVgZWXVJF7OgX98FIeJMYWFHXS0PpsogGIyRYKIPdD7G4IOtrwGFiyCX1E942hVh2DuTHrmjqleUfKIylQ7UKIY/H/EnDeDJpmRnnXZuoPC7clKI5jxHjaKLC3GTDVYrKaNPytSoNQdUeS1U2OUFg9kAxk+B6U1ji5jqqViyqzKzvIQCOwxrlt+7aLv4UslSV8NJ+emwlE7Lqb9EcTosKUoDT7RGuNJZkkLrua7iHjajYNpbc/VVOqDywhltpOZbivACKvBnEyjV+QqU+mnVeSFMlzMTCZqVUkZbE6ePZMZrG2E69i/BOHqxIzCZTEdPYammTMbOryp6VRXUXHU9WMH4rw3iClGnYikKW8uYZSLNrRlIzJgqlmHegRf8AaVhZGA2MbPzbjNJfF2ypHrVG+W2XxjUUGqNVikS1SYYmGW30BaUPoyLA8xHI3BKZp1RrOFqfjj0iXpzKP9wtH/hH15+rN85Wb/D+91zNTstJUZ6cfWlqXl0KUtfckJFzFVSllFWpGqOKaLJYplcNPTrXxpOMKeQx7WUf0fsMKxJWZKgYfnq7PlQl5NkurKBdRA3sI43r2N0T2KqlxCbrS260zUmxTJBbRsuV947P/WOjeIdZksQfB8qtWkz0TVKK029g5dc34RbLD2koX3FjO4zS+PuAJ6fl5Zx+oSTcwvKh+ZlVIa+2NrjXGWHsJ0hqp1mdKGnVZG0tpzKcV4JHfHKWFqjiDHdOw/wrmZOnU9kMMuiceCgtxq/Sps/OP+WD1xbwJVK1RKA/QpqWTVqBMh2Xamfk3L2vf90fbBlRimrjJtmjwNxAoeM3ZqXpaJ5mYlbF1qaly2oAxr+YTA04V8QVV+qz+HKzQxRcQ09GeZYHZWnxST7x9sEVpzpJt3RllGw6VzLY74lYWwa81J1KadfqD+rcpKN8x0p8fKKvBPGXCeJa03Q1In6XVHdGZadYyFw/NHnGK4EJlqxxHx3W6yn0isM1HkMhQ+QY6gP1ezaJXEvHOJMMVo1mo8PaU7JSL5bkai5NpLllAgEC1wSLxqlTs3ERPqbnHnFXB2DqumkVmovtTnK5pbbl1OaG9tvcfsiNhniRhbEUjUJymTbym6enO+XGVIsmxN9R5GBVj2pV6W+EbT5uj0AVidXRAoyhcy6HNrfyggStQxRUMIYm+PMKIoOSnOcrLMJd5t0m+21tPthXQ1Wo9OW45T+O/DqbnGZX41fZLpslbsstKPttF9jjiNhXBrMsK5USyZ0Fcvy2VOZki1lXTtvHLuEsQ1atYKkuGTNKp0v6Yr1VSmlqv8rm3y9q+mkdLVijMUfg9NU9zLNrkaIpkPOJBUohvLcHu8YMqEbrNqKpM9wVxSwfiyp/F1Cnn5mZKSvKZZaRZO5uoWiJX+M2BKLXHaRMVJx59k5XVMIzpQrwJiB8Ghls8IaL0JSpXOVmtr8oqMYy1U+DdbqSqzh1FZwxUJ7n/GTCc62NfbCv2YEIBvY6IlXg+hL7WzgB/ZIh7t9j96IlHn5Sfp0tPyLgdlJhpLjbidiCNLRLZ9X6vt/O7oz7EEgZSTfvhCirKABvDiihKSo7X2iOVkuKT80aQgRxiyVgkWOXeHVKAzlBzXTtDKEgC6lZtRaPUuNlxzKLagQLkseqyc4LVcEwpaASc19TpCXUArSkHaHiekEqFhEIMTFgyqyb22j4LzoSNdBC1gKWO4GPikBICdDfeDsESgAKUD3iPgUosgG14S6VJK0tjXKbEwiXbFgpZuqFDY+a6HznVYX0huZU2uYSUi3VfSH5hCS4bdQtf7IilwJQpYAFiCL+EQKRIKwHTawHiYSFKHUDmvEdpznOKyiwHjDoupxIQNBvETBYfbTutJ18DC7Hl9xj1sJSCowzMvdGZI08oGawpFeSpM62oaG1gRCKslxUukAALz6+cSMgdyFF9dfdCn2gWBnNzeBuWRllZQvFQdUEpF7Q2yFp0UnUq2ic8zZ+wQctr5o8bbTz0oKtxe8Ia1PQZStORQUOoHSEtFKjqdL6w6EgTDySLjujxLaACoCGsE8UkZrxHncigsA2umJL2QZE5tVQw6i+YWuBpFb1LIGerjY9CWtxV83845t+FCpDtAlGkGwRNHf3R0fiBR5LiCLBIEcz/CaLQpUtdZOZ8nSLsF9ujNi9YMwGFs4mXD4rgrYZKm8oG5EDDC5Sp8j6esFWgpCBzSdk6RrxquzFR8g5iNSjRnUuNXIbDRAO8LpEuxyXMrxKlIJCL9I+U8t4TiJaV01S0oIKsoVYfSMWNILnxYcqMi1IJyC4yiy7K384yLyDy8pGrTDaJdbRcCzy1FV+4DPr3axm3pRC3HgmYF3mrpRpYjxNzvGhxa5l56UIcLvKOYlRNj1dXuiscU6hhSCwkKLaVA9Wh6urbbSLINqIkdjD8V7JpCR4PIz+7r198DNnSZ5QF0lzSCTxhV/ukWP/AGhBX7+vX3QNXTlWGx2uZvHawcbQMNXzsJmAXVSVDcZdUUuIe6knXk9jTTxhuq4imaq65IUhbMm2pOR114BKUmwuEk95ipwK56QmbleaguzTSQ4pTmzd06n6WkUL1PNMqDctNpcDIfCxpdK0aDPfx8oqVKOZtjuo7GpnaVLUmnuTlNnJOYnEgF3MQrpuL5fOLCXmaLiyglp7lyc60oFNyAb/ADj5xTzuG5SZkkv0Nfxi9MJCUy4OqdjnUIhT2GlUyRlp6pIcabW4kFplAFzbVQMO0mt9REazBuJvSAun1BxpDjShleJtmSOX3nc6RBqs8zhbFTU9THedKTORxcuTca5ST4XiLhfBLtYkTU6lMrkWVOhaAtNs46dQLaRXT9HEzXlylEcnMja0hS1KK06e2TbbTaEyxTdh7s29XlcJVaWTUDPtSs2sJU24gICkgZetQ+dA9qfIfSUzUwr0hq6m15R+ct5gcx8FaRsKphWgyzaZqcnnWXlNJcXlcT6ywucot5RkpqisGkOYgY5zUoHg3LhSutarDqNxtrD0Gl1BMl0pmXfAkpebZyloOzMx2XsnTonzEbmSmcJ4Zpzbrb0vMq5KXUnlXed2FzroYHUpJtS1SZbrbTyWptKEpU0vKASUesB+b5RqangGXVTi/SZlTjxUgp5jibO9KD0nw1hakU3uKh2XmZXEFYfrGIJsSTEqA81IKXe4BBCrX3jJ1+sona6lph5CJAOjluLGoAVfmEeUXGHcOUmsc/nTM8xNNhKXG1KTqSUdQPzdYrpagsy2I26PXy9LXdSRNNkKFidDfwPhFitsKazEVepMrKylOsxWm1lkB5ftotqfqiFi6i0emzUpUsPT7KXVgEMNnt69r6oiVHhu6hbC5F8zUolSef2c6ezqnxGsUeMKVI0p2XTITPpCUJPMKwkqB6dAPHUwtOMejCEXB2Mpad5kjVHwzPteP/ad7200MQ+OTMuy/TrEOtOhS18v52mTqEYjCNAqteUlcnLpLaVAuLUL5Ys+KEyWatT6G0mzsk1y3FXvdXTpb9n74WNNKehOhknUgNBxxHM5TiUlS9wLDTfaDxhNsfkzJc8ApUAEpCjZr6Q1gAMEuOJzpIzKCQB9UdAUgNIw1JS6GnWQ2Ryy6U6Lt33G0DFPQBpgy40t1kJTqu98lwlJKevtbwtuSWiQW47ynVl5NgltI8LK33irl2gWVPrCeYp1HJ+TsVXRe/lEunOMJZdS8tKAXz+kSCF9PV2do5trFkTqCWJS02O7T8IlqIS2e8CIjWZCU3HSAPwiS2bgDxirc2M9aIcQo2sIfSOXcpGg1hCSEFRI6doUVi413g3AR5oBWbKbG20QGrOMkpOhe/CJ7wzEnLY7XiBKJCJdod2dRJixDxJLRyqsoRKl1DLnt4iIKlFJN4lNqHLASfOEYWP5ioXvqY8cJS4lF+1DYUAR4R85rlV3g6QrQAa4+4XLqeJxizC9cfw/XsuVb7aSpDg+kBFM3wqr1crknNcQMXOV6UklhxEkiWDbK1eJvv8AZBjWn15/WhtadD+tF8a1+gLGJ4i4UxPWEyL+F8U/ErsqFAoUzzELBta48rRQ4V4U1FhrENQxFiM1KtVmSMl6SlrKllvLbRN/d9kFMqVkTf8Aah5kpyG/1QY1prygyoG8vwopTvCuTwPUnxMOSiCUTQbsQu6jmTvbtQxM4CxVO8M3cFz2Lg64SlAm/RN2fmHXfTeCiPlf2Y8LZcWrXaAqjDuZGm4Gw3TcOt0VFLYdZRLhkqcRcq6bEn37xlcOcMp2l8NK9gY4gExLT/N9EeWwbyyVEdJ6ur7oLD6QEgW7oYUeUyk274iqNB3BlWeEFPqOBqLRk1BUvWKO2hMpU227KSQbk5b7H3xZV3CnECdkaQulY3alKlJtqRMu+h5m5u/eod33wRv7P+um0Nu6PWH0onEIDrAOA6lRcVTWK8TVgVSszMqmWzt9LeUK/wBBBG/+n/0hl5HNN8vLhQTZOXPeKZvMNYGmNOGM47if8qsGV9yg1iY/4sZMzUxb54iFTuF+I63iOTq/EPEjNWl5BfNlZCXZKGQ585VzrBebHT2rwpvtdi8Xe0Sl5ivKgQ4/4e4tm+JcvjPCNfp8g+iR9E5cwwpRtcnfbvi6o1Gx8ui1eSxbWqbOmZli1L+iMZMhVcKKvHcffG9e9Z/XfHoGXTcmAqrY0UCGZ4NsPcLqdhhyeAqkipbstUm21dDuZSvfl/6xtWaPV3+HTmHqzUGZmpOya5ZyZQ2UoJKSEqt9l41CjkWhPtHSPZgXQpXtHWI6rFsY/hXhiZwzgCQoEy6gzMqlSC8jsi6iRb7YxWIMD8WKxTpvDk/jKkTdJmlZVvmUs/kv4f6wYpbeH12gqq10GbTIOFqVLUTD1Po0oCGZGXQxc/RFrxaXslIPay7w16u3+GPVHmNpA7OXeKWrinzuVxGYQhlsL1MIl1hKchh4rSgWEAY8cWohxCOpQFwIhySFcnMelwmyjEpdkqKwoZraEd8MMrUXyFaJJ+2IEfSDzVrJGwvDxX1hA8IbcUlKwLbw5oXELAF7WgMAh5BKCobiGws2aNhmKjCag6tpJsQATYx7L5rNg201EQItKSslQ0FocbQlKUjaPUpKbkmPlHPdFrW74jAJdKQlSgblOkZ+bb/NizMvFwhzPYeEXsy2sEpTYJIuffESXZ5YUtxKVL31gFtN2G0hQUgg6lV/dEplSW0lS9bk3VEabWkOi5ymGpdalJyFWcXFhARHHNqWbbiVBQR1A98MLZUtalpPkRCwnllYQe4XT4QphV21Hexg2K79BaQEHTTSIMytWRnOCog7xOdUUgJKSo2vrDDiAoC+/hBYYjLyuXvfKreG32gcrqElASdxDKZsPuqbSbZVWIMSXlerBSCQoWtCFuxDbseaLm9jCGUWuVHS0TZeXQtLhJsq8RFkIWpABAvuYlhoyuMOi8wCLhI8YbVbNYmH0BL1+q9r7RAqIW2olKragRTN2NdNXKmuS63EHKB29fdHMvwnmVfEsslDd0+km5jp6cSosKCl6nWOZvhNzKpekyzQ19cT98asHrWiZsZ5GDbCCSmcdKjoVaQXKC3mbbCjpkuYFeFcjrqsvcYKtBVzGw2nQ8uNWM3MdHyDmInLUx48ywTYi6tN4n4cebRIkBScqTspKSq5B+7WIGKWUfE4Q7qAtINh4mJeH2UNyTpS8lYuEgG4J02jFe0BpbCcYFDs3nbAsUndCbKN1aHyjMzr/NStssA2dCEkWF9F6b7ReYqU4pa0NXUtCFAi56xYmwiiW6RdLillxQylCFEFXb0HnFlN3iDoUHEmTQ7h1/ktIcKHgtGTusp29/KBV6v9Lv3QepiXcMp6931nYQOrr3zJVAbxjImRrTrLLHqnOtH6vzfqjqYOre6MlWOx9Q5mXYq0gPR8uVacx9pRKh1nygsTlGk6rKpacBU2t1Bzcux9jUW7oCbTpCsyjYtkEG9jBi4fz6anRGXEKf5wcDReIPSPV6aQcXdcyBTSsZqqYZq9CeFUoBLjTbgAbSbqUQBfTvTFdNYip9QnpZdalJhlLC+wzdOdXu7hBXaaelGQ84GylteheBzjQaJ8bxX1jBNEqrLj7st6KoPZyWkkuhROiVDuBiqliE/MDJqZzE+J6BWaI3Itz8ww4pzVVylObT7E6RBGKabh+QFMo0ut9V0rW+4tSevvSPnJ1i0meFMshSLVaZShRy2U3uq46CLecWdGwBRaestTDT85MtLypcdzhCNUC21rw3GpqITMYUwrUcQVJFVr0w+xJpV0EEG+nZt4G9o0XFRpuVwe1KyoaYDj6Shso1QAlOgvGtpjEwJtCkFTaGHQEsnUADL0k23jG8dH8tLlGlFZKnD0uW6R6vbTziqnVdSogPYc/J+nYpwXKtifaRMSwSpDhR2FAIu3eMzTqziPA841JVVlczJoIKAu9iAE6A920a7hahc9hZLmeTUhuZCORYoBJyEBX0tY0zLDDiA2+1KTqQoIIU2Fi60tgpuToReGdXhtxeqBIFNSxDRqhWGKnIvKpk4lvqCyVIURl6Pui3r2I8KT1JU1MuqnHw2F5JdQSUKFtAo+6LGrcPMPTLqZlp1cgp5SRkaeRk15Z2J36obpXDSlOOJQuYmJkKsgJQ6gAAAXUfPWLVWha5LGTn8TVmqJZp9BlZhiXUAkhsdRvlFs3hGgwbgAMzLFQrr7RzEqbZKbhtRym6/E7QQaXRGKZTeZLMBq+nQpI5vY31h1XNs2bOaOJ/b+S6VaxRKv0joCxWsCTlXVMy4aDQfvoEjw6fdAMxPOmZxI+54k5PuywUuIuInKXLvMMAelTKO72E6dWvgbCA047mmm3Fi6ldj+7ljVhYbtgLrAVPdnq3KhEvzUJUHFIJV16p1MdCvkqpzipoNqCCBmsrrFh0+8QPuF1ITJYWXMzMskvvOhSlEC+S6bAaxs28pZdQWFpsoEWVYezYjWMmJqXdgLYsmFSwbU24pa208vLy1OC4u3p2dxDkg2ktAsPuPXdsVHmnOTlsnaIZXM+jFKX3GA24jN67b5PXeHKK604plJWtWZaMwQsG6jl1HVGWw0dGdPSqipvrV3DT6oks5ilKwNBENlIb6dzYGJzCihpJAvfWA9DfIkBei7puCPvhpbiRZQTtCkmwKVaHeEKGTU7FV4mwg047qRfta2iEVt8qwVoCREuabQnKtZscth9UUgSVNoSk6FRJMOldF0I3LXmIVbvvEhgg20itQSlKCPtibLFSR432hOo0oD9jqDDhGg8oQVBTh12ELQUljNfcwLXEMzxExXJ4OwrUa/On/h0dCP7Rfsp+swjh1iyUxjg+Qr8pqqYT6xH9m77Q+owG/hCVicxTxEpeEaNRnq3KUkicqko2O2fm39xH2wjgRWZzC2P6lhKs0Z6iSlW/PaXJu+x9HN7k/3Y1ujbqVJ3Zp8VcSMZjiLUcJYZwtKVNUg0h5xTkxyyQbE+XtWi3wRxIrGJ8MVpymYfQMR0h7kPUx18hJV+vbyP2QIuJcrjI8aMYVTBk6Zaak6agvhHbUgoF7e61/qgsfBzGGXMFieoE3MTMzNLz1Fc18uH/aSr3d0WzioJATuUdF4p8TqriWfoMtgOnqnKcU+lo9O+TBjdYax1N1LiViXCz9NQymlNMuIcS7fOFgX0t5xkeGyb/CC4hLbOt5dP1hOsN4TfRJ/CTxkiZWEOzErLqZubXSBrAqpNWJFm2xzjhygY8wzhsSAfTWVLSp3mZeVl8ra/bGOrPE/F68bVvDOHMFM1VNKUguvLnOXopNxp9sNcUZlFS47cPpGUKXHmOe9MZTfIm1x/hVA3xw5i2U4m49qWGZ4yrMo7LOTuTtqRyhtofODSgvyIw98N8fsYuwu/VXZJcjNU91bM9KZ8ymVoF1C+l4yeGOJ2OsSVBup0LAgeoK3uUiYcnE5/mqVFxwOkcJN4CW7RppyalZwc6oTEyqzinVDqzeEYfEdNrfBgIxHhOppnsLOvgTNOmFXyJUrtNH+vripQjrlVguTQdalzHZdTiAQo9kQivVWWolAmqzOqyMSsspaz4BIuYnSqkzEs0+lNgtIUAe64gXfCfqq5bh81QpY3nK5OtyTSB3hV7/y+uKKUNR3I2+DsYSGKMGy+J2ClthxguOdWiCB1g+7WIXDLGcpjagPVWn3bCZtxsj9U6faLH645+Wa9ghNZ4OUoTD3xy638WzX/Jc6Xf8ADv8ArRteAEivBXEXFOBH33Vs5W5yTz/MtqQPs+yNFSioq9xIu4UOKWMqdgfDTtenSHCClKGCrKVk933H7IucOViVrdBlqvJLzy840hxs+RAjnfjXXzjDiXLUhFEqVdo+HhmnGJJGbO6pP8OkfbGh+DLiJ+RaqWBqsxNyTsk7zJGWmG/zjkL8fdm/vQHQSVwxd2EPCeNkYjxhiOiehejrokwllTnMzJcv37abHx2j7EOOviniDR8F+hLdXUpd170jNZKLX0t37RjuEEwlnjDxCYfIDvpqFAHv0VEPHbgqXwm8LNMEFyVkXnDY7dCoSNPUm6HBxixJMViqNUfh5NVGVpMy4xMPtzYFgj2rWgk4DxfTcZYYRW6WVJQoqQtCxZSFgagxy1J1TGFJqWKajS6qZCguVl2Xn1tN85aAe+yjmP70dF8KqRR6Lw9l5OgznplPUyXG3/7Qkaqi+rC1gQdxHCzGsxijAcziGoNMtOS8zMNBtoEJKW9RudzF3w7x5Qcb4fRVKS+QrMW3mFWztL8D5ecDP4PBH+yWrsn9FOTp/uiB9wvw1iSl4Bp3EjBS1PTsu458YU8npm2Qvs/u/wBeK8K/UDe30D9h7HkpV8Z4gwyiTdbfowBW7e6V3/CBNUuLWNpjFbrdDD1RoTc9b4wl6UpSst+psa2PviVwGrTOLeImOKymXcl0TbUsVN94umxhyZl8V8FHnZyXKKvgl6YHq3P+IlCs/wBe/wAobLGPlQW2H1hQUy0spPUm5v3QolCSCpNx4iGqfMelSbboPS4kKT7jDquxlBjnDinhmta1xCkKUEgEa90IShYVuDe0etlQUAbd9oLRBqbQHZeyiM17w8EhKGlXG0NrsgBRsb7w82bpToLgG0QIpZSrPc6gx60tRSs21tpDVsylqA74dScpB7rRFqAU+DnJFlJKfviM2kZsytfKJKu0NNLRCedyOZEnVUJIkWRZ+TW/MKeB2T2RDcrLKSEKJyq1iybUCkov1W38YS0k8hKiNYOUbMehHLWVXuojXzhxOXKUjRRMJBVobZSU6Q1MPNtEZ75j3wLgt1HngsuXvewtEaYLhF0jLra8IU9km1WWVC+0PPKuzpcHfWI5DJZWUEkEy1VfbspwnW5ixUtSQlSb5Ui9oYrDpl5cvpazrI1KYZkFOuy4WSbHdJhb3NNtC2l3crKlWzKMMuFCk2dtdRj1jNyjlIQfCFzyUqYCiBmAGsMtin4yMJXJk5RsDe8Q6k0nNnVsCLxPYeVzkJFiIdqCUKQpTgBTbYQso3RdCpllYx06oWJO0cv/AAqHUqk5TKR8rHWVQl2fRXEJb2vb8Y5N+E42n4uYDibL55A+2NWDharEXFvNBmBwe3yppX0oKdKcWmWA7skCrCj3MfVb2VWgqU8OOMhCBchEWYzzGSj5CbWptKpbK9lNrHlZz1XKfGLJCFfFdnFtuggXOdO1htdO4iDWmQumgPFIcWoagi6DdOmkSpVTypIMqVayUqBGazWiddD3xhWxKguojO06TlACBqlNyDl3uDGPnkuONTDhUjLzQFkDYWV12J3jSYqbebli8FJQpoADMrQaDXQecUDLIW2QhwJSp4L1NrLsdduzrFsdhCwbWtLTnOU0XnSEuhKUnL5jXeKnHmHJWq059lDbbcwcikFDdwpQ7t9j3xbIUFBYY5ebO2Som/LP2d8TVqT6UeQlkLSRcLAsQdxDKbp1LoSpqjnSZkHpB96UnmRLv3FxbuGXQecWeC6vM0eqNzADiZfmct8dy0E3IP0oKeL8Ky1alWSEttvqUUtrKATpk7Vu+A1U5CapU+JGaQtBbcKgVNkBZt29fCOzTrRrxszNlyHQMlPSk7SpR8IUhhTYLfUi6QUkWNxvE8PJS4ApxXND6tEqRlyAnQ2G8B3hriRqnlFPn3H3JRSg4hYWehRuM2n4QW5ieCkqU4221meKrXUcyT+kJ8fKOZWoOnIuhK5IStg8pwLbKyslJyAaHJ9+kOvlxCLZsyStNxe3MHR1G3eIYnVy12PWOgKfSEoyK1OYdevdpDbznOlXUhPNuoLKiUixFtR5aRnUbEFMLfLC22ysJOUIUSv1gBRqddxaBxx6mgtynMh5S3AnOU5dbdHXqd9IIcu0VS7+dpCsrySACNNR1Cx20gS8XeS5itpHJTZtlBUrKDclI89tI3YTSZXLYvODU26mUmZKzSmvSG1hoEarCk9W20Ehh4F7mIS4pa3UB2x7avVde2wtAl4QPsJqzzbhAU6AG1XO9x7tIK0u4w2W+Y2ykoUgL17+j6WxhMTHmCj6fyvsMMqQ8QHGibn5QhSNfuhpJTy0NuKIKnAFAkdQ6OvY7RIUWnG2+lsIQoKCknY5hr7hEB52UcZy3dzh1BzgnQ3R59kxTEVjvNaXJOtCaWpZQkZAdxmbuodO+kez85KUumPzbzwS22Ec0qPatyuzpvpESpTtNp8uXZyZbk0NhNlEkEEZdE663tAix5ipWIptaGVBmQbcsGye0QU6nXvtGmlRc38idCLWaomqVibnHJh66gvlNEGyezaI+D5JNcxPKpfzKl0OJLoFrjUaC42iBKMzM3MNy0okLWolASE9QvlgzcP8Os0KnS7zyW0Tbtity+u6eg6aRsrVFSjZCxWpdILTVLWmWtLIacSm7Z7Nw10jTaHw6uVba/OHVXUkJ6yMmifKGQFIlApMu0V5h0KWjQ2b0MP8xCghx9DTV8oTnKTZVkecctj2JktNLUopamFEBxKtVkBJsnfSJFMWtTstkmChOdFkXVdKtOrsxFZbbdSlI5JTzU2Re3M0G+sO0oySTLBhl/mB1IQsnQqunpV1bQL3GsdMsZUqC+4piZL2IAGmm8RJchw2toIltbjwhLWRukOOEoSVDU6CEuEloX3EOaWWAb7Whl9RIF9DA6CJDM6HMyrK6Qg6RUyubkFZFiFH7ItJtQsCNynaK5o3AB0KSbw8fKXQHW05rWEShdJavsDENlbgKrjv090TbgpRf3wHsOz1TqgVdNyYXKuFwjOnLl2ENrTYF0Kug7R4h5Llio5VJgIrZT0LCdEodTqdSpsutubqb3Om3FuFedXlfYanSEYlwfQsQVCk1OoSy1T9Je50q+lwpINwSDbcaDSNGrtmEq+TMO5iZSkksK0mUxVUsSsM5ajUsiZhZ1CkpFgLQnD2B6Fh+vz1cpLTkrNT1vSEoVZs2tYhGwOm8XDef0gRYKzWEFSuCSsZuhYTotOxDV69LMu+n1TL6Qpxdxp4Duit4icM8OYzfYmp+XeROsoyJmpdzI4lPv7/AK42p/lHjTnquZ/W9oidgGM4dcM8OYNffmpCXeXOuoyKmphzO4pPv9n6os6dg2hyVbrFdZZc9MquQTiiq4VlFhbwjQ/6qj3S0F1LkRjqJwzwtRnKz8XSzzTNYQUzUrzVclV/BPs/VGakuBmDpapMzCnapMSrDmdqRemlKl02Nx0+UFxBym3sw2RZ3yicWo+pNEIYSUAgaJAsBGaxVhCj4krlHq9SQ6p+kOKclkpXZOY21UO/YRrAEBCjeEuxU3YFygn8OUicxDTa87LD0+moWiXcv7KtwfGIc5g+kzONJfFuaZbqUvLKlkqbcslSDfQ+O/3CL1bRdcSsdnuh3/3cFSsO0ZfAuBKNhGXnEU9Uw67OzHPmH3l5nFn3/WfthypYDos9janYvUqZbqUk1yroXZLw17Y79z9sagJt0woKt0QzmID3GvCii4krLdcTP1Gk1Uqs5NU97lKXEnAXDWgYPfmJ6WXN1GpzPS9O1B0OuqT4A90bObXzAE/swy4jO0EfVAdQZIy1AwBh+iMVZhDS5xurTS5mbTMqC85WNR7o84fYQp+FqZOSFNmpwyj7qiiXeXdLN/m+/wDgI1LyTzB7ojNJ1+uEdQujApsD4Eo2F8KzGH5Rcy8zMLcUtbqklRziyu7wjPUaSmsC1/C/D7DVPL9GUiYdnJyYCsyUnq3Gl7lX3QUEkEZVdRENuJzKzqATaLFUKbGVk8C0GSqdZnZNpyXXWWg1NhpWUG19R4HWMmzwOpCnm5eoYpxNUKOhVxTH53MwT3aWgrqTdV7wv9J9kMqtTuCyEMIDKUoQLJSMoHkIdSi6gfrhPyYJPdDgNk+6KGgsSUkuAE6x8tOWxIvrePLnNm3MfLUoKCfGAAQ8OaAQLG0eM5ktoznvh1QsLeUI7LaVEbQQjqyk5lJ10F49aNyO+4EeJSkJNtAY+SDfp0KrQACivK4b6bxXuS3Nc5l7aaROWkqJ8QIjFSr5RAGjoedCRlOp8YdSSGQEmwvrHmRJt3GPUtaEE7wxB5KANc2njEd5tkoOuY3hIcSSWgvVBsYhvLUlxKGjrm1MBsaMLklpgNu2IGXvh7koKEqvZVzHqLOFeYAZd4USkNIuSSTtASuC9iHNiylN9oEQ00lHIH0YmzAFrhOwiKy3mbUgEjxhWixSHCi7Oa2uwiK8hbarFW2oielOUDW6YRMNpIBtdRg25MoimUIm3vTuU6zy3M6sn6o7/LviymZhTTeqSfHzh3lg/vQiopcaQLJBtt5wGW5sxUTTzanAlRXa/dHLvwvZZTLEo2hspCnM10x0zVFrs5m0Ga2ZIjnT4WLzRp1PccSpYC7dMbsGtbleLfKB7CbOR023UuDLhVAIBI9m0BnBbvMmrH2VwZsOZkJSrutExrsyqj5CxxIk+ipdIWhKVJOfLoOoRJpExKuyyRmylSUgJVl7RDfUrTYwjEKVLlChtIdK1IHIsRcXGu8QcOMjqHNWoZEEqC1DPYN7ad0Y0lYWUri8RMtPtuBD6VKTZGQjpI6N7HzirpdPQW3ihKQSsIQFJsTt06nbWLWrBpSZkcsPqdKVLINyR6vyhmnLYWtYLgXmKQpCVbp6PLeHWiBc+XLybUveXSCrmI9UbXNwLg6whPKK1PON5mS6CEBOpskXP1RMXKmWU4VuLfSXUqVZeqhYWA6d/GENGXWlYCiuzzaSq6eq6Ra3lCrz6lQibUnlo5jYcbK7lZ3USUdWvujN4iw1J4jprks42W30AevCk3SojS1u6NbMlLbWRakJCcyCqxPLXcWQIrkCWUUoN218xAJLRsjQdB8zFtKbjqhWjn7EdBq+G50+my5U2lRbzo1SsWNiLxY4WxZNyDJlphIn5bm82wc6xcka+UG30WSmGVtPZXmeYpBK83QSPkxpvGDr/Dinzc88ulPsyIusOApUrvVZAuN46MMVCorSQuRrY0FDxRTai+0zJzKFZ3b7LFlfM90XM5Mo9DKi6WSiZ7krOU/N22MBGp4Wr1JdDiGFKDYvnZWRY+G+8R6Zi3E1GStvnOlJXch4FVvLeF9lpz1gyZmdAtvNuNKV6YQS4DlClpy/Q9xilq1Eo1UnUTM1IozFy11rWdPm7bQO5PiUtbzTtQlGXTsq1xYfbvF3L8VKWyZdTlPcy57WSkmyPHfeKXh60XyhujUUij0qlTLU3JtMSDzikoQlLhu2AAbHTvvFuw8kk3Dh9Ylff0dI6Tp3wNJjibIiYacl5J3OSorJ9seO++kRHeJVQS001LSbeUg8wH9Ijw27WkRYaU9wXC4tSEpbJZWBzE5O30dXZjJYpxZSqWlVlCamitPo7DeVWTq7KtPEKgZ4ixFifENrBaWO5uWvk9rtd6lQqn4BxHO8tSmm5cOLSlJfXlve/wDKLoYZQ1kxLlZietzFanm1zpWpCAE2A0NraDzhdAw1PVmdQpiXcQw4oDmLFkkXAI98Eii8PaRT3peYm3XH1KXlSbDKLZbfXGxS+huQlJNCTkC28obBAX1J1TpuO+DPEqCtEKiU+FcO0agIaEuzzX1KA5y0DMRdN7a7iL5aJZ1hhTfMbU4sFKyDZzsab7xICUpRLulK5hLih1AdodF7ad3fEJ5pwMNqDzmVakKJtp7HY03jDOTk7sNxb/MMoopzuHpsbrAd0b++PkB15whSVrQgpJAJsrseI7odQ5LLp5afdZVsdAgErs3qPKG1SrTi1odTyQSgLUlaRY9Guh74QOcW27KrDiVoWs8xOqVEFZy6EdPdHtMfYRNNkkrWtxAUpJ+U1Rt06GESkuwld21hPLdQSVOWydO++xiRSWUtPpQ86UoU+kqyKNk3Leo1iBzHTUssBCSkaKTeJqLhtJG5F4YQ2kBIT2UC0TWwnIkRN0bGzxoXQonRVoZSQrRWsSFJIzRGRlSo95uRaBbQBGnQb5tg2m8QE3IRYarN7xZTCUql1ZTmNiTENQAaZcSbb2HnDrRFsGfJScxtEu2iAoWJhpgqWqyk5Re5PnEp1BUhoK2UbAwr2GchFiEFJHdDZaCktAxLASB46R80c2W6doCYlxkpyA3hbaUqQCTaEuZSshSrawtm2QgC4vD2EY4oEa99rx8nNy0nvItHw1KyT2RaHPZVb2TEFPMmmu8IcAylIGoV/GHV3DlojqUrMpQHn90BhRKSFAW8LmG0gLZGbcaQ4MyW9fCPEpu0lQ8YVCjt05tIadJEylQ2sYUjRRj4kE2MEIq4LRWNc19YU4k2SQdob/RhI0tHrq1BNgL3iMB5bozEbneEbpITra2sONA5UhZuAdoUcuRRQLaDSJuRaDV75RvClou2oBO5hKAMpNrax668AOk7wLEEraudIbcZKQANbaxIBJGYR6oEga2NoGW4bjLYCm1d5SdIYLZSsa21iUWw2mw0sdYjuouQ6FX1g5Rsx7nCV3Avc2MOKACwDoAdIjNLWHChSbAnSJBOcpG5BiEuOdrS2xhJK8xUE7ptHuVQtr3x8l4JVZXhBFPkHZJEKsAlRI2MNJUFKveJCgChesKxhgqKVkJ1vDgJJBUNYbdX12SLaR6k9JF9RCoh6sK3G8IzhTYSTrmtDi03FgdRDBbUkIWkXINzBISUlXVcaA2hxKbm4MRmHw82sjSytIkNuDpAHs6woolaglRUDsCLRFeWoqIbFrG5MPuJJNztEZw3zIR2swvEsPEcTcoUFfbD6ClmXHtGGWgG2SFG/TtCFOEthI0BG0F6hsV86hTM9zZdRVzNVJhJJLgJ0WTtExtCHFOIOi8ukNsICnw0sagXvAaLFMfbWEIcIBIUYkNqCkNgWCu6IaHELbV0lAuYUi+QKC9RtC3sK4El02SSrUwk9KUlNhprDYeKiLi8KVnJAQRaGuLYWpQ384jvgrJST0kGJBSSOqG1JBUPDWGjsSKEy7ZCikHpsIVNcsKN9YbQlfPABsk2hqZSpEzl3BMJezGiinrcuhxIS24bLN7jYxzR8LCUdNNkJSykDmZrjcx1DVWVgA30BtpHL3wuplKGZIguqCV203jo4PcrxT5QQ4RYyzVhpdYgyYZcdLzaLWCQIDmCVKU9e+yhvBlwpp12sbDUxXjd2LT8hY18p9FzLZ6fVhZUetHUNBD1LU0l96yJcaNgKb2Rq1r0qEIqRKpaXU4ohXMSC6kmyd9/fEmUYa9ISUSjSetOQOWsnqR2rDvjJDYWZXVcNtILqUzJK8miFqs3cp02iJIzKmX0LKZpoFbfWFOHLq1poO+LR1xhxxYKlIISFAcxFlAEXBivYILqBLvIKVLTkSuxP6M2OsPEpJ6iyFnlLeupaO0pd0G7URlr9csLK2lFbWiwuwOUePjCFzCGpZlfKLzynAUEad7d767+EeIStbanC3MZVON5SrcEJGh1gEG3lIflmeQ02sNKWElYAJGb37xGp4l23HRMZXGw70KCtV6bnq7okoddNOb6OcUqUSoEC+psv6orH3H1c1F2mluFSiu/bNtLaQ1hNSgrGNJCmOzMvNOFx5LqlKyJJ9lQv2t4qxjykOvzDq0vIbeeUVjlHoHV1dreMAJSpUutredkFTauYSEuMXzHMRFtUajMuSE0F4VbZ5qyb+hq0OvlHVWFihMwSGMV02banKsw6HZJnKVozm4AUQFajeKWYx5h2clUNLlQ4nmlyywNwVWvpFFwtpchWH5xuZmnm0OIFmUr0WLkZTrvFdxGoEnQqrIS0qCkKQSoLtqbq31hFSjGpYaU9DQSM9hWvVJiXXTmW5t171IF/pb6RDxvQJGliWkZFmUbcdfV1uOWsNTm22jS4dw7hul0iWrqpdbhlm0uKeBIyruq4OsDSv1lNYr7s1MtvKlUuEtjmAEC501O0WU1eppsJ0NrgTCjd3pyoSsk+bgIDUwCWic1zoOz5RrJprCdNcU24qmodBKyAEpKdD1BRG3lA54YV9NPrvoynmm0TNjcgixTmsLAbR5j+Tm28YKqFQlPSJd126WRbqGvSNLwkqbc7NjG4nMZ4aYaZl0zbQSlRLiWtk6qIUNIt2MVYdVQ3Ki7PtrYDvX0gZSLgKygQIZ4yIKUs4am5ZJWpQKXCoLPUMmosIkYDp8jVZ9VPXNGWC1HmtEg8xNycoIG4iPCwSuDc3YxjhiZl0fnLZcLhzWl7WN2/s7MNuYuw05KhbD/ADUNhtZtL2tYpuPPaBviam02SmpRimTDq2VoUpaiL31OnmdI01ewLLUbCLdTQ4UugkuoKibjMABbuMB0MPoBNhLwnPyNYkWXae42OWuy1KbUFDTbfaLNyZcaZZ5YaZCVdIKT0a92vfA94Dstqp80pTQBC9HM4ACbbe+CClILrKylTpOjQL6AL379IyTWWq0CSsiveJcbcB5jJS+kAhZAQcyNNtjHsvz/AEzM1MFGR0lsOvC1sqcyFeXhEiTS2iXA9HUFKczNoey+KbhR/CPUNqW21yCV85ajlzG7oAT4HS0IncUky3KmJcGVfaQVPEtkzA2sq6TptD0iyomSRLTTQUHUhJS/bJ1Jv7MR5ZE/Ly7aW2lqzuEoGVXUmyrneH5BidW5JoYezcyYTys6D6xOYX+yFsWQ0OmWS56SQo9oRKQlWUKKrCILGbmgk6gRLQSpIBgLU3SH2ySFKKtIQkIN15bkQlYI7H1wz65LV0K3J0iN2FGVEpCha51htaQqUCreJh17UpINiEnNEdtRUwlN7XvDLUviPSotcX7USjba/QnS8QZdZbWApNz3GJSiEo8iYDBIWQkJUlPjHoUpCUgd5tDBXdJI8Lw6hVmmyr3wbC3PXieadNxaFNAW1hKznVm+uPGtEEnxvEFuOKzJfy+IhTKsuloQtdngd9I+bUVdREDchJIBSTeGgErAUe4wsEZgCdxDINm1JHjCkHbGy7nRUeNDlNZdzfSEqN0kA77R63ewv3QpB9KhcWGvfCSQl3MNhHiV2JJGphh9xIWNdO+DcA8SpwqTlypEekuaW1A2hCXipu4N4cB+q4hrAPitSlAWt4x7nFyLQnllKNF3VePipObT9qAEWpQCbJ74aUkg6neHC+i4QSIbmNLKBgXILStIGUC5jwlZTcAQwySFFRF4VnzEpsYlw2Hi5ulW5GsNoNnUpAsI+ACgFHa2sKNyUqtoNolyCVWKihJFydYcUAAkGGmUhcxmJsRDq7qSVd4OkEgvUiG37lViBtCzYJhtwDOSAdoUh6hKUgm0fIWdAAN4aDi+oZTDiAAEkg7xBj5acjiFeUego0VbW8eunfyiOnOlRFtDrEISFgBaiO8QhlJUrU6GPCskC/fHqADZIVYiIQWhsIZvY6G8ej5VJCRqI+5gKFBRvmNhCWFELPSbA2EAgpxd1WtaIy0qWMwGxtEhw3c00KTrDJStAAubE3iBQttpDkuDtmG0N+jqSiwUPKH1DloSAbm0fN6thWUkDeFJcisLUG1FQIUNjEWWW6tLigmzgOkWDqkZLJtqY8SlIPSNYKY6YtSCCBoABqIiPqAFmwDeJjyA4tZCwNNhFeG2xMBSs3l4QCRFSySWlqy5SDpEnRCRraPGknIolPT3GFZeYmxtp4wLWDJnylZ150nt7wkGy7nYbQ4BZQAGoEMuD1Oo1JiCnmqpnMY+fQlxBQeq8NsG61FKr23h542QbaGCOiBUVgSRKtxteOXvhPss8uW/Sdf9ax01U7+i5lbDe8cufCjLjrEl6L28+vs/eY24XSVymtsCrBqW0q6Re6hBjww3eUuk6i2hgM4DUVqUpQ2UIM2GC2llOZVwQNBC4zdlcXyEmoJc9GIGRWZQN1KBSdDr9UTqOtXokssuA5nwAnbmajtdfdEOcW8adyEMrLK1g8pKiVHpV/1h1kBUvy3m1ctT4Bc2z9Xs/hGeIkncbmUr5rq2w46k5SWypQvtaI0k0DMtLVKKcU46CspTfNYN7a90e1JltK3luMkZ1Jvl5YvYDa0NU1qXS4nPlb9ba6C309KLd8FCSZ7Ny1m1gsZkKUgqzDe2SxHuhMu2pltBWlkha0quR8oMgh+WlZhMu84XEKazpUUHf2dR5Q6A1MMK5Mw2g5xmISbABG4tB2K3IqHX8rDeRzlr5ygMh0GqtO2dDHzZXMT17uJaQ4uxBNkG2tt9ImTUsUqUyXHPWOKso5rJHX0bbiEtyiWmXUNIcCzzGwFH5PyOm8Fq4VJArnOHddNZW7IrS4hxRU0oOK+co29+keu0HiGEv5ZgqBUW1o7ra6bbwUWUJTMi6y0kOFLR9X0jr8t4+cDSJxaC+lXrzpZGnSvXbeNccXJbiWMhgrDTeFmEF2pypnJoBS0KWkBuwJKNfCIuL8LMYhqcu+1WZVtRZWAsG6lWue6M3xYcU9jcIRMqYQrc5syUgX6or/iWSal+ajFrPNaQpRAK0qSLHa2msaIU2+a4u5v6/hevVWkyFNlatKtJZ6HlBy3MsTa8Iw5hqTolIU1UGpZ6d5+RS3MpTcXHtRS8Gq7OtVOYlJ5tydYIBF1kqSnMdYb4uYjlqtWWaTITSGWGHFKdfvYcwAgXv4Qrpybyj9CwxDgiRrL7M3SppmSd1ClF8WIOb7DEOv4Nr7kkJyUqjL862qxSHdXAL2tfYxXcO8UvUupqpdQmEqp7qtXHHD0rGayhbuMfcSKpNqxmpEtV0tBCA22tDikpRf2vP3w6U1LKKx6dwvjhEstczOsIQTlyl8Am+Y7ePnF7hHBHxXNoqTkxLzUwoHdVkp3BH63nGFqkxXGX8z2Jg8U3zn0oqt2htFpw7xJUPyjlqfNTU27JuBRUgLJIFyc1x3QakZuOjItC+xPgisVSsyU7Tkyob7DeVzsWV2vfGrxRTqjU8FN0lzL6a90Kyudux7Xvi4lJzpds6QHJvsWV1dybafQiWrl+qe/NXDnStzsdXVopMYuI9L9AmI4dUaq0CUWxM5crq7obure25jaNzE8y1KKzJWFCykjN2b77bx42l9xDYLiXitztgo3tvvtD7zTnoLKOe0FJN3LAXRr74plPPUuxPMisK33Kett5LjinnwtRSCS5qNRppaI7KmULKHWGlLS58om1ydLZddvGJTEsoS9xNJSUvJzqQkDkny12MKZS4l9xDfNZdQ7bQGyAbdP7UGQaex4w64/Lj0hCLBasqwEbgL0GvZhylALdb5waFptObI0Dy15tMuvZ8YWgKTJJImS28hxeXM4ejpX0bQqnv1FE3LFt4tpL2y9mjmOh6O+JYe2p1CG7TCl+drQ4jpTe9tYZQSHdTcmFFZy7bmEUTcSTcIUq+8RFlWYkHuh5ajkIEMt5ggq777QrAMuudZFrqI1hIALKCkbXhqcvzcyTbSEyj4LQbvqLxYtC2I6+UglOaygNoVMLV6Kgg7HWGFIKpgrIvEphBcdJUPVnugbjaIjoClPqbeHmImuBPK1VywkakQ0pAU8SBqUi8LmOgamw84e1ytlZJ16iVWZmJem1OWnnmLJcSy6F23tcCLSVT6hK1RzX8GMvf7Tcb6+r1/V+XVb+MdKS6uYyhAg1oZKjQISvFM+cy8yw7uqIlTq0hSpUzlTm2JOUTbM66qwTc2F4kqytzLoPd0xzX8LXF6phym4NlCbp9fOW/uJ/xH7IelSzMSUrHUOdJNkkEWBBhK19CUwL/g9YxGK+H8smYdzVGm/mkyCdVBPYX9Y/CCWodCFxTKDTsxrFf+U+H/jxzD7VWk/jXteh5xzNr7draJs3PykjJTE7PzDctLNpzLdcVZKR43jmqR//AJyJn/x1f/6n+sFfj2bcEsQ//qyf8Qi2VGMJ5YgTvG5s6diOkVla1Uuoys4ltCcxYdC8qTe17e4w1U8TUGnTaJSerEhLzC7ZW3XwlRvtoY5+4bcRKXgf4P7U3MWdqDsy76HL97ixl391/vhHBDh3WMXV88QcdZnBMupmJZp32/mqy/MHsiJwYrcZO500wfVqIULQv9LEYNhLaglW20Znipi1rB+Cp+rc0ImW0hMt5unQRTCLlsLJ2NVI1SQnmHRJTTMzyXlMu8tYORQ3B8/KJTKhpl9rs+UckfBXxjMS2NX6HUXytmtFb6Fk/pxr94v90dXMqOuX2tvKLKlHKBaldWsR4fpc1yKnVKfIP5P076E9OvskxBXj7BxsPynotgLk+nN6ffGR4h8FsOYyxM5X6pUqsmYcSlGRp1IQkAW0FoBfHjAOCMCNSdNpsxUpyszXXZ9xPQn5ytL3PsxbTw6fUEpWOq6Ziah1guJotVlKitoXX6O+leX35doD8/8ACDnJV51H5A1RSUEgHPYnqttli8+DtgR7CeDhNTrH+9p/1j/0EZelP8T+tGB4uzrrHwl8LoYDjKT6LcdVjmdOaJSUJXyu407qx0BgaunEuGpSqrk5qScmmCpTD+6NTFpLVKVVMOMNvsuKaNlpQ4CpBsDqO7eG21MSralu2ASCY5h4VcRTNcf6w7NKtTa5MltvXZSfklfZp+1FSpXg59gvzWOq+Z61EJlJ+Um1vIlplh5TKsriULuUHwI7ozmOsQMYYwdVMQvnpl2CpP63s/faAf8ABAxS9UMQ4lkJ5R9Kn8tSS4SnrV7f1dSYEKd02C+p0jUp+Tp0gqen5lqWlkJzOOuKyoSPMmM0/wASsAi3/pjQzY3/AONT/OKr4QZ/9TGIf/1dP+IQGuB/CHCmMcCsVesuVJMy46tJLL4SkAHTTLF1OirNtgu0zoOhY4wpWJ30KlV+nT0yU5uSw+FLt7ou56dlafKrmZl9uVlUC61OKASkeZMDrh9wewjhCv8AxxSHqgqZbQUjnPBQsd9MsD74ZFXny/h+g+kFimOkvOke3bKn67A3t9KK4003lTI5NBgb4ocPXHuS3jGjlzbL6QPxOkatD6VpCkEKSdQR36eMBWW+D/w5qVClFy71SW6UhYmkTQUlQtfQAWgy0uRlqbTpaQlElEvLNJbbRe9kpFhFdSNhojwAUVKHjCkJJSLeMepsEkR5mKVpA8IqsMKSnoHkq8IKyHQkHvvC1EpCQkdoXj4NBTiXD36RADmQltR0BMNquDbNHjSlrzgpNgYTokXvre+sLYgsWyZlQrmdAQjcjaPE2ttfSPW7BCSLHN3xLEGVIUpJygXG8NNrGcAHU7w4ohJUASbbxEazekFaBcX2gFkSYAAtwAgp7rRFm0qGUNi/lEpPQskd8RKvOKlpRTzcsp5afZG8RoWA8y6rRtdwLbQshNrk6RXU+bXNtpfeaUwpQ0Sd4mOrSlrUjXbxiJDNEhKrulQOltIZUTkyg3N9YbaeCl5I9W7bS1td4OUNjxKMr+ZIsk/fDs2oJbN4+B6fMbRDml5hdSrZt4XckdSLVVpVJk31tb7Y5b+FUhxyQlk58hL2uWOmKolaW765c1vsjmX4U6m5aRYcCinO9peN2E1bK8THlBhgtsE6GwJgyYUbQ20SvQA7/XAXwLzAFnvCtLwZsM2W2rU38O7eExfnKI+UnTzTRynllKC9cK0OU5V+Jiew0+tJLYOX0hQU5l7B12yq74hVJbK2EJdeIUpd0BXjlXpcx7JEhkKKWjd9WROUdXa3N9xGeOxXLzCKm760uErRkcIVmWroV83XviBSZnM04WzlcLtm0rc0Ghun64cnElbjriFB9CndUlWpPVqdd9I+aQ6lq7Z5oCtAUqGcW1VvuIdFcydLzMwwyWlqQi7ieWgO6Da97iILud9RSWXL51FJQpB5YynXcaGGith1xQS8H1svJ6UqV60a+BiTOpS0+SEp5arm5vc9O5v3CDsCwwFzIS82hBIKFAZmSm6devRR8IW0tSXiVvgoC1A35uqdev7oizUu4+guBq1isEhCf+Z4Ds6R8xKp5b+eYQyS8sK9YlNj6z3dOkEhMAc0POHM5irZAvtZj1Qh/nIaDnNSjM+qwBOu+sKvzXGm9SGlXycxPauenfaBNVeI80uqFmXk2ENMvq5QKla79MWU6LqbAHeI9EqdQxYwtpCVpdJStSDbIeYT47Rat8PsNtJKZt2abVchZD6dDYnx2ii/2m1MvN+lU+XdUkqUChawSLHTURq8GYjlsQAjOUv5VFDZev05DcG8a6k6kESxU4jRJ4UorEthumPqmphSg4sXWBoq9yIx1DwXP1amzMwth1Lilp9EuRda7quVX7o1vEDFE1RKu3LU9yXdfcuvqGZKU2V0keMWGCsSMVmnJbfKUTbTnrwWwlC03V2RDOc4RukJFAzxFh6aoVbS0Zd5xGXmNkpKs5F9FWG14l1aVn65VpR9cmtozmVsWSrKlQPUT5aRpcXYwqEhiJUrKU8HIs5g8TdwEGyUx4MaYqlwymVooCXFLVkV1BYGa9vCLc02k7BQ3P8ADZXLmRJz4mFrIyoJKU9I1+rSKjALr9DrqX1UyYUllS2OYlsqUSSb/sxoWcfOTVBnX3WkonJdPQls2Lg1v9kWHD7FM3WJ0S8+zLOuIvyVIUBdBvfYbiK5SqZXmQ+htkuPqLbrYelvWkAOFYCfoiEVF99tDdn2wsqyoWk9k3V0m4jHcSMU1OhTEnKyyWFhxxSjzUpJA+rvi/oE29UcMSVQdeYQ88sqsE6LAK9d94xqk8uaQrLeVVMmRtMOtpXzOlWQkoAA6BYd8NvIaCGjdCFu5lB1Q7A6uk3G8eI5DjaG7OO51EpUCm22++8PvNIZp8uG0qcUM2hJGft6mx3iu+thbEbKBIS6EctKLj2E3tmO/nHkopznPNCZbBJJyKGoTY769qJTrY9EYWL25lzZBuepWm/aEMoaYUlw2WpBdKsxACyerUwM1h9xSZRT0m8lhTHZdUEqWkHZzTtbwimGZbnpdh70dCubcAups52t/Wbx6EOJK8jYKTzV5ghW9l9e20SKc0t2eQ47KqWlL2axbN1Hq6h07QHrAK3OnkuIDqjfMTvEr9EEnQJ1ERWw0FqVbUmJSMpvc6WidDez1JK7qTpcQh6XQ61lK7anaPrGxCDYW1hATyUixJue+FbsgKJUTTjqHFJJukDXxMLZT+asupGxsSIXUkErUs2BItePJdTaZBBBIJc+2LEaIklF+/xh0LAcV3jxhlCuu/j3Q6wAF5T7RNhEEaHGgMubvBhM36xCyPmnT6oWCAFG2o3MJeOZCS2Lgg3tBixGc3fBZ/8A0m43H6/X/wC9VHR8v9HptHJOEKti3AeM8Sz0hhOcmxPFYc/NnP7QlPVaN3TuMmOJmdlWDw8nUIWtKSuy9P7ka6sM08xVTdo2DViqtS9Do07VZxYSxLsqcWfcI4/wRjWiO8UKjjLFqXnUvA8lkNXvm06sx7kdMF34TszXqnTpDDdJpVRmxN2cmeQ2SNFWQm4031+qNnw/4YYbo2DqbI1CkU6bnmx+cvuS6VlSzqdT3QabVNXfUjV2AvgriimYb4tPNyb7zOHKgSg8zo7XYV7wdI62DgMuHU6gpsIB/wAIvh1JLw4mo4XpDSZyUN1tyzfyyT9EbkFKT9sEHhHV5+tcP6ZNVSSflJ1COTMIeQUqK0aE6+O/1xVWtUtVXUeGmgGaUkr+F5OOqXrzHE298taC1x7sOCuIBf8A7Okf3hA0pFGqLfwr5ufckZn0QuOr53KOWxlbDWCbx1ZmZrhLXJeUl1vuraQEoQnMT1p2EP1X3C23OSqFTZunJp2NKjRFT9BYnw276zo/VV82/wBhjtDAeIqHiehsVKhzaXWHAElAFlNn5pHcYwHweqJm4PGn1in3aemH0OS8y2dUqX4GMFifDOLeDGMxW8HMP1Ggzx9ZLNt57fRUB9xiVPeXWzIuU6ja7BV7PjHJ3wrMXs1jGTGF5d0iTpZPpNj2nTv9g++D/N41SeFk5iqRp8644ZWzct6P60L7GVSf1vugPfBz4dGvO1nFeM6OZt2aeyNJnW9/aWvKrzNvqMLQtC7ZJcwNOJOJ8Jzj2G6tgd2blp+lNpQecxkJKLZTv74634Y4pYxXhCQrksjIqaZSVJ+a4NFj7RFPX+FGCKjSJmSYw5TJNx5tSUvMy6QtBtoQffA2+DS7iTDOKqngytSE6GEEqadLZ5SFI0NlbWIt+75w05RqrR7Ehyys+odcY4kpuF8MzlaqGXlSqL28Vdw95jmrg5SJ/irxPnOIOJGSZKXdu0g9grHZbHkkfwhPwqcXz1XxGMJ01t0yMmrM/YGzz/j7h+MO4K40/kvhyTokhgR1LUs0EZg+QVq71Hp3Jgxg1ot2DdnUDKQgWGg7o5o4wuZvhO4Xbyntyh/+cTBL4QcTKhj2ZqLUxh1+nNSSUHmlZUFFV9NUjwge8WJGcX8JvC74ZUU5ZQ3A07ZMVUI5HJMeWrj9Qu8X6yuhcNq3PM29ILBbat2syunT7Y5UlcDzo4RJxzLNrS+xPWsN0sg7/UrWDB8LSaqLkjR8Py0vNvCamlPEtC40FkD71QTcJ4TlpPhvLYVmGg42mSEvMAjtqI6z9Z1h6c+EvqK45mAPi5xEe4hULC+F6Sq81Usi51APZdvlCD9eY/ZEORoauFfwiaPKtH8ye5IPmlwZVf39Y1PADhpO0XixWJirMZU0MlmVcOzy1bK/c/ERa/C+oExOUujYgkELM7KuqZIaGuUlKkq08Cn74tzLNlQnwZwhfCBN+C+IT3ejI/xCOf8AhRw9x3ibCTdSoGLTTJELKRLomHkklJ1NkaQZOIc5UMRfBpmZr0d8zs5TmVFvl9d8yc2n1GBJwt4mYiwRhJugt4LnJzItS+aeYi9+62QxXTvlaQ8two8JeHWP8N4tTUq7jJypyHKWksKeeUVFR0Fl6RvuJWAaHjqjokKmlTamiVsvI7bS/EHw8owvCvitiTFmJmaJUsETVMZUhSvSbLKdPHMkRI4zY24hYTxQy9SMNGpUBpv1nq8+dz2upOot7vGK4pqQHawMqrI8SeBLjUxJ1A1fDZd9Yd0W+klXySj4iOjMEYjl8R4cp1alB+bzrQUjyI3H1G8c1cQuJuKuJtBVhGjYQmpZbzyFvFKi5mCTtsLfXHRPDGgOYYwHRqO8LPsspLgGwUSSbfWTDYiKsr7gpmq/SqHhCZhRSjMjYx6QQkE7neElQSgIO0YFcuFsuEtrSse+HG1pISlPdEVBUQpO97CJCLBabD3xBZI9cdVywCnTMYYmW0qLar2UIeUTdXheGpgpBQfEkxBkOLUMpQD0gwlTaShOY3ttDYUFoV3G8OE3b6BraJch68sJGmukQkhapk6dMPELU2ruvHl8qVNtkFR74AY6D6rZiARCZgerKCbWTCUJuly4svSEVlSkslAFlWiXClqR+UFFYzHWxEO9nKSpV4hSLjpLaVGxIN4nKtkSc+yvCBcecdBhtlSCHL2uQYcWjMV5dLq0hZTlSbqzJ2EJ1QQTqO60S5LiXHFA5b2sLEmIT6kqzZtVI2IiY+lLy065VA3UIbdZaccctpcbCEHhoVk28VywSkrTookGOXfhXJSW6c0D1HXWOmaqC2gC5te0c1fCjdC108EApQSNRrG/A7lGLXLoDjBwSSAna+toLeFroZsvbNt37wHMAhZcOtrqg0YcSFAgi1u/64XF+czx8pPrr+dpKMyRZXcpSSDlVr9UJkXnBKKaW6peV9RuJkElXVqARtEaoLQk5E6WNiQe/KdLX74lUhtWVQWFFSXFFAyqUE9vp0jMvKLPzEadzOqWH1rA5wKsjaO11+W0NKkiphxwpXcKIUEcsEH6u6HJ5KZcuBsHOpwArKjZOiujs7xFaamCS3fIoZr5lHpHV0quN/CLIlMinw5TpyVRON2dRLibBS44q6r2V90aKZlmG1vBavWKFtWVKtorTQ99oZRKrbyNhplZD2hUU2AynpVpvEaZl5dwvLc9HsXClWaxKR6zXcbQZq5BxbzahkZm0NpSlZy+tTp63o179Ybcl3FEejvZ2lurOUvjQes6OoHXWHW5dp1BU1c2bUpSs6jca9eh31hbiCqWOR4qHOUc4SvUa9ep31iJkPWkviaQ0w8z2TqX2+znV02t3GOf6RMMS+KlP1NkOtB5fP5CM2fXtIHfrHQDDCC9KsNWsRnPb+d8p7ox9S4WUt2ZQ8w+4grOdKEBQShv5wFvujTh6yhe4rKmvcQcPzTJdcQgPoQopSJQJCibgd0YnCtXNKmZuurYZK1NqGQAC5NwCB4QTGuGVBbbKyw4pKV7OTRuga9XZ2hyscNqVOy7LjTLkolpWS6ZoW3OvZ2i9YiktAgkl5XEGIFzFWblnJlViXFpCb5SDqAe+F0SZfoFYUioNOSryEqBPLGcC51g002hs0mTYYZmW22EKUm68pJVY7mIOOcFS9el2lNraanG3nUl0WJBudFW7oZYuDdnsKogjxPU0VGt/GDbiwmY9bZSwC0dbEeUTEPTDjbb6sRy7WRKrI5lyn7PGNVO8KZhLSyJlsnmANL5gIym/SdPCLKV4aUxl1V5kizmX/iEixF9LeGkP7RTsSwNaTneptQkGmM7jkuFFadSi2t/cYk4KxA1hucdeMj6SVN5Gyl4oyA3uqCnRsE0mguKdYIffcSUKccduEq1sn3aRWzeAKBUXWn2S5KpKl5gh1NlEE337rwksVB3T2JZmGxviRrE0xKvMy7zK0Zk2U5mufHWCTgstIwlKyDnPSoHq7ILSrrsfriNSsA0unLLT7C33OepPNVpYC+0aWZC2nJdtPMbbBKc6DYEAub2TvFNWrGStEbYRModzlDbqLhdl3KDY2NrQ8W23ZVtKpsNkqOb1abJV16Dqjz0mdZRm1LK3SlRVZRAsrTVO8LbLcy2UywaLiCpJSoNdIuvfTeM1wWFPMNNhDIbS26l9Vxy2yM91dW8eqSl1BaQ0kOc05rNN3z9XntD1RdDjQ6W0oSpYBUpoqCbr384rlhhTaDlQDqkK9XcJuvU67xWAsy3nlWMrLYXd3XlaLVZfqt9odlWrzxQ4prpe1IYPqz19A8ohBTRbbbQ2hYQHRppy02V19reHpR0KqqC2lmwdtkzbp9Z1nr3gy8g0dzphN0KBbN0q7jEsKJb6E3I3iPLt30X3bRLCSEkDaJfQ6EjwXCSR3/dHkwSEpF7mPEnIbE3hKykdSe1cwOgUQ58pNtIQwn1DN7bk2MfVBYAA77XhQT8mPAQ1xkLYAANz3w4ps6ZFaw3ly3V4QpslWqTEQ1rjri7KUPEbQqXUciEgWAMRpkqyJy6G+ph9hRUrK2LEDUxEI0OPNjKpJtrDAbSWspSPsh5Z0uvciGEAJYS4pehMG4EIYQSg5R2dj5RKbsgpyjzt4w0xmDgsNAMpEONqJcCCNjvBkBns+kOpLeW5V3eENutBphpI7oW+XEzgKeyO+FPpU8QlsdQ1tFYRLLScxK0gXTa/fCkoFuWdQNoQ0Hg2rPqpKrQ62SSNNTD8zCKyhKSFpFjtaGi0VEbWvCHHgVlClbR6p2yejVOXeFbkiWJWQBmwtl90IaGU6AAQouDkqJUCcu8Mq1ykX2vAzCWHcpNiCbwy6pINwkZdNbQ7nWWSUKAUIqpdqb9PnbzfMbXlyI0SlOn+aCnYZRJ6mGV6ql0X37IMMOyzWUENI92URKYPSLnW0fOrCGxcXhrhI8ultAslKU+NhaJiEoUlBUlJUNjbWIzam15iG1XB3iQk2SDtrFctSCn2WXEpLjaVFO1xe0Jl1JLht3Q8b31IOkNlIQb7XF4W4BqYS16WXSOq0PgAgEIBCh3iK9eZ4c5DmiTaJiVTBaSUkWtBuFxHmQlWikja1rQ0tLfWQlHT5Q60EgXJhp4stIde3Sd4ssIjxltpJQ+kgKI2AiQ1kUkJWi5vfWIco408u40SBoImN3vcxGgsjIlUF0qLLaVDawAiRYdKdBDUySHytANlDXyhC1ZnZYkEWP2xEHzEx3ql1EdoGGnAC2k+A1hSlddh9cNuAkgDsqipSIkJtkSnKb6gQ624suDxjzKA2fuiMCtud6j7ItAJuTkm5Vc7wy9lSpAJuCCYWnVCiN1XiM6Emc5ayQAmBciH2xdQSN4fHcLQwzZs2Bv5xJFgU38INxGIcAy27oiIZyrzE2uYlAnc6wlaeYsAaEQGMhnKELzknMbR9URnQHFdrwhp50LuQk3SsiG8ynnANdBeFZYl1PpZK+YjpAsDDT0w+l1LRbSEk7xMZQSSTpYR7MMpWhIOhA3gp2DnvoR8ikgkHpJuLwy086pwoI6DqkxIUVZzm7NiADDCSi4WDsLACAnceGxITZUxYDu1MLfS2EEoHrBppDUurO+Uo3AuYW4VAFIGpN7wbAvqUVZbWEkgkqvcXjlj4Tr7vxzJMKKUqsVG+0daVUBVje2UG4jk34VQZXiSWLq0oHKFo3YRalWIfKYTB5QXEqb7zpBfwzlSwEA9ROsBrh+hSO33q0gx0VvLK5kq9Z3QmJ3My2EVYZJoFLjimkg5QojToc01G8SsPFSAtakZburKBYdXW7voNYrsUMvLbAQtQSLqXlJ0FnNdDvFvQTaRfLJOTMuylOqSScy+oaecULVCTItWW0huYAUlsBRWkHy5nnvHsm8w40t08khS1XSFEXtmsrffSPqn65lbTgQpxS1rUskdBAc11TtEQJZTKuIYCc4dWdMu9ndRptBtcRkt9AbCswu2VkqSlZ11VqNe60Jmw36OhfMWDzTdXj9Pv2tH0w0yGiHRotTmWyk9Kru9XuiJMPqDHJSlPMDiikX0Wbr6RY7G0Ru4D1whN1NtocClHQcq+br6tPZhhMuzzwAylKgs5knJ27Hz7MPMLmGEpS4uYUVhRIyr1csq7PuhSUNOkBDUyQouWuFXJB1b+qDYBJp4KnEKQiXShBUAkhF82fbfsx87NtPOyqnGGkuJSrLlCNfLfsx7JoCksIWXkZkkXyr2z9j3xHZl3SiXUFqKFNG9yoG1uxqID1BYfnA4Gmi+4pxRUcuRpYtoejtbREbeLYZQhLzl3FlKFBeuuqTr3RJcyIEu2860A2mybJBzi23Z7QhttTS3VNtuSrqrlQ6LE67DTeCwkJSX1hp3NNBsk9d19QsbtmJyuSGkqS7M3GYpGUnOLr9UfdDDLSAkNvJllZwVkX023HmIRLMuOMqJRLnqUs5FDVPX1DzggyDxmnneS2pCkpyqIVnT1p69P1hHra1CTUlgKJcec6s/s3X0bbw3LhJyoAaKQok2WDbtdQ6t/KH2HmnGQ2w62lK3l3uTtdfUOvtQLgsNhxaikJeWooZA+U3GZenv1hL0ulQS6kthWRzQq31PTt2olSJKnyGky4CW7Zs5Ft+rffWEOvj0IpRv15iFjQa9Y6t4LdhiM242HkqbCVBK1XKjqkXXc6HeI8y1MuJaZShCk8wrAHtaudW+8Sksy3P5agola1OIVbv69T5R5NANtyym1t2DpzGyb369fdBuAZ5bjbKklAN3lqJsr/mdW+8IfWrmMFWVu/MuQk32X16d8OPJQhshYCiHVuXB37f3R5zWSk5ENoK85SV33srXQ7QwB6YTNejOZpdaTzFqUrMux+VsvaGpxttDzLiUqQFPKJGZWq7r69todU8DJtsgo6lr0sLlXrbDfaPUuhawkhGdLyxlt7d3OnfaEauAQ+0oZHCW0oK1lPXub9rbaHZJqWM967lBane5warubK22htTTqlsWWsNqccF9dDfsbxPlmXBUGrTTiVB0pzEq3ubN7w62DFHScoCRnza7Q9YhalB03OlhEOUccQwnVK9zD2Z3R5SQnW9orOlYk7rtpqI8Vl5V8oBOkJQQtXNCbaWj5+6mdG7BMFMhFm0Bdk5QYZQs8rUDMFWB8LR9MKVpl7oWpFhmCfVqF/rMMMh0uWSCRvDvMBsSmwAufOI6PlLdwESOhScp0tEIxp9SVoFu42hTDORKVbHNaIqylIVa+q7xOtdNx3WMKmRkeZQ4pD2pOVUOMZUyliNRHpcWWXQm1zEZtRCDzQT7ocUfZUSs5YdUSFJJNjtERtSc61IWSk7jvh0LWOXlTmIN7GAwj6irNc7QlSlJsvUQpZClEfWIYm1qy8tBsRvCgSuel8k+87x62+Uu5VJO+8RSvUiwsNjD8urOoEn6oJblPHm1IL0wHCVE6jyjxhwOtZkA2G4MOHTmEm6e+GwosrHLKeSoanwiN3DsTcqfR7XFjpHygpDdriG+lpKu9KRpeI7cyt0qQoCw7KoVorsS8+QWsLEawwyWS8pxVkgGyY+CiEkEaiInLDQKgcwUq6h4QUMokxtSuag2sLaWhuZaOXOpZAC72EesKBS2U3Btt4QucUEspJsApUC9gMWyv1elrnvh9SEI5ZOoJ1HjEOVAdBCdLCFv5yEL5lggwLitEpCkqVaHnUBTdh3RGZJyCw+uJCQbAX8zC9RL6lYtClS5Sg2VfUROl7JQhK1HQQ0kt8tbpOUjS0OlVmUqGU3GkNm0LG7ofbsVJzG4HfDLxCw43vfaFgHl6naGrm5JgJiDcqypo2Scx74nAi4B3iMlR11hSHhmKjbKkQwHqOukFJIH1Q2tPShQvltYjwhWYD3mFLWAAgd+8IQQkDlAJUVJve0KNikDNDbp5bRy7XhKVkgK0taBYZIdXYs9RsobRElXip7MrUXtEjMlaDfxhDKEtkhI0veCMx9JBJIFiowhzOVjmC6QdIcaIUNd4TMklQynS2kBoQ+StIbVca30h4ODlt3F7nU+EM5TYE6WGp8YVZWbUaW0EQArLnOUdKRtHuYJ1vdQhDOx8er8IrpRmbaA9Lf5ri1qV2bWTfQRBkiYhRLroSBtpD2gAF9SISGUpXmBsrLCnEKygpGvjEiAbdO6U72hK3UKVkNgrKAIYdS8DosZ4dQyhwIWtPUk7xHoGwxNs5wRlub3jyXCUFKSCNdu6Jz4QnQ7RGCAVdq/lCssjMfbUhK1aARAdILynm7kA6DwiUE5XNriK9Lo9Ff0KVZ7WhdUGK1IFTWty6xoU7xyl8Kd9xmsSLnLz3KgTHUE+t0oWQdVDaOXvhTLcBkGkkekcxRPujoYN+8K8T5TFYMeQ7Yo2CrQXqDctC56k6iAvgBhxkctR1Uu8GmiN3RfvI0hMXoyiGsSBi4PEoaDRN1KOYEKuqzm/lrFthpxXoRySgTmcWFdHYN1aaGIlbSj0hsFwpCdBmPbGVXq+/qixowUae4DMNdSlBScw0GZemvtCKXqiqZCqyns7amWHUZS4Qm6/WAZroNvfHjCR6Gl5KHFJcUrKTzND13b++FVt9xBCS6woLS5nKRqBr1DziJzJppptKElYKPWISqwtZfrBrvDMQlrs7ccq2RTltV9QOf1e2+sR5pIdA5h5ATmUk94T16C43EONhYlluPIWVh5zKAs69qzg1h2dadU82v1qkhalZQVaH1nV7ojaFIMoqXdZSm+ZYbzE8pFgnXUWPahcsGEOKeQsrCi4QEsg2GYa77x5T2yplLS21AA3F0CwVc9e3Zj5hhLeQS7aEetdNiykgG+p9xiIW5JknGlvNLcWUKUAUJ5BsOq+a4MfS8yPQpZu5uWrD1bg106tDDMq4w2uXQtpK0hQKU8hOh0uPdEVDaXESGSXaNknKkspta6dD1bQLAzFk2+6p9sOcxohPWUhRCRp60a98M8ptExLrbmHNFKIzZwRt6z3Q3LlNmiuXQtOQKGUjQdPSddodaeaTNIdYbUrQ+wSDt0b7QQ5xcu2UrlvXtIuVLQCtXSr52o2MNKmEpMupqZSErzKsD2HOrq27MestrfVKNhnKrUjOFi/8Ay94aTLoWw0lTZugKALal9atfVbwobiW3kyzSQXGAorOg3Sdev3RIkXQ9Ly3rENkPEix7Krnr221hthKnQy4VLWsgg5m7ZzY9G3dC0h9tEtySi6Sc4N9duj6rwzIWDbjbbTa/SkAOCyk5rZVWHV7oY9H9IZZWJxpCSSEjnAdVjqdNtYYlROuS7Tq3QoKTqAD19I07PdEJ2cyOtKVnWnlZVJAHUMo0Gm4hbhJE3KOF5pwMlqxOZXKFr9XToraEzcqlLkqlSgCVKKVBNrdq6TrEf055RS0rlnMk7tp6R1WOnfCp45Vyq1JbSVlQvlTZSderfeGIMzcoosOKZmXEm7ihcq8VXRtHjDYS02svtuFLazdblrCyujaH5Ra21OPOrStORwXGgvc67wy83mSolVhkWTZdhbqsrSHFJYDAZZUh9sLsesHusvp7O+sJkeapSUqfbcPX1KA1HVptvHiQuVlWmsi7hBXc59DY+s92sKS6txpJbzuKTmX0qUMp6/We6EAOUx1pl9AUtOdIULZE9Qun748klSy6tLTAsXQbZVNpsR1/frEJl2bDqFrz2Ciq+c9JuOvbaLGkTImJyXZdzkc3NdLliDr1dnbWCwwOkxqlBtZOoiYpNmkgnyiEwQtgk3VYk6RMl1haLAbeMRnUkh5gJSkpIO9oWu2UpOwhAKggg7qVcQhSzcm8ArRBmUjPkuQLwuYmEoA0OVIy290MPr5jxzaWMLFlJssdQN/qhi1C2lhauak6EXIh9BTntm0I3hlpSUoNrCxsIf8AnAWsRERGKdQhxJBAFtdI+SAM2psqwiPzCFqIGmWJAdGl+4QEKJHQHIYQtRynSxNoUV5w4oagGGsydEnSyrwR0j2YQUvKeQAkhWo8YeI5qi4NF22hiZs8rMl3KBv5w+VC6GlJOo0I74FwWPZdSVzHMvoBaIc4tSV8wrsCbKHjEtDBBUrVuw0iFNKU2EBxIVmP2wLEgeoIUwrL7iIckk2WVZjttCAtKEEptcmwEONqKSCRrBHbFTCj6OqyVJKjY374bUcjqUpAyZdQe+G5qaVylZySvNa3hC0uIC0rUMyLb+cQm4+9MZFIacQTmF7iGakoSjRcZQVhYuQO6PnHb3URp3R9muiytolhLHq33HZdlahlCh1W74beupCg3e53j1lfMdPTYJ0Ahs3Q6VIJyk6nwhkMiXKOZFAb6QucSpYQCMpGtojS4USkg2OW5B3iQmyiHCSCO8wuUXNcYlczaXE6i47USFEJaRmVcnu8YU2EG6swhuYyrIUU3KOzaAiXJbSinp8IfbczKAB79TENDveoQphzq98CwjjqeTFnGlpCSFR4BZtA1KkDTzjxtwutuWIBEettXdQoPd20QYlsucxgnslQhhDqspDgtlOnnDM28WSzYHqGiISzMNulKbWUDqIBMpMlF51LUpOUHuhCr5l6WQO6Pr6DKNzHxsHUoVcA7qiIFh9leYaixEevmykdxMM6pHeVA6x6+vqF1A+UAUXNkIa1VcmIK1WeLaMyVK7+6JDiitBBO0MtAKe1OfTSCkPEeb0Qqyr9OkP5gVpAOyNYiIUEqKANjDrIKnbg9rSARolNrsm4EKctlB74iZ1BZbB2NjDhX68i99NID1BYfQbk3MPN2BvaIwNzoN4dDiSQAbFJ1gWEYhbnUq6bG8JSpS8pUbWGkKeAU7YHtGIoWtT2QDRAgWIoksDU38IcQVnovpaGlLISbb2iPLTaVupLgIsbGGuG1x6YSEAlaeyN4S2oWCBfKrW8fTDra2VDUnwhqXCuWhRuAV2EAZIkTBSoXO+8JZSFJBUbawlBTzlJsdrXhSBlUmx0iS1JsKUFBdradxiqm0llTiAdzck98Wcw6RMNpQ2VlR1PcIhT6S4oE662gD01cyVQU826leboA1EctfCscyVemKzkqVnJEdWVxu63UnS1tY5W+FO2GqlTncuZSSoXMbcHH3hTipcplcCvB4Z0DqCrQZ8MsqSwSVWui8BHBSVyiklIvnVBvwy7mkFZ9ynSKsWucqh5T6st8x1DrihcgFWVrsdI6xrubw5RCpckguLSm7qr3Sray+vffWI1VSo8sHLmLgNgsjIbJ302h3DYaWlhK5YgB1RT6zvynX3GK07RKHuR6tyShoKDgKUKGcZhyujtD3wwyy4GkIflUqbRc9o9A6vWbRLq7ZW6z0LIyrCRpYHl7HXaIyVPIZZQ0F3StfLKkXzG6+k9W0S1xWPvehyaRybn17mTs/8AM8tv5RHJVzmr3tbo2+UzL7W2kDzEuL61QK8zIy7EtMMEqAbcUscwZjofLwhtXEx1kNemyIHL/s31de/Ttt/5Y0+y1JeXUCYSZFbJMu0UhWZKwnW1ttN49lnCphC2lvKJWtHbI106N9oGjPEWU9KaS/IPnKCVFLiTfQeUS5TiJRC3K5pWbOUlWVIR16jX3xPZ66F0N/KLfmZ1jM0DdO3ztU6bnaFABpDMupAN1dr52ienbujDN8UqIHS+unTiVNhIFm279obeUMI4kUczBU4zNJSgpIs23bstjTz6InAkCxuJdDT6kHMXOYCQso1UNN+jeIzjqFrYSnltAmyhydTYjy3jLscRqKlxBKJttKUlKlJlxoDbbWHJTiNQmVS+Z167V9SxqkEixGusKqNVh0Ni0lS2pYkpcKUXUoJANrDbzEJ5raXWVuONKWUkhJKdRp1drtRjFcTaKDLhLjqeWDdSUEZCQPpa3hqT4hUFxYS85MyzKSSs5SSlWm3V3wfZ6odDasOpC2EqeTmurIG20DOi3n3xJc5YZl2WrAqKlE5U3SfK3fGHb4hYdQ9LJX6SC2hSnFBpQy6aAdcS6fxFw4+uXIqD8uuys+ZCtLnTv3gKhVY10adKJhIacUBdTfQlNrA2Gu8NPrypa9IccQVt3UtCL5NB1Cyoy73EvD8spttZmnwlFiQDqSE7XiPP8SMOkMBDU4hTbdwS0kgaJ3hvZqoLo1KUuNOyLZbUE5lHmgq01PXDjXPWxKFToS2FkKQcx5Fv0n9eMYtGPcPO+iZ0PhAJVZUsO14e6IjOPsPy77JlG5ogqJF2wkK8lX7oPs1UCsbnnApPSlKkLJVorTXRzUbfzj4OOqCQUstpQAQkp7K7Hr7O0YNrG9MX1Nl4N2IAdRcqJOgNvZizZxvQEFtJnCohAQVBlfWbapiOjVI0jYNKYebl0hxBCiogKUOg2XrttC5NnMhHqWSpbTiQCE6aDXbYxkF45wwtEqhdRmSvJ1ENLGZNj0RLOPcN50K+MFkhOVsBK+kW74Xg1FuE0DTzqHZQLZSApTiENhKLJN+/yMSpJ7K9KBshAzkFQyXCrD1f6sRKRUJefZYmJd5Sw5nuTn6wSNtIk01SUTsmGQXFXUnMpSrKFuxtv5xVJW3ItDpWXIS3fN0gjSJKJhjmkEmA09xgp8itxpySWVINjr/pDEvxvpKMyzILUVK8f9ICSkrmj2yh0v8Agw2zKkuJBSq2sR+fywWVEkE6KgStcbKSpbn5msgjx2+6G18aaYZZKESSyQrXX/SFTjewPa6fS/4MKU24Uzdzpe2kPLN1JOxMBqf4yyayFpkST33c+zuiSONEnmTenAqsE35ux+yLFOHf80J/yVH5/gwu5TzkgG94loJA22NoCSeNcg05cyaiQdOv/SHU8c5Iu8s0/MCL35n+kROHcP8AyNJ//wAYXH1Z3nL6WP2w4VKIARbbWA89xvkXFEiRt83rj5HHKSugCngEI6hzO+FU4vqD/kqHf8gxNhaUq606nUQpIUEFwKFgDp4wHqfxspjodVMyJbWNE+s3EWJ4wUgspdMqoIV4OQk6sV1Hh4hQl1/IJvZ0SLXMfMuXeyE3V3QNJfi9SplKnBIrznvzwn/arR5Yh/0NThI1IXreK/aKPWQ/ttMKDrriV5LmxGsMunMgBWoG0DVHFiSeLavi9a1HtEL7o8XxVYSCBS1lP68F4nDpeYpl4pQi7MJhQFICvshCAFqUL6wNk8VGMi2kU186Cyi5ChxRl2yhXxYvN3+s3gxr031C/E6XcI62+qxUB3CPjZJylQJAgcOcUZVaiv4rWm2p9ZDD3FOnOA3kHEWFvlNYbjU31IvE6HcJWc6BQ0JhDzvKI1JSdAPAQPUcSpYtoHoLygkfOEfDiVKLv+YPfvCIq1K/mB/ymH7hKWEpSFJPahDIserXwgfvcTZJaE2p76QnQ9QhCeJ0lon0F4EHTqER16d9wf8AKYfuEmyOchWxy2hVvzZaAbgi1iYHy+JVPCUr9Df28RDn+0WWcFhJPJA31EVyxNJdR/8AksLLqbxAaUEpsUqA+2HGVIyJWQCrMU3gfK4kyYeKDIPHKAQbiEOcTJQapkX9dtRvEWJp9yf8lhu4Q1p61FKrITraPWb8sKAAWDcGBynibJlDmenv5hp2hCxxSkkoSBTXtPFQgvEU1rcReK4Z9TfZXMigQCFnqI7o+lXVy1kKKlgmyfKB+ritIJQSKc/7swiMrixKLSQKa+CD84RFXpvW43/K4b1BNqOZ+WWptZbNrJPhECjNTMs1ke1Uk3vftCMH/takzL8s014LO11DWPGuLEgQQKdMJ7gCoQVWp9xP+Ww3qCk4XQ0VgjLa4EIC1nKrLraBwvivJqSEfFj1rW7Yj1rilJ8mwpr5KDbtjeI69NdSR8Vwz+IJZdWVaggQy6tSplFiQO+B4eKMgUJtIzJtv1CPBxNpiylaJR8lB1BWIr9poL4i2GPoPZhISvLnJF82kJz3cCSQUWgfTHFKnBGcyriEd/WI9b4n0S4UtCwkC/bED2qk9pFqxdJdTcNZS5mC+kHpH3RMZdSCE6bwN2+KNCbUpSZZwBGhBUPfDzfEmiqfW82w4Gwm5usd+sGWJoR+IM8XSfUJpWLhVhoIbcdF0uNkXta3ugfN8UaOtNjLuEb9obR81xRpTwU8iUcKc1gMwiv2uh6it4ukuoQ2XVLTrYeEOpN0EAajW4gcNcTZJKggyTpvsARFrLY9lQzZck6LnYKEF4qkviRUsZTlrc2YWEhVj7MQ5TMHCVKCwe87xlVYwlnc4akJhZ7wFAERHbxtLtoN5WY0N8ul0wvtlF6Zi32invc2iy46FXsFeFoYDvLJb0CvdGV/L+RyZvRHwe8XEQZjHcj6RmRKPg21uRCxxmHavmG9rpdwgy6klrUC8O5lhFtAIwcvj6RUx0yT4UDrqIUvH8kFWVKvjzzCIsdh3pmB7RS7m4U4UHQA33h1C7gCwA3jAHiDJuXIlJodOpFokniDJLSnJJTClW7yBBeNo+pC+00+5tVKGY+6KiozM422pUqyh23ZSo98Z/8AL+VN1KkH/wB4RAfx7ItoUhyTmTdWa6VjSAsZR7jxxVNdSfV3nTy779/0tI5i+FDnM5J85gqBKrQc53GtPUeYuWc+ltAO+FDMNuSNKmpd3NmKo6Hh2KpVpe7d7CVq8aibjKxicEupmC24gXGbSDThxH5kc+lkwGsBNclSEJGgMG3D7aVyyCtVgtMNjNZjw8pXVTll0Ba0kLVtYgrNk9O8SsPNqTKsKAVlzE5gs3OnZ+qKuuuJZmg0HJdSnCMqik6jo289YsaClfo8okFSVLb1Kdk9KdfvhNolEtxupPl2TSpzKsJCrpK9VjljTbeGpQy8wy04uUZQUoWT1g3T1abdoQ9UAn0RCBmBQhV7k6nl9uILa+UWMyHg2lDilWUvQ3X6zbaItBGUtWwZRqzONvzK5mYmCFArRMoFkZjoPPwhSsCYXlw0eQXez7fN9ruufujF4vxjiCSxaKZIzolGZfrv09rKb/bDf+0bETQaZAp73L/5avndXf35o6CoTa3BoEOVwpQs7bhpNPUhwpCklCbpTpbv84ijDFBLTaTR5RlxaVJugABAukg6d0YyU4j1F1TSvi9DobcAXmCupOnl5ROp3EKYaQ0BSmXSjMCQpQzIJT5d0LwqqBoaSWw3QkJQlVMl2+kNErJNzZIvt3x9JYSwk6tHpFLk0AjKvLmHK28B5xSN8SS4UszNDS6AArMVrJAskg++IbfEPllLy5BxpQVdSULWOaNLfhAyVSWRqGsI4RQ8y2iiy/VcavrGVOmvuhLeCsKrLbrdOSylailJ5x6RcXvGcl+J8kZth1VLnlqQk6rmRZadNPqh1ninT1JSh6lTCzmurK+LKTcWPuEDh4gW6ZeMYAwkUNLVTVqSpBDd3fIXJhg8P8KOJIbp683L6Sp33anWKr/aJS1hl0ytQBKfWNl3RSbCy/JIj6Y4nyKXSpqnOOkNZSS/bONNfdEUcQHQtpbAWEFspQmVfcQQUJK3QDbTQ9UNp4fYaU4lCmX0ENkBObfqG9jvFAzxQk3G+qlOpzgqKy+NTcWGoiVS+J7K3WzPU2bcSUWf5ZQc3UnL9kRRxA10Wsrw0w+FMOKRMOJUxcAuG9+n74io4Z0V5xvI3MLSpF1JW4rrHTptvCZbiXRww1zZSeKikBThQ3t0W+uG2uIuH3MnMZmijQKUGk6Dp6tDvBXtDJoSneHlBshfJnFNqKg4lLtvC1oZawFRHC0ky7yyUk6uGzlrXHvj5fEijJcaZaaf5aEKXmII6iBYb7wiU4jURbrZXJOIsOsZCeWbpuO1vEtiA6DTmC8MtoaLiZmxvohw3Ve2n1Q3LYLoKnEJSl5WZXUrmXCgLXy+cRpriDTwgIlqY6opBUhdgnLfLbdW4/jCWuIdOZnAtqQmkpbQOU2HEnlk5cx33hkq6BdFxM4EoSEyim0tq5mroS77OXu03hacDYUKG3OS+hRvYh3tfdFCriHIplm0plXw83ZTdnT6u6Rcn3xIp2P6SmZZ5rE42lgiySrROa1/thctW2o2hr8PyEvTZUyba1LZUgqWsrF29U2yxbyb152XS9Ly46OoZh2bD1g17UQ6VMylQZYfknn2iGs0uFLFk3yXCtIlyikImZFxh1T7ea2rwu05pcHTaMs1fcVmaqNKU/VHneoN5jp3x78VNy8lmdbW6FbXHYi3ddcbn30oSRdR7UMzU06wwhwZl/ROyo40quIlaxZTsr33K5unywSVFSkaCw+dC5umtrmENJXbMAbpiW4uVdWozCV51pFkp2RER8tB6xdUyU2se+GjKprzFNapN2WXQgzNOQEpdW9ovuhE02y2xmRoQN48q0wUMhhNilBzBQiqffDqgOebdwjRGm27qxVlzLqLD6FoU3Yi2pMJlVpza3IiMhQ6jcb2tD6FWBJAGl412drXMVWLg9hT+tyDbwhGYcq+XUHeFIXnuVDTuj7TVCCSka3tAu4//wAKbJnjbqVApKb+cPMvvJQEZrgHaIculYdtqCryi3fYzJDTSMpAGtt4rqSbX+jRSppExZblnQ8h1PWNB3WhjOy6oJ56UpBvcd8ezLJAZtYoSjc+MPyksht5tSw3lIuoxilliuZGitHMuRlgqXYaW0WZgjOLgjaJaJploK5i+na5HfH0mtktFCAnPe6b90Zur1SdC3U5W8yVWTppGaNLjPkRkoYCUnebFGvLTMKZGcoCtdYUqpc0qUnmHzJ2jMu2KScygdx5w42XMyDdWU2uI6scJGKsdBYai1samZq6COWtC9Eg3vvEb4xStYK0FPgIp0KCSrOoqOwv3Q844lOVSQFC2p8IaOHijPPB0r7G1p022QW0qGc9xhx2YYbUoLIFzYWjDoqTjYSASVagkDzhS6m8Xg5qhQOgOt4oWEkpGH/i1J7mu9NaCltrdSpAGY3MfLnWC81ZQSlR1VfQRgpibWslaiolY1I7tYeM4Etps6Sjax8YaWElfYsfhCtuEZDrYzi4UgAC/dEhiYUWrBXf9cYFqrTDgCUqUlQJNgNCIsZWqvBOVRNlEEWGsc+r4dfWxTUwFWGxqVPkPKuq/cYSp9RWAAfIxAl6hKqSrmki51JGt4Wia5gzN5lIBF7jSMvBtymWVCsiUcygsajqvC21pUQlwaHvAhtKir1hUQQdRCkrDRJ5gKb6XiiUHfLqUaHyygJumxt3WhkjpuDYmHVqyy7qytNwbxH5iVJ7d7wyi/JZgkluKCEE51G4ta3nCJjs5gLZRcwnLkULKJBh5LZdWU3uLWjQoRS2K02eS6w6QpJOmpiyKAlta3UhKsuYZR2or5Rjl3y3A2PnE1kIVooKta28Z6koy0szTTREqEwUtesnHAgW0QnbXviGtx9xaiyEobIA5q12vpFipnKS2pALSdU33PviHMpZnJlSyw3ZCrFN+m3lFkJ5vMbqD1vE8k5RlTQRmccdN9Cu6DpD0vTw1LIz502UTe17a90SGUNS45jCmW279lW14koQHWw8t4hwJulIPSfdAnUUfKdinzLmK9CQt9edpRZBsrNvfxiXTESpfdlnkrDh7+5QixYQw+wpyxIvZK/nQpuVQgkkkqHZMYsTiciGqOxLblJdKkktJbUgaKHhCpkoCfVoSL+W8PocPoqmkJTmtqDuYQlsKCSgpUhPj3GM0ZdUYJrMRJTlMrSrlgg9OW2oi8aUpaUghISvUKJFxaK9SWxlyD+cTJEpWnM5mSpOgBguVWT3X3C06SjoP5lMucxDgurQ66wzPPKQsOKcGp1AtciK+aeQXXFMhS3Qb67ACM9MVzl1Bcw+h4NqFj4CN+G8KnX5rv7g1KyhymimJyXStedWWxsbxWPVRl2eS3qttKLXMZOari5pzQ5m+abEd4huUqXpSl5iAEkgER0oeCRpe8iUqrfSRu2ZtBDrTS+0BmJ/hDMxNJba5MuouqKxdXhGadmUrkmeRMZnAbXELlJlkMqbTM3IVdavAxVLAJyzyLHouU11NmgWXCe4d8Py00XmuYBZwnLZJ2jLyk+l2XWlDwTp0nXWLKkzS0zQYSuyVI0Ou8YKuFajf9EMnqXCXZkLUFpAT3Ql0uFK+jYXMOFeZdtSRHl3VoUNbHTaOZFvNbnLnHToU83l5ZOUX3gO8cp1s0yUkmL3z513g0zUurIVZDbswGfhABXotJfb0Q3mQEeffHqPBHkxeS2/7DU4WWYawddL3Rv5wYKG8TK2yIKrQIsJWQsKVpeCzh4tKlc4Um+sdzE+Y6iKyvtvKnGUhjJ60KvrZrRrXYxey6WPRpIrRnVywdSLp0R1HpijqDLJnSLJWXFpUlKQPW2Demh0i/pqSZaVUCFIS1kz9fWei6NPCEk7opkU1QaZbQ0ooUUo01Keq4b8hpEdoS2RtINtFpQkZNSQOjfaJ1WyerKlqWVp7OZVlABvQXhDCbSrKm20Ks0VLVm7rDbQaiAhSkXQqTOzTTxpSJtSVWIdl8xUcw07XdExqjU2XmQ2xTpZt0jOUmWylSrjvv3QJ8VVKqyeLltidmW5cIC0ctQCQokd4EIbxHiGVLYlJp6aA6kqUjMQTb7o3yoPuJe8Au0eUHIAYddbJTcJPto0133hVJUyWJZaihxahlczZdrt2IuN4GcjiHGbMuhwUhTxS5lQQ0UkKOXTRW0WKKvjxKsjdHfQyhFwEME3UT3HN5CK1Qa6oFwj+pWtgzTzRUEBOYBHgLRAQqVXNMcxlDi9EuZVN7Wb6hptGD/KLHbXqnqZMBaRa/JJzJNtN99oi/H+OpSYLnxXMksgFrOypNkG2hsYkaD7oIR6ammNTCV+iy6kqWlLgujXs+UOOSUit5P5lL2W1qpLaVZB6uwgd0/FOMpdLbxpbqwggrTyF6A26dRvDX5X4pbXmfoyihDZyhTKuz06Hz2huFLuDQIiafJhJ/3W2RlCFKVK9ker21hVLp0hMTSAabJpHJSlWaV7IATYjWB0vGVYCWlGntkI/wCQrVBy6HXfaGTxHmSpITTJMJaSloApUkhOm/nBVKoQIbmHqWopIpso0nllCvzc+rHTtDFHw5SuatDtOkwFgAH0dW3T+MYCW4jVKyGm5KWOQXF0r6k9O8KZ4i1RMy0tumsKDaswvmAUnS428tInBqhugi/klQH5dsrpcu2UMtgJSyrpNkbRClsNUULZvSpVooSU3LHY2/GMQjifNIlQpFKYUGygIJUdjl30hqV4hTSEoU9S0uEA2AzdYNojpVUiXRu0YYozXLT8VSCgpAIKkpuDprtCk4aw5MTTPMpsigrb3QQDs1vYRjGeIy1ht52kPK9XkJE2Vgiw1hxviX60OM0x1ORPe/lC02Hl5CBwa5Lo0TOFcNOSbS/i1gEDKOoHObDe/vj6VwzQmnJdBpMutK+yco1Fm77GMurieVyzoNHspSbZlO5x3WI090Qn+IswkJtT5dNkgm5KbHp+jDcKuC6Nc3hOkoEkGqXLFTrdkX15hyjfWHHcN0Yol2XKRLqKh1LCSFaWv390ZNPE2Y6CaWx6pATdC7XVYap02hCuJUw441/u1BUpIQFFV7K08ojo1Q3QTaZJytIlm5KSYdSwpoKQnUh0XTfuizkptTi5VKX3LOAIT0HrTlT0dnuikok/KVCkszTiChPKSl0AapXmT2PKLxpbK35dKW2w8htKnEBOiU5U2KfpeMY5/Mm5AellLnFoKuZdRzJy7fXFfUAhLnIDhcsrs72i+qhXKOZkZUuOrISm+9xFfT6e24sOqbsvNe4MeeWIpxllkdWjhKqp5pEZpovh1b9j3JFtoq6g2BMAjTKnvjTTLbCnFNImEDxBTbWKKoNpXyjzUaXKwRvF9KtTlLQ5eJw1aD06mZq1g9YKI6rp1iDLjryOJAUdjeJs+QJoBbfVt7oiFlQeUrKo2OmkdOnK2kupnV3HToKyIubi8OZUlBJJvaxjxKMwKQsfZHzaStXUrLYWHnD5bO6Mk7216immwpAykx4tOhOwj5k3GdN+nQ374Ssqv3WPdE1YiQptA9IBzXcNr27hF0tsLcHLPQLaGKuQQpyYCSn3kRezaUoshKCHD2Yz152jYvo0rs8mWyheQEWAhl1wocae7kiPVJedJISogbkx7LvhL3LMslCALEq7z4xh4kZHUp4OV7jcxOqUhl9pVnFk+qI284pagtwLU47dTma9u4RfTDUtzMxcs4Nb27oz1dcSyC426lzMbkGN9CDmbGowVmR0oaQ9ZJ6bak98ImX0pSAqySk6Ed4iK5NttoTrzVq2tEZ18OLSopKQd7xvVPMUyViQ7MhTgsTl8PGFLmRzNBlzDUeMVc1NNsXzKG+sMPVmXA5TSStXd4xphRbKGoGiZe6SEqUFHxjwrUkWcUnXxMUUu/XJ10NydOmX19wbZKvwi+pnDriRWnQpmizLaVbF0csD7YksMl8ZZFSl8AhbjRb5abJt4d8estocazl0JUnZOYCNJJ8AsfzHTMPyjKjvd/MR9kWEr8HXErhsqvU9ChuSsj8YDoL1jrMvhX4mfphblvk3QYuZZ6UU2CpxvKmJh+D5jBn5GsSJ+t1P8IpJ7hDxPlz6unIfH0H0fzjJVwCn8Rp9rcVbKaZDTExKDluN5VRKfygNtcpzl9PWO1A1qlIxvhpGap0SeYQP0ikcxv7RCGsZPsaKdIPTv86MM/C6q1izPKdCp9rEKCZqX5uRJUsC2YqHfHz6FlGdN8iiYwEriZiZaJUUqV85Ku+LJvExRJobCgFW8bxi/wCMxMHucrE+EYaprSNQ+ShRQNQYS2E5M1r66+6MqqvvzKylLoKbHUCLCmVTMG2n3iSUgkBPdAnhprdnKqeFVY6WLu5XoBbwj5pxbZJO94T6Ta9wbdxttDSZguIzZEgjQiMyzZvqYXhprVdCcHxa6bjxh6WWhSwsgBSRreK4JBX2rEDaJiEIyDMTprFcqcmvmiuE3t3H3JlSikHUWIzDYXhtppphfOW42hI3ChrcworD6hoOX3C1okMMmZcSlTabZtL+UVS0lc6uFlmVj5SETjqAZXmZLFKxoBEyYS04nKVoCEC1k6mEqCywoIcSAm+wsCYi09aWnnHTYE3Dn+kV5m3dHYbjCApBXLtpITyyNQPmxNk5oAps0Dm19/nFa4+hxZLpVqbWPfEltaW3kBIzWFtPwgSpw3ZxquIlJl1LqLi72uO8iJQaDaAEE3Wdoi0kXQcoI1NgYsVHNa3SRuY59arJO0Tbh6aktSA0FNzOY2sDYAxFxQ48kJaYAbStBK1E98SqjLrDaltEuvFPd3GMriOZW5PJLzqi2GwFoHcY2YCnGVR5NiYucacUVVRrM1KyjbbqCpzUFweEVnxhz8zUw6QhSLmEVJbriXGSrIL3SD4Rn5/mNNrW68Gj/CPfYB0lC0THGnOtJEkzCWmeW1/Wu8RzPLlmuY4bfO1/GGsP06vYrmGZChsOqb2MyB+9BzwX8HamlLMxiWfeqDu9uwiL6k4Xs9bHaw3hjcFOeifcBiMQSjScwdXcDQJuRCmsTy61IutZvuCm0dg4f4bYVkEtNtUKnkAa5mQo/fFhOYIwwpWU0CnKudAJZAiiM6DWxqnhKefzfkcdMYolLtsuvfN/djX4bxG148zk9j9Xwg117g5gKq8zmUFhpxHty3qlfd74FOPOA9ToMh8Z4PqTk+03mzyj3S6r3EaGKZ4bD1GsrsVTw0rW3J1JrbT0/fIsWQTGgp04Jt+30FdfZ/reAXSazMMVH0CfvJzjfq3AfY9lUb3DdWdlG/Wm90fh/G0ebx3hNajUy09ilU4W1NvP9lz6Cv2YB3H8pNEp1nwTzFaQbaktNQph5TuQkdUc6capJDE83y3SvxhvAIWxqfyHcMsWXOFW+YttF9SO+CpRWlJkuW2psKv3wKsH5g80pOukFehm0qXFITe53j0GK8xoRUVtH5w8pJUUA5XAkIzOdiym40tJA+L5axZSooAvkFkgBHge0YzM82tM2ggNJUlRUHAk2RfLcDq2jSybJak2bybQ5arhsk9JIR1K98JbQqqFVPB3lMJSyluzYUSW1dJ9XYiENMoclm84yLDfrAhCrJ0R1D3w1UlqU/JNLZCE2ygFdsujd7wuUeLbORBbUlLaEt2dFxojQ6RL2FRSVZ6jJcYXUJiQSEnMW0qVdKtN/KHmH6c7NS0/T3U5A3YhFylIsNLW3gP1+mTzuL33RTJlxhSsqSQFEgARYt4XxOG0PSkq8yhaswPMCO4ecdThrqxN4hZlktMqSbFoKTdOZw2A6NNRElPKEvKhTSQpKLoVYG+o3198DMyOPlOtNGpvZHEgJSXibJ012iY5SMfPNpUzXhy0pshSlqN9T9GM3B/yRDdsuOvOpYaS4ttICiSki5sjXf3xNaL4W4kthQLacpWopLhsN7mB07T+IIYNq1mdWoDLoOn52ohpcpxCu6ldWlVZSk5+cnqTp1C/fE4KfxIIROWvkNOISlKkgHKUqBWOnrOu8QgW1pQ0mZABazuHORmPq+rX64w03TMeh1pTVUYWgrFlodSnMSB90MKo/EBpLnKmS6EJtnEyNDpp7oHBXqRLG/SkrfQkraQpFgpBVcLB5frNvfEhiQlnCX+XLh1SUhdlgBYGXr2gfOUziWhSULdUlYVp+cJvraw90NGU4m5Xcji87RSgo5wOUG2nug8L/JBN1JNyyltrUqULgbGYBTYzAlGv3xLl0yjiG23piX5eUc1SFo17Nrad19YHKpPiM0oLKlXS6lPaRok5NIfl5HiZKMuFMotIaFjq2coNvxtBdNepAuEaVlZD0XrblHgoIz9g5tEWV98V8q1Inll1mUUQgE2QjU9NiPtjBZ+KbUshAbmkBtSEKAbQbDp6fuiOqY4istoDsrNsqbQkC7I6OzoffDKg/UgZghSNMlFBlK5GTuWgVgNaZej6ceCTpqZlgIk5FKVJAcQZcHLojUdXvjAN1PiC2WiimqUhKMoT6GL2snWEtzuPudlFLWHGxmTeUHSCE3B+2JwanqRDdJw9SX5Ntt6QlXFpsDlbCbCzev4x6nDlFUQkU+XbOUJOx0sjyjCflDjlDAC5IZSiwtKC4TpoYiLr2NA8ViVebyoFgJUbWTrvEVCt6iaBGVhqhqXLodpjNktBINiMp6fKEPYRoqpeXWxIy6Fqb6cpFx47jvjCLxFjVp1JVThmSgEFMsCCno12iJOYoxdOluWXJrQ4poC6ZbL0+O3dDKnUXUFtAqGTQyxKNS7K2+Q2OXdSMrfWO1prE6jMJcnZRRc5amglSEZkXBIRcnTaM7h301VOlUz7L/pSmgMuRXrE8wdRi/w9M/nsuCUnRPLuhV3LBGn1RkrJpMMFqWtalSibUFNJTyjdoZr/AHwiTZU0wVZkZraISf4w88A9NKD7nLs8onT7rQzKtoU86z1BrfOoW18I8niKkLxlI9phKTrxlEefZ6lksoTmCbJ3PvvFNUacoAqWnk7+Yt4xpmpIpWldxYDKQe+0KmpNtSVpGoNh1efdGOOMjTlLKVYzw9tRsCquU9K51Kwki5ssg98RXy426Wm0jMNAI3VVpx1SlKCjnWvaKNyTR8ZOoKbraF7gR2aOMlUd30OTPw6EVZdTIKbWpwC1rq6rGEtANLULXyn2jF3PSqUFL2XItw3FxFbUGmJhxCkkaaKA7zHVpV3PQwVvD4RV30IZfQU31EfIWA4kXCUr8YaDauUXAjMBpbuiTS5ZSnEuTAHilJ74vlZIwwwxe0kNpzDKeYT1eUWLLtyQ3Za+5SvZiOmzT3OULJvrbvhtbjqpghDfKQsaxzKjzuxso4e0y7n5pgpLLICFK1JiiqT7SZoBOqEDUqEPOz8vLTRafSFWNysezFRiN1I9Yk9raKKdKU3Y7PJTjcYqj6SsllarAaKvGcmHWgyt1xet7Akw9Up0iXTkASQnUnaImEMG4oxjPBFPllOMZrLcHZRHocNhlBXOZOcqsrIrZiotAWZ9Y5E3D1BxNil8M0qmvTNj2wLJH1wbZXg9gjA0uKpjrEKHXALpQnZZ8AmJUtjiq1BHxRw3w7K02TGgmXh1rHiBG3NbVKwOHGLyt532X7szuH/g9OJlvTcV19Ujl1KEHT94xq6BQuC+ET6S5OSc9NI3LhDpvEZeAcXYjdExX6xNPte1nWpI+yJ0rhvhth/83qU3JF7vuQo/ZFUqmfu/yBJ5fiUfzLOrcasGyrbKaNSnpp0ixSxKW/hFSri7VX5V0yeE6wUqOiw2en7o0cnXuGLcultM3INKQOlQCQVfdFhSMW8NmkqzVeRacUewt3Q/dCOS9JVmpS/8hgXOJeMEZG5fC9XJcHy3o6jb7o8Zx/ioJUl3DVZUb6kyatfugjVTirw+kU8lusSZKRoloKP8IrpzjRgKXkkqcn1TDqtkJQr+UPFL0oryUr/aSK+Ux/iXkW/IWtFv5+T/AEixpXEPElRn2JKXwVWZZP8AbPtlFvqiBTOKk/XZn0fDmEpxxk/9omOn+7E6ucR5XD35pVRkml7sNetcV9kK0i7LNa2dghNJS5LgOMJS453EX+2Mtirhfg/EjpE/RpVLtvlGxylfdvFAOI9VmrfFWCKzM+a0lv8AGL2gVnGU7UgqoUEUyS73DMc39reK3y9S1Xey/b9QR4l+De+wwX8N17z5DyPa+bcf+WBPiDDGMcLqtV6K8hofpgLp+0aR1ziniDhWh5kzNVbffH6GWTzV38LCKnDGNZrFNVRKN4Um5SnL3fmRbMPHLF8ar6iSo9YnI8vPIKl2JBi0pFSW3MIsYP8AxS4EUSuc6fw1ek1Lflf9nc/lHNlRp1ToFbep1TZUzMMqKVoULWMPKlQrbFLugjsVhPot1m+bWES9RzLUSmwJ1PjGNp8wt1kNg5gTpbuiwS4+iyc5CRHIqYGMOXsYpUYxu+5sZefZSrM46CT3eEeqqToeBSodQsgXjGiafDyira0LZnDzs6iVKHZF4rjhE+Y5tPw2OqCVS5hpYCnSVeR01iyTNcxwISEpSTcAbxkKRMibHpKlctKRpbaLUTSUFKgrqG3nHMxGE6mTjLDzsW88qYyZkrDKABcW7orHXiTl5l+oZBteHH5oqbykgnviKG23XASTcDSMkKaUdQVsZKbshz0pyYnUkDMgeUaCmNKK8/L8CIraa2i4CkjQxesPcvMAg5U2BjJiEp6RHw8XLVlmhSgelIF9TaJTaiRokExWy5Jb5ubLfQAxYyqm20lajfT7Y5dWEonbouNrFRW31t85tpPUE3WobFPh74xtanUoaTr0uKF1Dcn5vvjU111ssvLZeyc8ApSdwPD3RkK5MMq5Sgxk5RAsfnePujs+GRtVZlqw4kzMYnndR6myG/b9l3wh/A+A65j+sIUZYytNHbKtLwjA9JexpjlEkATKIcu455fS90di4eo0hS6e1KS8sGwkdOUWzR7JSdKjGmvvOxgcLGnFVZ/d/JkmqVR+GuFA9TZUFtofnLgH9WgeH4QtIEwWj6VYHfJB7eZlZ+Sfl5hlsN22Kb3jLTWAMCBDi3sMUpRX/wDu4iynOKVrGmvCdaeeUjJYe400KrzA9FnLfQc6VQTqdWUzoaIIN/D6jAnxlwWwNVOcae38Qzfbbclyr9ro/wCkD+gV7EvDDHUpQ63MGcobhs3MfR+clXj1aiJKEZbGVOUN9TqN2/bOyYZFr52t1RFkagmflw8y7zGyLiMhxU4l0XBNHLkw7zKiv/hpNB9Ys+J8ExVCLbNjnaJlOPfC2QxOl+vUlnkVxkcw8r/tXzkq8/OOeKDiGclJpUk+jI+ybBS4v8V8ZMbYilZhpmZZkWjv6OLKF/OB5VfzRiVnGpgvqWetTnfHQjRbVmzBKV+lw64eqqjJpZVMBGZeXfugWcdWyucbfLwWSq0TMMVFS2W3XVE2Ft++M7xRnW55LLqLgZrWji4PA+z49vuXT+yNTg0BS0gdw0gp0rMmnKStR1HdArwaq7iBbWCtTytMkVhQASnvi/E6MaHlKytqbNRaDSilwkgBwJUjtDpN40EikNSEtyVBTQQoEgW5p6b3se7ujJ1QlBUlxLrqCpTim23dSM41FxvGqprinKYkO2SC3c3sbCybEWH2wvQqkUs+hT0+gZFPFCEqAykjLdPV74cpuZSUh3MQGCvQKBIs31e8Q3UXQ282louoWpq4DQSeoKTrr7MOS7auY0sE8xTSS4SgAA2RtY7QlrilA/X6HKIZbmau0l0oClpWNzdGm52iTJ1umON8lmYZdQpgKWpJ30Gu0DPEeFK7OYrTPSsnzW1na/u/nEaYwTiO7rwpzbIb+UsfaUnsx0Hh428xLhYlpyURyWul3L3Zh0m6dd+zCUPNmSYStSghTYQQj51gARrtGCpPDyrKmlF6rKl+ZLhQGu3zTrvpDn5GVxtSUt1rpdZQFFZIygW6N9DFcoUtsxLsKEy0hqWS/oFNtFJBF7q3HfsYhc8NIBfyBIaISAnVtfTpvtGIGA6484oqxGQHm7W5iukD2N94p5vCeIm5h0NVJt9PLIUVPqsbE6b76QkKNL1E1CtbmywQ8lSWwgcy5uUGybIHlCHVtEttgIYDbW2XQajTzgcpwhiN1xP+/m0Kca6vWrskADp8zCThPEqnGW2q2vIpBI9aq4Atf64LpR9RAmoW288hpKwA2i17fJg5dNtIW2y02ttDbjaTywSo+z2N9IHkrhfFqXHPRsSLCnE9JJVZSBluT5w4jCuN0hSm8SPKDrAOoPrEjL9kDgx9RDYvNtpYbWgo0Z6Lkb3Tv5x5JOIDkueYl4KY1BUkBJ00PnGPXh/GL6gkYkcCO0gjMMydOrsxGYoOMmlck4jczE5m9V2UNOvaCqTt5kSwQVDIWVJTcKbvcvpBPZ0PnDNulpXWFrR0lTw6hYdJjEP4dxwltDiMShwBQcAUpdza3XttpHz9O4hTLKVOV2XVm1SEuEXFh17QVRb+JAN1LOzbzylO+kOpLNitIIv0pt3x4pTgqbRLDuZ5u6VG/rDlQLHWBwigY0QCyKk0gAhbdpq+4HltHyMPY+beSwqqJUlJ0tMjU27Q022huBf40Q3qXHfSUZ3nwhaUFSCTuEo/CFvul+bQnM64oNha8pIzWy2O3dA8bo+N2FgmeLricpSecNRb9XbaPk0viIgktTTlkE5Vh1J3tp2doPBfqRAguBaSguFS2ilKlqBPV2eodMLmApYQ1olYzEpCjZQsmytoHC6ZxAbLZOctkHJlUBbbp90JRS+IPOSta5v1Cwn5ROm1xE4S9SFtoE9cvKGdHpBK1ZEbWuTm390LkBLsVRlSVISk5NQ2npJKb5dYjSnOQw2mecIdLaBzSD0KzHoNvGJ0m4tdXlFFkZUnKhsLUOUemxOsZKq0JS3LRbbnpRcdcdZazXSk7mJyQhSVKSlakoNgqK19Tz00tpSzkvfXuichaG2m0N5t9b9/nHi8S5QjmPomAhui0YbSWene8eOXSFE2sN4clA25LlQvdI7obezqUBb3xzs+eWYetDoU7qW3cy7Ei2hiBUJZJS08lHUDraLaZUjI4gJAFtIiI1l0ovsdbxug8sEmZnTvsZHE0v6Q8cnSi2xiqNNSW2WyNL6xpKy5Z5xOTNrpERlgLQCs5bnu7o7VKtaCcTI8GpJ5jIVKRVKy3IypNzqRCqatMou4GiSDeNTUpJnkld8xA2jIzRJSW+oKzXsBHSpVFWjz7nJxGFcH7vY0LR+NjnCykeNofmJRqW5SS4Su3UYp5SdTLhtSVKB8LRd0wOz8yp99dkgWAtpGGvmpvXYlGmn9SNVpBAlUvNi+XZI2MZerpdcTmccCUjZI3jazco+64WgVBsd6dhGTrUnZLl7ANncbmLMBWcvMVYueQylZcW7IraaF+q/+GNZwkx1XKHRXqFhuR/O5pzN6Qv2PZzJHeYz09y2GlqA0y3jUcCK7hbDk1UKtXHClX/Zmt1rOb2Ux6aN2ttTnxavq+UK+FuGbs265X8X1R2oPjqU6+bob+2IdUx9TKVOuUnBNNTUZtJyqmlfJJ9wimxDiitY6dC6q5M0HDIV/wwcCFrHn3xIpmLsB4WllSlBpxqj3sBhgr181QGm2XurFLXbsiW1hjGGJwuYrNemm23P0DCbD3WiykeC1HalVLelgt0i/OdUSpP1RXy2JeKNbWXaLQ5amII6HHRYpHuh9jCfE6uKWiu4kmQlQ15AyX+uJKXRv8AU4t80IWXzM1imh4KwwlDc28zNTgNuS0cy7+ZG0Zig4PfxNUFuS1LUFqX0pAslKff3mC0zw6wfg+VFTr1Qa5SDdx19d1q8rbn3xmq9j2erjK6JgGlLkKetWVdQUiy3E+CR3e+Dr0JaMXaav9CtxCcLYbYRRKZRJar4gHSUJN2m1fTPefKLHh1wyMyTWK81LNTObOpBGUIHhf2RGv4acOqPTpBVUrDiShHrHXHDYpPeVX/GM3j/Gr+LplWFMJaU1a+W7MAWW9buuNxCXct9i/lp+RcxNruK5yuT35McPkol0k8t2olGa3iGx3e+NZgXhtLUJRm6gpE3PrOZx545rn+cWnDHB8th6mNpdaRzEpvcCyh5Hxit4tcR2MNNpplLaE7WHzkbZAzoZB9tVu/yinNndtkBylTWXzS7j+PcZUfCSOXMZ5moLRdiUZ1UrzPgIyEjJ42x8205Vah8UUh83TKsAhSh4E98R+HWD52s1Z6u4j505OOAOEntC/j/KL/iZi52hSzeGcMtpdqat3QLmXHjfuPlFkZOLyrbuLaK13k+gud/2ecOJYl6WRNVBH6NCc76z7jGKqXGqs1KqJlKTJN0ZhWiH5xPXb9WJ/DmismtGpVKZExUt3HHvb/agl4kw/h7F1EXTqnKodV+jcasCg++DGqn00KaqlLVvm7dPwMdhTDWOKlMM157HYnGO9ts+q7XkYe44cPJDEWGXpllofHMs3dgj9Jl6sivneUZ/g1J4owbiepYdqLDxo4WsMzBTZq42VfwMYxXEGrVXicZtc+98Xek8uUl2+xl1t9ZhldalTy3SSsC6lTTzEyWFCxGh+laLhBza5+nKMoh7iGzKMY+q/oibfnajbu110+2Iksbm5R1ZRlENWVrFOW4t5fLAB3jxtWY5gdohzZWHCoq0PdHsg+ogoCdNorpx7FL5Y6Gqw/Octladxmub+6LpqoBKbhCVeBPdGXZZWy2nOrVYuoA98TKe9py3FE328ooxOHvdnBxdPMamUfD2rSsy9MwtE5q+pKb7W0ihpcwiXQHVqUTmN7CL+SdQ40VFS+rqTrHncVTnez2MLikiawlaAcgNyfxi7kFKUSlQFiYqpB4EAK1AGkXMmwpawEneOJiqmXlZ0MHTu7lk1LhSU2IyjcRJmZZBZQEqylWv2QlqXyNdKrG23jEWrzK5dlT17hOgEc6MuNLIduyprMZmuIKGlJfWbocVcjYjeMDjGcekqe46HgQ/8kBuI1GKJ56aCm7EZgDcd94xM02qs4sotDKL8pxIyjv1749j4VTvN36fsHCUczi/UHv4MWExS8EfGT6fzqezELP9eP4QXObaWP0NoRS6a1TaKzJsizbbeRH7sL5X5uPo7x2M2b9zu1Wntt8JicX43apNHmpt2wQ2hSwD3mOd6tx4xJPFsMSjTQBz5PpZhlTmjpjHWDKBi+hO0uoyiQSCWnUaKbV4iOYcfcB8ZUEmYpTHxxJDYy2ro96N/svGyi4nMq05O12WlM4s1I8lrEbD0pzettz56Ve0mL+pM/lNLsNTvrmnOtrl/wCLN+1aMflxJUOHjGE6hw9qj0zKE+iz/J627923ZgmfB7wtiqSY5OKqSWpRoXluYB47GFrQduWzGoYebnrc1tLn28B8OHqrVCcku2oMtn2z7Kft0jlXFNRqOKp57EFUm3HJxxRN+4AdwHcBB9+FxOTDGGaHTW15Jdc2XXPPKNPxMBanCULDbNt0fiNYtoLK0u4anNK5ipVznTSmx+kSREtTXpWGVr/7ss/fpG/o+DqOH7kOcz2Poq/CJuMaDJMYRm3pKSaa9Xnc5f8Ah3i3i/IHCS2YNsNuD0Y66gRX41WlTbJ84k4eTbmeFor8UpzsoV4GDFe+KpStAIWDhZ1skaiC3SyPQSgpSQpPfAlwgbPJ8xBVpuT4sUt0E2HdHKxO5qXlKSpsZcza20srTnNyLk9Qtudo1FBWU0tsqUlpQaJLYzWIsLjTTWMrUltrnlpK0KGVdr5blOYeMaeiNoFESpLYcQWicwSMywO4WPdCtaFMioqF2Jhl1S1/IK5fcQkqHQdLx5KFkNt8sLyBlKlBbmbIiyLpNxvCam5adBCn0Oco9ChcZc2++8KpxmFtHMXEIEv1ApUC7oiy/qgXFtcyzuNcOSBMpMTwadShJ6UBSgDlOXbfSPn8V4dVSX3W6uCotIOVTeVQSQB9sZWp4MnZmuOVA1KVWoJCwhRIJNh1bbR49gGoPqVzJ+VHq0iydSTrr7o3qlh+5NTYIxPSlS04tM6hYlmEpzEEdB79+1D6MQUlLq2vT2MrUqhxIWdSkntnXeM8nANHYfmG3pmaFhqkPDVeuv6usOSfD2hv9L05OBSWAStDoPULgAeIitxob3E1NhN1mlcuZdZqErympbfPbUp7e8UTtWp6Fv8A52zkQ2pQ9Zuok9e8VisC0wNPtuv1BwFJ9WFp6jqfsiO9w8YbccbM7UstjexSbm50++Blo9xtTTu1WR9LUy/UZZaWxcqukZjbtR49OyALi1zUnrqSlwXTpofdGbb4byiQ8p+bmrqBGXmg5VfN84R/s+pwedKZ2cU2lo87NY26TZMS1PuTU2bbkqEJQZqWJCgVJQ4NFZhbv0SYluT7ExUHBmlxmbAsHAAhYttrtA+PDyUcbY5U8+lwglRI7QzaCEf7OGDMBCZ58r1zKCeyNOjfeJwoeoGdo33pUmGwZl8I5gyFIPYOmo17MOFqSdYWkzEuFtI0sR06d3VsYwDfDhx6aOSrzKW+XqooByn5m8KRw9eZUG11CaGVHWCjXyTAVGk/jG1N4JuWXKhXNbFxlCkpT0m+3a2MR1uyTU4hhx1pvmt2AsOlWnntGKc4bTpcCxU1tApvlym250HnDExwwmSea5VVc3JqS3ew00Gu8Hh0fWLqEKTel1r5sm4+8gy9ibK9WbJ6YkTNkvhaUlZ5JACibtmyND79YGcpw+qaHEsirpYzHVIftpYaHq3hasDVvn8tVZSlDwVmXmvdI2794PCpX85NTaTaZNiVbfmSoEJQm5XodEXRt74RJusuKS6wtnKGwAgOp0GZII23jDs8PapOJaRMVQWcHNSSkEADY77w4nhs4hBKKopt0ILgaDA+cNYLpUvWTU300xJIEs27NKCktdClLb1Hf9cQ35tgPBCZ1pJ5FsxCeq53Nu+MRNcPag7MBKqyHipC1JTynLg3Oo12j5fDub5lmqsFrCAserWMwvv9URQh1kTWwSG0qU/ZDynG0NgKQW+0nq6994+lnFCfl1IcecStCBq2buJB79d4iURpymSDMvMTL0woIRmIGuhV1bbRaSUzLPTSgXXQVJT18q6TY7p0jLUT1Gpblk/nSt9xKEaLuApWtokouqYRyklJCBqRcXhiZ5RdeAlhzG1ZVKvpD0ut1E220lfM18NBHjsTVjlys+j+HLTMX8gspYIIF1WBjxQSXCSbWEeIWoEpzC9rxEk3nw656WWlWVZI8BHImueyDW6sr6mSlJSDvoDENa1lhxZIQEJt74lVVwFeUapGqbRXzFktE30VqRG/DxbjaZmk9LxKt5ta1l5dyI+DrWU2AB2tHjzqlKcaTqlOohtpnru7pfUXjp042p6FMrt2EPJ5smEm6fMbxQTFPDcwkrzWXreNay02rMcySO6INVZS4pKtEpA0MXUqrpy1M9SKZk6gyb2F02OkW2HXppbmUKGROlvGGZ1I5iVNgKNtbwqQfVKkrSlAObaNlaaqQ0MvCyvU0D047LyZUrcaZR7UYiuzThSs5LEm5HhGhqU8XJFLSE8tfefCM1NpL4yqN1DfziYCi4LnOfi4p7mfnuY6y439A/hCMANvTVblqZJMsKn31hDLjwvk/VEWtRliy3eydExSSk7MUPE0lVZEeul3M4b90ejoVLpnLi7VEzo2j8GVvBE5XqoudnCoZkk3T+7BBRKYFwXLobnXaVIkDXKUpJ8yIFgleJuK2W5l+rppDDxFmZRPUr640tF4HUpZExXJh+qTRsVKmXyT9kB9pM1qLjrFWZZVXjNw8pq3fQ5oz76dAZVorv5RkqxxLxzi38zwjRXaVKLHVNzaer6hG6XgnA2GmlzUwinyjSBrsLRSP8UOH1IWtqScdqEwnRKGGr3+uGilHyxKm1J3qVLvsZWW4QYgqU2xN4gqT1ReJ1L6jlT7k/wghSdFw5gGiO1CsPIYS1tnsL/qjvPlGemMfY8xG3yMIYYXT2z/ANqnRsPLzh6T4a+noRWeIGIJqpOpVnUl1WVls+6FlaW+pfFzj5eRfMzVTquIOKNSTJUaXmKbh9KrKKhlW+PFXl5QT8GYJoWGpFJ9Hl0Fk5lObWPjfuEZ+o8S8H4aZVTMOS66vNJ0S3KpulJ8zGJqicd49fSKw+qkUt9Vky0sbKX+se+FcX10Gz9Kauu5d8SuLKy87R8HpK9Shyoew35I8T5xn8F4Pq03MtVBwl18q5jqldpR8QTGrwxw8kZNhLLrKF8saOK9oDuPnCsacQaBhiWNPoNp2qHpShk5kNm3tn+EVSbksqEWWnLTUcxxihrAtHRTpNaputzoyy7KTdSPpqtsPfFZwqw5LTM6qrVSacm6k6CuZCjpc948owlOVNqmX6zVnBMz8zq4fm67CL6h1UyKfjBpSmUBebIk6LtuT5eUYq+LjGapI9V4d4FOphnWq+d7FV8IxFWoWImESrc2xSiNHG3MmaB5T8c1iizLDtMqM40SdEOO580dVU0UDHlBFFq0iXm/Fxvp+jl+bGPrfwc8MOnnU2dnZY575M9xl8I6NGtFq6PJ4zw+dKeWTIU1j16d4LVGdmRypst+ia+y4vTN9mYwDcMK5y5RTZ5REzdB/V/0gw/CBoDFD4VU2XR8qJlptwj2ylpcAnDdLqj4LzL3ooH9dMXKypubM+W1XLHW1v1LjEs01W+IM5Msuc1tb3a8tofqMq0yzofndMTaLSWqQozSnOYT7cVVSHpDp9ZGGVaFeScHoi+cHRp5ZbsrHlBZBOkLlGzz0pSbX1hlbLqekm4Gl4uaXLJEtnIuo6AxrlUUdjkz5YaEhnI8CVEpULm1odl215wqykpSbm0Sm2FpClPN+sKYdEnygFulLaFdq6+6M88S5HJnG6LFqRLyDZ1TSSLp03i8kW0soAUb6ADSKdifkmWApb7WRNwOqJiavIepbMyi7guLGOHjIVaqtEwOlZ3LynBa3sgtZV7fVGmkS4hKcjeZQOsYqXmLXcbdsWzZX1xrsOzOcHKsq0Eeb8SpPzm/w/0lzmUoNoUgoIOpinxQ06ZRDjKswBOZPjF3mzrIUdxeIdUBEuS0ATqbHyjn0nl50dipByWUxVWfkkScuHmyHmkWSRsbeMU/BeVFf40mcU0OVKqK1AeQi0xWhsPhtX6MA6e1fWPPgoMKdx1WZrmCzaFZgNxrHuvC17pv6f8AyNeBWWaX1/I6paXmaB7r2EYPiBij4skHQwbf1rGymH8soot/o05jHLnF6s1J+slpt4ttf5sx0t9kdalC7HxD0sXjHEVyTqTAXNLdQTZ0rVuYKOC8WS0+h5Dk4lSgL2SrujlNlRUtaHbqUnVOZO8FLg2XnJhJaCU5tFnLErxyldCFjo6ULZazZNzC1lIQkJR02MMUkn0FJUdyYkOKAkykEZrRQdO4G/hT0dyq4IYqSF5UU+bzOfqq0/G0AHDzrL0m0NPUHr+dHaU5TZWo0qYk51pD8vMILLjahoQY5O4oYRVw+xQSAXaPMm7ZWNFeKVK8Y2UZOSyPdGKrCzuXtGZDrm3MDDql87tZbRLxR6F+RFXPyTXom/63s2/aiuwtOMzbrYZnGhLPq2+vwj3iPOsyXD59hPe4224hzyVfp7/ZhFFtiSkugHMNpzFwd1orMV9CEIvpeLLDdw0ojviqxkTzGkxuWtYzy8gSMIoC3EK2N4KEmhIpq0MqykpNyqBjg89YJ7jrBQlCp2SKZdIX0G+bSOTilaWhph5SgnVty80px9jIlTatd7/KdWojUU4Nv05QEy2VZFZlBsGw8ozswhMwnlITlQArOCblKvWdIsezGkpjREs6Fp5SUIUFWSTy/LXxiPYqkVFYKDPqAal0JRokoFiFXOnuhhsejKeRMk8stpF0XUUqunT3RIrbX540tuXUGnGrXJ/W0II30hh5culvmJSplxTYbGfLa19b+ekJFig6qOOm5euqknqcVlsJRnS5bpsnSJU1xCkBLqU1JzbDhTkDSZlJGSx098NJwLJTNdXOPzzig7ZQASkZUgC5PnHsxgGmqdeQmanFoKc6LC2VAza6d8dH3VkLqTkcQaSlTjiC4AE5SR1E79IjxGMKUyt1xT7ilhsZlBIASk36R5xPlsAYal19MnzlFBSpJJF0i/rN948RhPDiiP8AcIKCySAQo5gL9Z13hLUltca7GKhjig3mVtTZcBu3trY923lEZ3FFFQ69kqC+kFoAIB+dptFq/g/CvLnGXKelDiWzlUFEhJAXrvEYYUwr6W80aejRsuXIUbG569/OFvTfcmo5+WuH1Wm3p5xRabLOXL2rldhCHsVYdbCloeupTeRwcs6D7d9IUrBGF3FBpumAKLZWpXMXYar6oZfwThL0l7KFMgt5kgvnpV1dRuNjA9x8yajreLqAvM2qroKEtdV0rGbw+sWiQxjLDjayV1NlRSypKlcxYzC34xAewLhxu4QFCybqtMDc5urbaIv5F0UZ0yzruQAuG741VrrttB9x8yXZcz2K6FLJQtNUYW6oDPZa98x6vfEaYxhRnaelJqTKlBIv1r8D1e+ITWBMOpSor5ql2AsXU9q5190eN4Kw23LEoQ6VISM3rE72OvuiPhruTUuxi2htPcldXZTyG7G+bfWPZjGOHzMN5KtLk5fWesV+9tFHM8O6H6Qgrdm1Bxr1hDg7dla+6PpjhpTkutlhyfzAEO9W+u0TLh3uwal3LYpoDvpDnxvLuqSkleZxJII2Um42MIRiOgTJddTWGWeY0S41mSAo66mwijTw0p2Zxl2Ym1uJFlKT0gW9hVxvCneFcmH0qVPTWRSDnTe5I1skWiZcP3BlZZuYqovo6VLqTRbUkgKABusXsRfYQo4rw0w+46mbbQpxm2YIsA59XjFA9gWkhHKEzNEJVqCQna/qzfaFJwHRXG1sekzRClZklSkmxPsC3hDZMOuodS9RimgOOAIqTTR5BAUEK9UvW6N9o9TjCjNApTUGnnClSUDKdCCu6N9jFAvhzTUKcCZ2ZcSoLUb2GZPV07bxGm+GzL00pUnNBoKQXCpeU5U9WnvguFK24NcwRFoTOKS9LzDjaFtp5eUHW4c6N9os2UBiplDZVLhtI1LSzyVHe2vfFRT6e9IyTTBfl3eVLI6smw67/XFtKsoTWyFLS5ocgIPrEeeu4jFV1jYel9oezig/UX2lgoBdJNtouKcc7zCWiFpCdSYpZ0BNRmRchJdPT3xMo8zy1hIbVYDS8eTxSyLU+nYPD2paGkVltmQBcbxXzxW4uyQm/deHWnyWVpA31hiaebaZBV7OpMcqMMssy6lFa6jqVTmVxZC7qU3exv3xAdcTmKb9SdTeIhffTOFAWEpc3N9obfSpM0TnzXFvfHWowcp3kjI5px0Ik1NrdeSlspF17q74fXML5jUscoOU3V82IM60FTK1KATywMvvhsPhSwkHM6nRQjoypuWiMkpqO5PW7yi361vs/wBfxj6oTDdvoRSNOCZ9W96tY/oQxMTHpLBXdbbGb8DFqw0rtmZV4pDlRfAT0kRUuzaUEKX27XvEF+dcBLaz0WsDEGbqsu22Q7Y6XEdOhgU42kcyvjs0s0S7mphbygoupBvEV+aDczc3zW0UIo3auHFJUzLKXYagAx76XOgJW5IPKzHQZTtGyGChBWUTBUrSnuXExOOu2BSVA7ExT1vMWkvctJLRvePXamlCs7jLrQ2sR3x65MyUxLKS6sJBFyIup0+HsiiU11OgsA8TEt4DYm5ywm2vl3P1en/yx6vHuNMZgsYPkFAN71F/T6OYCOZZKpJYmhKPTDzkrzErKM1toLSOINTrqRScJvCi0pAsoD5Z76X4w+R072LKWR2lUX3XsjZzGDaJTh8ZY+xauemhqUzExk/uwuc4ocMsNyIVQaWxUJtOnqpfJ/e74EOJ6PJSyFJnJh6an31gNhRvGqwLwsqT1SYm6sw0iQyAt5oLaW+4yzPytKPyNdTMY8T8Z8s0tuRoFNd0zpGZZj6o4CmphTj+MsXTr8ojUtvqyIV7ok4mxmKDPfk3guQaeqAFnHV/JM/s95gY4ok6xPTJqmI5+YmprpuFk5PqTtCwk5abDuMVzWv83qEj8oeHGFJb0SRmm5h7xkxn/eivmuLU9OaUOhAW+TcmIgYepTExIyzspJNElG6G/wAY0Urg3nS7jQk+VM5+3/Xvip1Uug3DlPeX7GKqeLcZYkPIfnjKM/pJeXzd30u+FUbCyGkpcS0oXNusd9426cLFiYBty28/8PD7Y3dKpzQAU9LIyoACQoaE+MVzqt6IvoKnRkmwTiQUnmqdukJVlsPGPJOQfZRzAkoR9sGD8k5VVPeUhrnucwOADcknaLYYRpme5ToFEtItom+8c2WEcnmZ7el49SpxUUZzhl8qHmfVNfpG9OtzKRmglr6Qk/RirolIkpCX9VL5Fq3VftGLRfUyo+CY1U4ZY2PL+I4hV67ktgJfCpk2neHQf19XPN/4Fj+MAXB7rgY/5cdU8eKX8Z8LqmyBrLo9J/dOY/dHHlJqTNOfLTp+jG2UHVpOBx1NUa2Zmyqk4Sym9iNjGdnVpU7ZCezCXJ5t5sBDlwrWGFvI5iSV67GM9HDujHKNVxMaksx5y7lv5n8I19GZpzsu3zZu3Lzf1+MYianpVg5eZzFnspSL3jQ4FwjizHE0GKYhTMp+kct9KGnRzaz0sZ+HOvyQQmv1/lVD0KnJM3NH1YsPti8wxwixnitLcxVM0lJWuXHDZQEbDD7VK4bzDhmMJ1WfU05rPOy3R03/AKvBNreNZCocMKxiClP5bybgQB3dOX8YemnTy04Ky/FjwoUKMbed/hF/TuCmhcCKNVmCJHFz02RpzG2Ogbee0ZTGnBHFuGebPyRNSkxs5Ln1v6yk7wcPg1S6WsCc8Xu884fqFgPwgqtBp4EEaaQVXdOTRa6Ckou3Y4Tw9iafQoy0+CCNM57P9dMEeg110BstN5Fr/a3grcXeDVKxTJmfo6fQ6uBs1lyPdrt/NV5xzPTpmq4Tq7tKrjDzJaKhkc+dFFfCRryzxRzK+CStYPNNqZdbzOJKVADb2hEuoPmal/VE7jLbuMZGkYiDjhL8nplGUp2Ii++MQ+wpUspJTfRKd0x4XFYatSW43CkjHYsDz02vOfR8qTfLsMoP84n/AARLtY3rYzBxKmSg+Wo1ilrzz60vNE9rUFW6swP8om/BidaY4kzrS1FpTrGYAe1qI9b4cvcL+9TXh+SX4/odZsKS80UnwtAc4n8PXptbswwOb2Tp87v/AJwYZJbZb0h8tAhzlgH/ACxrU8pflucmzmB56ZnmVy7AaaTbONu6CXwnwo9IsLQpCkKTYk2tpfxjbYnmqZRpR6Ycl0FXKzAAX1jJ4NxdUa7Um5dmTU0zayik30i+SeW97IXie8yZbyCi036NJobiK8hLikFXsKzD7IzfE7Fkrg7Bj1UmetQ6GWv7Rw6gffHMk1xE4j1eaM9L10yjX9m3b92K4Uc0bkqVnFWjudkMut8r0f58VmKKXRatSXZKqyLc5Kq7bakXJ93hHKcrjzifzdcQpGTwZEeTOL+JD7uuKHRn+ayIuVBR+IHFm/gNdivgvPSM16fgCeuzv6FMOfx/nA64hzOJlUZqQrVBnZAtfpAm7S8qT37RNl6vj0L9I/Kibvf219P2Qqb4j47oD/o0zOMTod686m7/AOKLomOd+qv9GYKgTcvLSuR1zlnzihxW4w9NhTboWLd0EWuVqaqbGX8lsONuH9KGLK+60DWvSJYVfY3i6nuSQUsFoKncqjcnvgpSDOanKbWCRlPZ0gYYOBDjZB1B1gpSy88opbisjaUnsxya+kjavKVT8upKnEqdU6AhQK1NWsOvp174usO+oEy44tPKLSgElA1GuhsdxFHPTDK33wpKUEJV8mSB7eu+4i9pTueXmFZ3Qktqugkm56urUGA9jPIo6+W01Q8l5ZAQbJWVkEdfV74TOFwtuS4WXmyiySkruqxV1fdE2puFypEc48wNnIb2CjZzq22hUyhDzE0tR1KSfebuajygdhQUV7HdWkMQvUyWlkEZQhGdROb6RuNIUcfzjUs7zZCXLuXVSXEi56tdRtF/OYJoE3XnZuZL4cdTnNtL2vtrtHz2FqIiXWlEghaF9jmk3UoZtO1tG7iUkkrE1KuU4myBdKnqattDdwFcoG6zfU67RIRxBoQZVnZfKkNEFQRlzKN/7sXZpVFDD7SJGXWVpCXEFnLdWukOehykkH0u0+VJXLgLu0DYa9O0Jnp9gFI5xBw+lmYyZgE3vnYPUVX89tYblse0gPvtkIUixs4WzdR+bvtGjn6VSnhMp+K5VYKTfKlI2B02hp2m0pTjqBSWQpCSVAFA6evTbfSFvT7B1K1riLhwOrUC8kJJy+pI167pOu0Q53HuHFrcSEzLiukXSm2e9+n6ovF0Ohr9Kbfp0ulakkkAIN7BzUaw89h6gJQHGaXKgssgm7KDYELud99IidBdGDUoZvG9DSwp1KZ26UhPaHUnW6YZGOaKVvJQJy/JyCykWyn2ffF+3hqgl97JKybwQ0Ci7IFj167+UMv4UoQcWVUyTYbSyVDptY3N1RM1BdGTUgzHELD6lry+k81DYTa24uryiMrHdGSlSs0xk5QB07rK02i2cwvh30txbVMZVZq18ns9WvahqcwthxKXg1T2SFMC3R+v9KDal2Y2pDe4gUVC3yVzJDScjV0HqTZf3wwvH1KfmVZnlpQ2ki/L7QudYsJ3BeG+evlUpv0Uypcz3ULaL6t4bXgbDbcwX2JJKwWCpSOaoZRdWsM1h/mJqRDjyil5ILyFKLVglLajbQ6++FnHtHcbcSqYKUoFlEy5F+1r74c/IKgtZ0rldAi5cBVpv1+6PHsCYazTDa5Z0WbK09SxftdXuhVKkvUPqSBi/DJdWpual0XHaUFjN2ur3xFn8XYecccyzLYucpCVq6tT1++GXsD0VtsOlpWVdyU8w9Pa6vdEaawRQhN5kIeUoHMAEqNtTr7ostSF1LiYxZQuS427NpUS0pWYLVoRnsdobZxnQGM6hM3QW1JJGvX1dWo2iMxgOgtuWeSOUGyb51bnmX79obXw7ozhcLLzqEtpUMgUeq97DeBlptdQK9zcNVNuoyjTjTq+W6w3cZEiy+uyttokK5Yqq1TagoZ8yynLv1ajTaKyXpokpb0ZmbISyylKlKWeo2XZETGWphucsSMuQIJzLORQz+r+uMlVJLQso61CROv56m+b2AdO8SZZaFKbUX9PCIs0UuTz2ZI63iR5CEuZUEFJzW8I8lUpSnmcz6/QyuklEtHHlNuXLl0DXSIlRmQpCs6rpGoMVz00oOG2mkMOTLSk3cuoje20GlRhUypHLxlNxjK5DCkuTOZaLKBIveI0y44w6ktkqKu8mJEx6O3M503zEXSn514g1FReQ0ylQS6TY29kR06dJOWp56rVcI6Dzzzb0u83MJObMACO6KtibSXXFtBSUI0USO1aFTSHFDK0pS7aqtEIqT6OpJcKUAdWkdSNFdDlVcW7aiZxakMB12w7rCKOrzol2yoLIzJ6R5xKrLiGJZTxKiAbgHxinwrRapjXEctISiFuBTnXYaJEdClSWsn0MU5Sm+HATTJGvYtnTIUyWW6om12xt74PXDL4Osq00xP4pfQ64RfkI2+uCjw2wRSMG0cSsgwC4flHbfR6oIDDV2R/yoWVaUtFojSoU6Tvu+/8FBSMJ4dpjLcrJUaSaSn2g11fbFkuTlEL9Yw0dk9gRJ7DkJQgLc113V9kUNirM1dlTV8K4eqX/tCjyUyn5jjKSPujnT4RuAsOUmjM1uhSPojrszy3G2Oxt05U92qe6Om6q76Mx9OAf8I9kjBQe+ZNsrH1/wBXi6hO2hVWheDOfpTD7NOr4YrDaFKDLS1oG11JvCDQJ81Jp7DsvOOC/q3OX9I9+3dGiorLdU4iSstUULUh5LSnEE62S1eOlsNUNLMr6IzLgNW8IZ4h09Cing1NOctr7A54c8M2JMMVzE096XUJnWx9j5qRG7qE4zbKwOW0F5LfO32+yL6nUq7HN+U5bn90ezFgaFKNS7hLPrF5iv8AW7oqTvqaZQ+G2iBoqSpzanZynUxuXm/bugJ33V9sY3igJ0U27yQ00O3+9aDSaSzrN2+bk37tf5xSYsw9KVOjutzbPMbczIyfdEjGxVJXBtwjqbLsi2AWj9D6WxH2GC5RWm7ojm38+4YY4BLHpVNvn/XT/AiOkMA1ylYhpbdUlXehe48PGJOGlw0qmti0qrCFlKEt3Sq9zbeGG5UB5JSm3LNspi2CW3HwjOPER48gDmZUgrtvAzlzjqOySGkIIuASL5okBbgWAdQIraalxUmeYgi52+uJaXnEOpDoASdBAepZfQcZmkpZVz90K0iS48FMrUVAIUncmBVx2xXU8LSUq7JU0utZ/WLHZTbx+2KXE+MZLFfBmoJpUzaZbk0LmG79aEpUnOn7M0PGnomZZVrNqwSKlXsOVKXfpK6rIOBxtSFNF4WNwRvbzjiOrU4MYiVKzJQsIfyHlm6SL9xhSJRMy4GRNKlCTa9+ntdr8fsgx4V4GThqbL1VrTDsq2sOjJ2lRrzKivqVU4SqyV5I07/wdcLzsv6TI1aoSza0pKE3CrXHjENPwaaYgjmYhmnL+DCf5we6e36JLoZClLSlASL9wESX9Ag7f+WMvHkjdworY50xzgvA/C+Xpky5RHKq9MLUC8+rpRbtX98XNG4w0JeLZKh0GVSiUdCGysDJ2o2fGGmN4ywy7RGp9iUyuJc5jjeZK8v/AOLcRzVSsDYyna9anU4q5LvLl5kIyIX82GhKE1zPX8RKtDEN3hFtfgjsCusSNVpb0nOW5Uy3k+1PdHPPEWhfkbw5q8jSph11l0t/KfVm/wAMajDkvxOYqzMlWKcj0UdtecRU/CJD7GEgD+lmEr+xJ9qGoxaqxuUTcrc0bBA+DuP/AFc04ujfN+ME9vQWtGB4HNf+q+i/+F/EwQQBZKgO1pGZmue56bB5CUp31gI/CswAKrRGcS05N5yS/wCJsP0eb+B+5Rg6tAhd7aiGJyXS42ptQBS6LOX+lvD055GUzWY4SwpWuVL+gk+tbc7/AN1SYIdOqLkstDY2KuX0dmMLxRw0rBvEadplvzUqu2f+X7OX6tPqi3acfbp2Rhy3XlKfnZkg/wAYyeI4aMtYaZjAop7kmsuIRLONr1ss2civ4d1n4h4uSE58m0+Usr+vT+UKe5uzp5ntfSTvGZxS28FBSd5dzOoo++DhFzOPcdcp3hRnQplBBuDFglQsUp+yBZwFxcxiTA8qsH86lvUzXvCe19YgmoN/WIPrPCLWrGlO5TYvw5LV2kPNJPKU436tf8xHLFCxJXeEHESbk8RJempcpsv/ACqSo93+sdgdhvX5sZHibgSi45pnodUaCVD5J1A6m/dF1Kpy5STpZtbgwxvj3hzjfCK5Kfra5O5C0ZWwpaVDygBzSRRKlyKJW2qiz/aICvqzX7+raClX/g+Yko7vPoE1IVRrwfTy1fiR98YHE1ArmDpmVXWqU1Ll/NywlaVXta+3vEbYxS2MmW2+xoMLh4seuH6/QO8bxrqfTGWmZY2B+n2erN+P84ztIn5UyksGt3Mv70bhHKaYmOb8n/oRGGrM1rlK2ryiX3HFlgghskZRoCCLwFcauF/FLjang6loJAy7gAC8HStzoYk5osvNera6+s/uxz3Sb1KuTE4di7m/jF2Glo2US5pJIvWVBqXKFKssoJQTGNxqVl9kqOpubCCCltgpylGawskmMLxCeD0wwS3y1pTYgQ2EnmYtZBDwcbLQNyVQUJNQVIcpKSDaBbhML5zQaGoMFOnqKKepa3EhVow4j7Qvj5StnUsOCYaX6psIWq1kghfX1bbaxZUAyplFqQtCQW7G6QSVdXu8IqJuamRMPlCrNDMkmxJ9rp3OkXlPU8JZwPFsOEZRcABI6/EDWJ0KJFbWksLmlKW0vNy1WuQBnsvwMOum8rMtuAWLRUrIm+VV3fOGa+5Mom1hCEayxyrSQAe35bw1UEvzDc44hyzgZIRZKCAn1l77axE7WFBTxExRVmsZOUuXm1y7KUltSko1OivGK+dxVXgktzD7cyEJKTdrXLc+HfBDq2EqNO1Vc9OSjLkwZcqKlEi+9zod48dw5Q2FzDYpzQu3mQtNz0/O33jeqsHFKwtmYyVx1U3WLP09twcvkdLCxpc7aRYnGU+XLmiBQQkBagHOg3VY7eca9MrKy8wUSiUtpyrULgEX67d3uixlUqEu4lbqGxbXpT2rnU6bRXKcOkSbg8lsb1UzAbXRnEoSQlQ697i1tNtYTO4ycW86p6gTF8lnAlaxa9/KCU8rK48ELZUkpQkqUE3CrjXbyiLPlptb+TkKWLixaScts9r6bbQvFj6Q2ZiWscOtOLl5mnOy4FsykPFXLPVY+83hyoY/ZccDbtOm28yMjiU6jMrNYnTvzRpXhLqfmEKlZVIUoLBUbXV1b6+UeuyiEMuuLkmnUKWFqQHDmVbPofsEDND0kszKHHwQ+pS6XNMhCSlwZgLdqyj07dUes48ZmUrcdp8ygLCkKUXB0k5rE6baxq3mKZMTTpMiEocSpLoXmObVdgdNhYRImqFIt0+bKJaVWgLBIIPrEjN07baQHKC+EmpiXOIrPOIRKzjab3UA/sQFm3u0hU3xJYf5jCpGaazKtbmA8sjN+N42czSaQlLivQJJKs103SfBwZI+dpFKKlvmlSlnldrL3+EHiUOwNTIzvEuQ9HUj0N9Nk5Mqsmh2v9eaIq+IVGLTuWVmApeiUlDeirufd1RuKtQ6Gpx7PR5dfR2kp7Z6jb+5FbUMO015wt/E8uRlyqWlI11Xp79IObD22DqZ08SZR3mqXSnkoSghOh1PVodPOETHEGmPOzDy5SaaK0q5SAnv9ZcHX6Uao4apwee5VMZUlTfeE2vr0e+FPUmlyjr7Rp8rq2brUlP0unbfSGUqHRE1MPN8QApydUZIlC83KQsgFPyl7+XVDqOIMgJeaQmTf5rmgA2A6tN9tY0lSwrh6aW4fi/rcBu4LAKHV5+Ueu0CmsSS2kSzKQlWWxtmKddd4mah2JqUUzxGpzhcQmQmlpDiQOodkBXTvvpEhniTT2gpCZF64BABWNUEr6ffrFy9TKezJ5l0OU0JzWYGo6+uIb1HpSp1SE02XSFJCiQ3bLqrqicltg63Ldyppn0iZYKENuS5IJIPTY9PvizaMm66+XCyXNMumyLr027WsVLcshpxcm0wWkhjMm2azZsev67xbSzsy1Ov3LoRoRbNovq6/dGSo00PQ0qEhPrZ4hxRAbURr3mGX7ZlAEJAMeTCiHnFhedIUbGF5EuJCja8eblLLUaPrGBlekmQl9TanCbW++K11ZU6VNu7HbvAi3UggkWikqKm2n1FQ1Bv093vjTRs3YGLlZXGJYTC184rBWu6QPmiGZpJZu6oZQq2ceI8YjU55xU8hSV73yjxELqbyX3m1NZlNiySo7b7RvpaT1PGeI2adhSy4JVIQmy1L7X0Irp19SwCpVkp0tFrPOoUk5ElKVDIkRmq0+LLWRlCR1R0aKbbOBVtoU2I6m5NuKlEJSkXBHmY6j+DvgyXw9hdmefbSmfm0hZVbVIMc4cIsLnGWOZWUWlRYaUHHD7o7Yk6eqUZal5cAMtoCB5ARfX5Wo9tyzD3hDP1f6E9u46b98TWi7ky30vEJoAManqtE2UJ5V1HujPJWLRDiShzYWO0Kl02Xm0BOhhBNwb62VpHzR5yzYEWMMkETOf+HzN4DfwolNowdTUE9qeSoD3JJ+6DI76ttcB/4UEu7M4VpyksWAnUpV9G6SPv2h6NrlVfNl0A9i2QXhbiJh+rrBMm+llxX0jl6o6oo6By2lJ+TIv+tAJxzIoxpwro85IC87Is50eJATrGk4D8RJGtUlii1N8MVeV9UM36YDb69IWr5Y9tELCtao4vZsNCGkITkQiwAhE04FJFtCRYw7LLJTnvfWPHlIyqIRcqNhCZi1ohpYQGshABUTaIDkkXEKSokBIPT4xcS7AVmUQbgdPlCvR1quARa/UqC52FjDMDvEmCKTiCnmWqjJcB1B70nxEAmnz+IODmMHGZlLkxSnVaADpcT3qHgY6xelu5v9b6ozeO6LRpzDc85WGGXpduXUpRUOwLakeBi2nPTKV1KfUg4AxLTsVUsVaRmQpJVbIO0PIjujTLSkhPKaKDppHFWEsZVLBeI353DilmSUspLTmoWi+lx4x1Xwu4j0LF8q36M6GZzJldl1nqR5+cJUpZeYFKt0NXJpXmXmTy99Yqcb4oo+G6Yqeq0xygPk206rcPgBDuKcT0nDlMmajUplDcuwi9ydVq7kgeJjlrFeJZ7GeJXqpPEtMf9nl/mJ9lI8/ODTp3YalWxuqvx1pU2DKz+GppUk7o5zMsBpSpT8o3jRH5xMmpxWQe1lV85MX/AKI0flXPV/8ASFeiNJZQViznVmjSpxXkM7pOXndzIvMcibc9NNmnHPlPD6o6OwBQcdZZKYeqsrNUflo5bjZ/RdNs31QC5qV+NpiXo8gOfNPOa/R8468wTTHKTg2nyLval5dDZiqvPojRh6LdptaF3LuOIQ2suKWgCwzeHuiNiWdclaFMTTYBITYAi/3Q+k8txo3GTLqIbWwZiXdaWTZdwCO4Rill6HQoSipxcznyu1ioTM0pwPlKhfloT0i3ujTcM63PykwywhSvRFKuseKvdEuvYDd9McVJP8wJJUpSk6iLjAmFwtaVuWW02bhR6bmMnD583U9xicXg5YLL0CS9y0sh098c+/CVn2JlqnUGX1m5iYzkD5o9r+vONpxf4jNYbEtRKW36dWVhORkewk+0T9UZHhzgStzmJDjjHjobXu214x1YciTe587nF1ZN/Ct31+n1DDwwkfirB1JkVdtiXTm/a1jWA5eYU9ST3GMxhqfzXWPkzp9kaVlQWbk3J7opk9R8143HphWZJynKY9Wzdm6lXsIS+CQAgbGHyQpG2wgJ3J8wA/C5w8zNYSlcQMj86l1pQf1Se0fcfxgB0OqhVL5Th1jtTiLQRX8EVOmpQhxT0usJSrYqAun+8BHBUglcvPql3Tsoi0box4lNR7GKS5kbZTy3HQpxBVpa/vhJlUOOpSrVPhDckXVtqKFApv8AhD8yHm12SLEjf3xzU8uzLuCuxG4cYknuH2KVLzH0F5XWnuVrHYuC6/J16it1OTWhTSx3G9jHHFVpQm5Qsvq6r9Jh7AeOq7w+rRl+uYp9utsnpjTpXjmXmKGpUHZvlO3kLSvNlN7x8o2ULCMRw8x1RMSyYmKbNtLUUdbZPyavCNcHCSCFa2iqzjua6dRT2HZpYUgICY4w4y12brfFOdM3flybipdlF+ykR2OtWdISlXXeOfeN/C2bq2J3axht3mz0x1vynSnuF1g/Zp5xow07Ni4iF7A6kHvRg27LN516/vRo6fXZt1388eDQb6/19umMh+TPEaTPof5Kz/8A8P8AjF3/ALPsQyuH5it4zqTNJpzDZWUWyuE+yMt76w0qVOe7uVxjPrG31KLiRjFp9n4up3q+bmQtfzfdFPhSUDMv9JRt/CKyRkGpuolwGzSfk02vb641kjJOB1vttj2ffDV5KCsGhTm3mWpYsslmWzH2RA64irK5hpYPSSYL0pNeiUxSUNt5lJ9oXgQ8RXHXJxKihvJmNssY/D6marYmJhpc32D3sj6R33goU0FUgSptKriBfhRlKnUHvvBQpgT8VLuoggQmJ+0JHylK8hsTj5Mq0XFs5gSUlKEdfgR1RpmFIapzhDdrtEJCEq7HV1aX1jI1AOGYmECaSGAgJSkPWJPV6zbbWNFL5V09ZS5oi6QlS0qIV1a7jTSBJ6IoZGqLbgmHUtvqU3yrnqcFjZfUIjTT65f0ltb7iBkUF3CzmN3OrUQ7WktonVtKfStNsgQcuYKsv6W0N5VATRGRJKl9pVj+l00Jg2sBgZ4jqnX8aTDSnJp6TQgq9WTa1lai3dEN5uqyiQuQTPBKNblJsd/HugvvzwanVekVOXaTyVoAcdT9Lo2ia1OtpkXuRMszSFi6UpdTqL/JjSNyxOSKVgWBRSpjHS22lNemZ7ltsOe0O++vvi4ef4hoWtJl3ylKRLqJym5v74IMwgrS6lxZOYFPSpomxz6b7iPppCEqdCC46bgm4R2PEa76xXx79EIog9XOcQEzDgmpF8rzBlRDabb6E6+UIlZ7HhzNqkXXUhJbUVJAJII8/fBEnW5dxLqVIVdVipVk9YCtBvvrEN4BuYmXVM3WpF1hKE9KSdLa7xFVXpQ1jEOVPHqisqpjkwkqCBeXBKgM30txDK67jZpannJFJQv1S3DKJ6h1Wt5iCkzNLUp93K80C0DmyLAynNt5wxPuoEo7LpzJIAIJz2B6+vaBx1tlRAcOYgxYnnlMkl50EJfCZYDOOq1tPOEqxhjmzqW5N4NjMl5Il90kK20gkNuchTy0OhtKRmUvKvQnN1dnYxJW46lEyy6opSFZ7jOCgnN6zbsxFXit4ogKZnF+LS2hp6lk+w7+bK3sY+msYYrDiGn6YbXyJ/NlbXME99KPSZpkPraQG86SgHoVrrt3wmeeTdsPZm1hy4C79B19ZtB4sfSAGbuO8TlCwqjS9s2Q/myt+777xHdxtiArWVUaXvbIfzdW3d914KD6wqZmXFvBspUAk27I64hvOoUqYQ2A2lKQRp2TlX+MHiR9JDAMY+rYlZhaKLnVYZzdz1XSrUCF/lzXufMuqoYUmyipBUvfqsr3wRXjJiYmW02bSbWTlb10Xv5QqYZpzbrqVzWhJKhlRobr090HiQ9ILg2nMf1ZUu8oUkthRBVcq6Fa2PvhuZx5U1y63PidSVuXSpRvcm56jBHck5aaW82Uh1JKSmyU6q1t9UfCTbLk4zMJSeYmyVhAspevSPKJxYL4Qg1ex9WXlvhqlNW1UAUHbq8tojHGdR5SlGlpDhVm0b3F1/dBYnWJGWaUrTmkKsA2dR1+r+6IPISpt5BCCh1PqyWtupXR98B14W8ofiGqfPc6nIKsqnXW2zcAXNwnQ+WsXkqxMrnH22wrL2rko36tN9orEyrjEytlDSHMvL0KSPZT0iLgONqmXS9LsiyUBRBIzA+z79Yw1leOg1LWoRw160peJXdZ7PdEyXaBaJ5eUg218ISl1s1FQSQBmINu/wB0OTai2FZCeXfVXhHmm/eNs+p+HyvTSKmdJCyELULnRXh5RTVNJyrSlIC1G5MTHH1qcUDrrER9K3HhdYCibAeMb8NHXMNj+WNiskW1MTL7nKutLZKfLuiRNBapNCgyGUoHY7z9KHyi1SSFOWzoJUPK384bnOe+yO9TSLZvHyjpKSlJM8ZiIt3TK2effcLISkJyDteNu+MviWaSZcotlzi1/nRqZxsNUtCXSeak3I8u8RgcWFRm25dK7pt+73x1sIk5HAqpx1Dv8E6l8mSmaxb5ReT/AKfdHRzPMtkgb8AqKzJ8NZBs7uI5n96CeBbNqRlTfSKZyzam21pW7EH0lzn8r+t4mh71y2j/AF4fhCShtxaXSLlXSIbK0hxZLN3E9IhLDklOUkAE7wpmyJgDNbquYbQVZwRa28UeIq6xLzFwu1h1QUnIoqVOGX0w71qygKzbxgeJUmqsUZ2nTWqFt3T2d/8ASPpPFbTjoDbubPtC5ibanHm+9tnN+8YMXlKHUzAGwBiN3D1aOH68ChCDnSr5i/AfRiZxAwqzVqiMRYXPoFTb9Y6gaBZ8R9KLXHWEWaqzNnncmb5vq3LfS6U/w/ZiiEhxGpAuzLt1aVa7H00ptbQ+UXKyK8snsaTCnHCsUFLNKxvSZxCx/wBp5f8AV4LmFMf4bxMwmYptSllW/RlyyvsgGDiEU070HGOD5tDR0uuW6fvijOH+GdWnL0euVCik/oj1ROHGP2mgmaUfK/xOr2ZyRb+TmkfvCHEVqnJeSyqblw44rKlPMFyfC0czSnCamTqSZHiQ7b3Zv88Dppt6h8QG/wAnpqYr3ojiV8xBV15VD2fuhlRi+o0MRUk7Jr7tTugzbPOtcdiBT8JirO0vhpMNS5s7PuCW9ye2r7Qgj64DGDqvjfiBjeeaOI3qQ802VttWPLTbuIjfYl4cYxxHJej4mx3Khhn5K7H7PzvmwIxUarV72HlOc1zK33gPmKTIyWEqdW/jVkzcyXOZJe30+1l8DtFjQqY+65K1Whz7tOmra8uLLEOD8OykkKLhyder1ZQ8kPTLabtNpHs37zGvp2DX5SgNG3MOTX7oatPLYtVDruvy/wBmGqNPqlRyO1KpzVTF87POc7O2tolS8kB8qHOZ9eXujey2HHnVcpTjTSGh1Aax7P0YjmW5XLb93ZvqL/VFbrX6ByZTFsUp13OWw5k+Z/OEYpTNyVHcedZty/4/9YJ9OpiQ+1a3rEfs/wBbwrEdGZrtHelJpkcvl9C/m9wP2xUpt7kll+EqPgsUOSnaXNV55lp2aE1kWs92l/4wdGWu7mdev2xzDwnxKeG2J3qFVL+hzxT6z5nzf8X2R1JTFMTCQ+w8C0UXuIlVWm0XwquSV+gt6WSoJzbosLQh1CpZKbIzrUQSfKHnEOh7mA3IXa3lClONhoqWu1tRFLRbexDp6UkWI1d7Ue1WYbp8hmbsE+A0iNN1FmUJeGw2EBHH2NK7i2u/kpg0EjmZJiYHsfOSPEjxi2nSk9UjPKc6nJDVlLhjnYg+EJzS+HuXMK/uXP4JEEDiViB+ZxvSsHSSy1c9azsbxU4OwnQ+HanavV58Ozzg61uexmT4xW02ensecYZTEcjLOikSDaUF23by3uqLOr79BFG6UFrbV9vnqGPD7TVDkfRD6x3JFtTJv9ITb/MYwj+IRPVmZlJflOrl0dZz+EWErP8ANs08bctfj9d7RnWkUhOI3uECVdUpvVd7HS0S2TqQnXSM1R58LcUB2R2fdGjYeHLzNpzH2ffBkrM0QeaFyNU5gSdKcUrYdR+uOFOMdK+JOIc36GfzR48xv9rq/wBI7axwXXcOzrbTeuSOSuMEkKth2VqgZ/O5E8iY/wAv36fXGrCztK3cxYjRmcoTvLbS3zMwPf742bFObmmG1pWFqPd7oGFDmD6OlOY3G8ESgTYbQ0WVXUN45/iFOy92dbBvjblg5SgCkOBSvIDaKSr0dx9a5Yyii17JtrBJaKJyXzJWgJJuVW1VpDqkNE5QAQBa9o4cPEPZ3nvqScYyWWSAg9RazhufTPUadfZdSbgoNrQUcB8e5mW5Uli9gqt0elI3+uJ89RZaZsktecUVdwe1NBxwMj2f1o6kPFac7uS1XUyPBJq8HYOmHseYdrqEKp862sq7ibRcvzUiLOvOsBxHYKlD6448nsKT9PVzJB91n9RxXZirm6HWpkZ5qozCv1nVdmN8IU+5Snio7HSuOONGEcNpdZRMioTyP0DBuD+1tHOWNMXYk4kVMmefLMm38nLo7CPcnvNu8xAXh5mXKVTBcsDqIvJJEu8EsSUqtKh7UaHiKNFb3+YeE5aS/AapNMShLDQUprLuSN41MtT3WnEpU9mSdhEWQkJ9aAqZKSUnQAReMy7mbKBc21PhHExWLudOhSsMTkkW2lJbUm9tt9IFHE6W5E2wUWFyb38YNiZEttrKiM4G3lAZ4tZTUGraDMe1FnhFbiV0U4unanI2uENMqYJEsys0VSE+tCkpvvpv4QOMKaFCoKEkgzFJKA3ZgDrT5XjVXepjKR2VCX3ketcbTlSV3XmUdPVneNBS0ImKXMEvutmwA0N7Ano1TvGdamEc993mNBQaTdWbRadNRoOuNHIC8i4pC2wgtJXmB2F+1v24R7GYo6qQ5UX9FJRyx6wpTmXa/TqN4Q+8OXN3l0uJ9HOmVG1lae+Hqol1dSWecAkISpKk9416t+1D7+YSr7JKgrlklQHkrXtQy1C0A/FdEq05jdx5qmuvMAlYDdlBSddLE77x5L4ZxOyv0ySpk1LBCSoLSoJCBprZJ32gpzdWp1OrBD1ValZq2hdVlCVa+I2OsSZScp80hRarEhkIJAU6hXXpcHbQ6RveKmlpEryg2p9J4gtpbtU35dloFwqWs9ACjFjM0PHTqH5hFbQAV3LZdPQFX6tu+NvLzDcwxNKU/KpLrmVIUQQDfUHXsxKRMrDM2wgSylZhYjNdSQeyfKF48uwoP2cN41U3lXiBlLfMyrBcWDa6LX8vOIpoeL0qUhVaS0Wwlnqme5Q933wS3Vhtbq+iYK3G8qSgjOCUdO+wiI4tyZm3FIMu761CcqydwBpvsInHl2JYwcvQMeS4zNVBh7LZoqVMEHX2tRDUwzj9MyptEy+tCXQypXpCdUnc6iCZLoMzLzCeUrIoAKueogd4huZkUOJWhDTKy4ElS1G1wO7beE4/+A2UHVQl8fOIyFcy6UK5CDnQQ6n5x0ht2Qx+wlzSdzJAQFEpyueAOndBBbblm313l0qQlCb7WI8tN4mTDUshyZQos/JpVkOUhQPh5weP/gCwMnpbiL6XnmBNOFADaQVN9QsPKEPIxw2+lBYmFJCwEhwNkk6XVt3awSJ9pkzLvKdUFJSkhsZCVJ0284XOJSUt3bdUsZV57JuoXTtbvg8f/AAL3XOIaA64r0pTZs2sKbR6zXtfjDfp+OEpPNZnHVhKmjZtGVYt3wUlmXd5hVz2xlSpKiDYajXT+tYjn0XnzPKK2TyCq5zWVp2hD8a68gQfKqWNXJBa0yz5y2S4Qyk5hrt7oipq+PVzjnpEm6SO3eWScybm1tPfBPcm0J5yVzEu0EKsMjgOVev0e+GS4yn0osOlCkEKWSvQKJXqNITjx9ItgYv1zG5Uc0q6FEAKyy9r+H4wqcxBjdwFD9PeDhA5g9G0trYe6ClMc0qVks4i+ZJziwVZeu3fEOZMw8CsusKIWcoXlzZury2huPH0hswYTFexlMpeQ5T+WpSrn1Nsov8A6R9P1LFSZlxh5t5AQ4lboaQekbpA98EmdIS8soZCisAWWQLXUbx6ZdCZhJKmEpUEjqI6enQq8onG02DlPaaFvluZmG3Glvpb5ycpu0cosRGgl0WTMou82ElN0lAIGqbObxUp7KnA80EZ0mxCSQQlG/kYnU9LhDh5IKHVgZ1Bs21Tp7oxT1L6bSPua6Z7MEjNmulA3ETXbCXcbVYXGsUKpoKnHHyAkrUQgAWIESWX0uoDbnOQdh1bnzjzDo2al11PpeE0TittCvdYygrJFyYTLJBmb5SUpAv4mHaqpLaLJN7GxBiGw8UOr8VgXtHSpRaponiU+V9iGlcwqbfCkZUgFJSTCkzamWgEEXKgk+6IZdbVNKedZUhLrd82bY3htt9PKWcgDenUYvjTSSPHzratbCqqVqYSwl1OXUldtvKMHihpv42bQkJOqSDaNo8+osOtLUmytUgCMDWZgprTThXmSFo7o62Au9Gc3FyUrdTubh+ysYQpmTp/NkXT4dIjUoeJXkV7X/ljI4EqrVUwzS52UPq3ZVJ/u6/fGul0gqzr9mK7WLZSTbuOIQC0lIGo+6IwSElwIPMUNfdEq9mRk1XbUQhIQlTqgLdGpgtBIyAVIQAcuZV9fdAd48OYko6vjinSbbtLyKQ/b5x8R4fzgk1urejOIBOXKm/3RCaqUlVqe7IVZpp1l5JSsKT6tQMX020ZKrjPcAmFMSl1sTTe5T+sprygrYXnGnpsSx/SO/xgTcSKCMF44DwsJKZOcN93639fxjeYZeZnXkkPfqcvz1Copq6SyiwQTV4eZdmEuFYU2sRb/k/IhKUZLgJj2iIS3TmeaSbDcxbIPMUSg9JTEcjWtCvFOl+kKabWlI0BRe0UVb4bYMrtzUaFIqc/tAgpP2iNgRl84S/6v+7/AKwkZky3AZVvg70wh56hVmoU90nM0CehH8YGVKksUcG8Tzc3WaCudpikhK5tgZ0kDvCu46R2Jf1KG/fA4+EC601wlrQcA1Si374jVQrOUsrKJUopXRz5hTCk/wAQcTTmKpbnUKTnphS2/R/NXZgmyPBCXm8oqVerc82d0qmbRnPgnV9gKm8KzJHOLnPlr/YpP2ZT9sdLSgbbuv8Aq8CtVlGbh2HpQpNKcY6mNwrgmnUAolqbKCUYO5A1I98KqVCtdpoer6s/1xs+W441f2/Zhl9lEyvIvuUn8RGfMWtXBHUaeZRlDYb9nrT7+6MpWhyWD6WHbN5V9CzG94rh6Tkpl5n5Lt+r8v8Ap98VfDmapuMqfNB5nmGXXk64ZxuZ0Y3Ddcl3ptDbqnGAlZ0d98EBapaYkkOtBsgIPUnv6oF3HWkfFDjMjK6POOerba9rxzeVo18i9N03Csiy9o6iUbz/AHa/jFuTL9RH/wDEG3EBmUnKjPGZ3bzIbI+b/wBYiYNxxjXBhaakJoVKQI1ZXukQ9UpuVRUXmjqSf2dv+kU5IaePLP8A5Ystcqkrh+4c8YaNiOaZpc/mp8+Tq0vsrMEl/mGX/e/0jiGtTgYelJxl2zrbo6x9v4x2xhR341wrT5o6ofabV9qYz1lwmmX0NU0YPFzNRNOqAp9/TeQrk/8AiWtp90D34N9dkqXW57Dk9LhmrOOHlPOaLPjr5wfanTglKiWgGlI39qOa8RGm1ripSU4eWVPsvDnOtiyDY6a+cOrNO5IxkpJR66E/GcuqrcafiKvPkSZPq2/pKQCn33guY2ZYwRwtmRRWuSlhtKUqHzlEC/3xhfhOSLCKfS8VyL4anpV8MEd606lP2QRKWGsdcJGmKp2qnTus/NX3EfWLw83aUZDQd6bp9AWYaU1h/hHMV+RLT889u4v2PWZFfXH2Bam9WGfjGbfPM9tH0hoIzuCvSKJUapgurELYcaKvEA/9dYq8N1adpNcepY9SOZp+tYX+2FlDT77lLlmlf5WD1RplkjKFqytg3Ue9UbCiVJQT6OsWQEi4HfeA7QKm+phXpLoKFqtp4xt8MVJOYuOudXKUQT5RRmHehtqyl16mqSnXmNkIjmGSpyF4kquHam4tTUwcirjsZrdn9UgffHTVCnFTjFlWORVkQGeKko1TeJFNnCpDKJi7jlh2819v1Sk/viHg7JoaXPJSOcsUUidwriZ6nvpOVs6L+eO4/XvF3QJ3NYtt/wD2we+MPDtzHWDZSpUm3xvKtXKP7dCfZT9IH+McvMOTNHqbyJkEEaWMatMRTTYlGrLDTvEM9GriVt2zkA9kfNMaaXUXEZ1WAte/jAjw7Veeo5AFa3P2CNvLVwy6S06grRuPLUR5XxHw+ytI6nHjV5omueU4pkZTmF+rL3iI80taS2UDlhSraxVSU88pGj2YjVJG0OuVNtAbL6Q42T1EbjzjlxwFbNmbsI5wWxX1yTfmlrQEkgGySIhSdHnWX2m+ebbhNtDF4uZQoZZdfSo9KjC2ph5DyUXCcp6ydfsjotVUrJiceMfhKJOHWChfNK1uKP1RPkqGiWaSpppKTbLrFs2+03ncAGQm6bmH5FbMwXAtxaSBmSbaRkr4ifUtjUi9iCzInmNhNiuxzCPlSyUjLy7FWmkTBkD5ShSjZXSRHymlAKyq0Gp8YzSrpxujXTdnYgPB1xj1mmRX62aATxa5fxsnJHQ8wHTL+qZ+b/p98c88XAj43TkGseh/6fnmqy+79zHj53pM3OFRky2gmyJtSvk3B2f+sDbBwuU3gi8r820d7h2vftG6s9TAVcvL2nppDjLtwtK09Byp7PX/AKRoJJ1bUk5LgWOZLhUU7a9vbY+EZ2XStxM0hCWSRlsMwuDdO+g0jQ0yVT8WlxbKXCoJ6gvRarjTfaI1ZGXqVc+tDNQcUHQF5QpQIFmifa22MNuTzQlXvXJICDc2F72P3Q5UEJEwboN1pAtm3OnSdYjmVcbkVPoWpJsQkFZsdD6s67xEOwS4woVaqmO3X0STbjJICE80cu2upudt4ce4f1+ZcTZMlLgryoSp1OVW2un1QQ5+uychOOSc3U2GXy2Dy1LF3Br0C6dxrHslVqMVLe+OJd4gjqUWiBtoAbbaRvVesl5RMqMPSuHFQU0pyarCJdxK1ctGUkOqBEW6uH1VcmUuS9cSQtSVFXLcGdd9t+7wjVpnaeJY5pqUmbK6i0hNwNNRrvEl6Zl+epoZeYXGznCAABmFlCyt4SVep2E0MG/gGsvTIU7iJK+pLgISsAkcvQeY8IjNcPqyzmLVbZXnUh5Hq19XZv8AX5QRJicZRLth1xpCQ62kgKWMp9X1e8w23PybxebE0W1NJQLNX6dU677mAq1TsGyB/wDkHiFD7i5StsJQlCXFrQtV791tYbTgzGkutZNXSpIyPpImVC4NtBBVk5lPozhMwWXminmktLASbDSIMzVWXShSn2myFICEKdUClfT9xiLENaCg9/JLGimXEy+IcgayPuJVOK7SrdIj1eEcaoZUy9W3w43leJRNE6HYCCHLT8mOb6xtSFloZVPjRy6bnUbQ/wA+T57qUOsoWFoWhKplHa0vfygqs0QF68K45Q6VIrbmjaXT6/Ubaj+UMPUHH7K0OfG7xQ2kKSRME5CSn8f4wTTNtOTZU1MluziMiVOp9W5pv09mFO5UBkocF+YCi7iCCrMi4Omx0tB9oJYEgpHEEJcaVPuFtIClkvk5r5dB/XfHqKLjRtv/AIjMos2cu8TlRYaDWCw8802FpRkSFLSUC6Dl7F0n7oYcNL9HWUrcaUpsFN0oOthpvB9pDlBmugY3dWWU8xsKRzFqU8oWTcaHz3hn4kxippAdnOW2tIvmmD0gW39/VBdSG3GsypiyHLAerIzquNO1tH1mENLzrIccIQguINlb3T9WsT2uXpBkQLGaTjdE0whM2pYcASsImNANP/uhp2mY2Q8hDjrqgs5CoTVjaw029+sFJ5DPOcWiYzJKQkFDarq3un8YZ5cqZYnnZsxAWBmHTYdO+4ge0z9JLIGDNNx9MMOPOLmVahv1i0g5c28KeZx+lYZdDirqbacIWnqTpYQSZlSHHJg+khWgUcxtpcdO28QkIQuYOZN0kIUVc0WVqm1vODxtNhraD0g5Mqk0CfMwt4JQiyRcODIjpNvCLClPITUVyyFPK9ZYlbaiDqiyfqiHnQ09dWZKLoK0oUDZNmxcecTqQ9yZtRbUz6xectrFzksmx98ZJEp3uUilXqEwFKNwsgk7Q6yVkOlZGZRFvdEYIfamX1EhSVLJUm94cW4DlI7B7imOJVtZyPqvh0OVRY9MNhxSRe9orp4OsvA5gRnGXW1hFp3p8LXirrCLvBIudPHSNMJWQfEqOamrFW+pK2sqXmnEtqGg7xeG3X0plAytSN7kDwiPNuysm6qWZCSoo1PgYrHSc9wb3Ma4Um5XPmuIrcObW5ImagkMHKMytoxNbINRAULIsD9cbFMqkrCinSwsnxjJV8tKrShlSrKqwTeOpg9ZNHPnXdSaWwWeD+Pp7BM01JVZ1T1HeHQsaoY8wfDxEdUYdrNOrUk3MyEy3MMugWUk33ji+hpqKqSuRlqcmdkXtXJRXbHmnz8RFjh6bqlKnP8A0GxIqWmHP/2fNnJb/Ir7oEqeYtVVw2O0SpQSMn1woqFwE/XGO4U1bEVVwi05iZhtudS51FHf0iNf8m5GW1jqpZtzLYtwvO1Snzfob7bU058hnzZe6ApivC/FLCNNVWvjhuqSzJ9e237KY6aQLpNu/XNDYaZfaUh1IUFaG8WxqNFUqEZbrQ5hxVi2kY+4bLW63Ly1dkLAtOHXKtQSSPx/Zid8H5596SZS26y4hSuSpKvCK74S3DuToE38eUlkssTW7bfYzbq+7Ue4xp/g9U2lydFRNPzDS3FpulIOxh6q5UjHTWVhYr9YbpTLDAc7YH4RNwfV26hI5Q72SPxgW8dcQ06n4cC5KfYTUb5UJSq61C1os/g2mpPYaQ/U5MtuefntCVEoJGihmm3JIMSVdJ3j5QC0jfSGy4mwGsONkBJOsUX+EuFPEdMBb4WM48zw5DI+SmJ5tC/qQT+NoNDqD0xleJ+EmcW4Wmaa7q722PouZTa/lraL6Uo05qUmV1EpQsjj5o1DDS6FjWnS5AaKOXb91z7/APEqOysD4ilsRYelqvJi7cw2HLX0B745Jr+CuI9DWMKGkPvU7mqW2Wwp1rqBHb/ajqDg3h97DWDJKmPCzqEXWPfDYlJtIGHpyyuT2Nq3qhYHdCBdT6QBa0PIyhtRHfCBfOgq0ubRnLSjxPSPjCSmJa1ytJT9Vo5ZwFiufwzP1Sj0+RedqU8oBrmexqrdIjryqOhmXedI7CFK99hHMnB9Ca3j2s4ongOaJk8v6GbNl18glUaYSbpyRROMZTSZrcMYQnFTIxBiyd9MqzmwPYR83pjKcRKwBPu68oN9Hb7MEvGlbl6PJZyoXOXJr7456xcVYsxyzRaVd3mui9vsyiHyRavJFed1ZqHTZCcLUfEWPK26xhwctn9JMOCCph34Ocu9Lc6s1+eXM+DC4LXDzCknhWjsykqwAbesXGqNkLTl/diuWJcjY6UIaxV13ZyZxS4KnDVEdqklVZt4N9fLcb+lBX+C7iI1nhy3IuO53aYssAfQ3T+JH1Rr8dyZnaQ8y7uUFH1QA/g7VkYT4nVLDk8bJnzy21/81GbL/mH2QarUqeZ9DIuSVjqmcDcy0WnUBSCACDqCDGUncO0ylyz8/TaVKSzzQU56lhP3WjU3AFlblMfFJA6x0lMZoTsarXV0czcPUNcSMdzjmJswTKn1cudEdPsp+1MF/GFXp2EMPo5QS2w0jI2kaBIA0EWk7QJKnPKn5OVTzHN7CMDxQaZqVGNOfNl8vOg9rqRqr+EXJrNdlFaTjFQi9AL0qozlUrs9iaY6kuDMPdt+GsQ8bzsnPFp+nuk1Fv5Ntoe7td/dF5g/DFWrxdpOHXHvRP8AtE5b/D/OD1wz4W0DDbDT4Y59Q7S3HBfW0WOpZuyLYUIygs0rL9QCYYxBisUy35M1Gb/tHPR1fvRdS3EF2msNmo0SoSq+w4Vt9rwtHU7EuhIsEJA02ERapJyc3L+jTUq0808ClaVJBBEZs0ekUvxFdGPwyf5fwC/BWNabUWQ5KFpZ/s/pba/bFhxZkGqng9c6GQt6UQohY7TaTa6k+YsD9UZTilwknqeHsS4FJlJlr1hkmz2/nZf5Qxwo4hM1VL9FrTPJqJbylt32/wCuqLMrUlKLKG8ujNLwWxMxU6bk9Ia5o0Xfs5uyrL794n8TOEeGsbD0xYFPn/7ZgfinYwI5ZRwZxFdk2dJQu3b+oBX3hSY6Iw1XWqxLBxXynfC3dN3XUtptS3OQcecK8W4FW7Oejqm6SNpxrwv7Y9mKGkV0+sD1/r98d5rbZnGiw6kKZPaB745140cDg5Un6vg6zacnMMkPEb5ff4RqjUU9yp08uwO6fOPLRlS9kSN03iQzMjmi00nInUAwPUzM9JPOMTDK0qb0sdxE16uMlTd2yFZdVJimeDb2ZFWt8JvkT7DoOaaCLm4TteJbs0HXFKbfUhITbftGBzKVZhxOVTyVqSbpv3RZS1WOqi6lKQnvMVvB5NwZ1I2zNSlyyW15gQbX7osmKwG0oQl0csaKNtYHjddRyFNZ2jkOa/jEyXreawyfKC4tHPr+HqZfRrRhuFJqcbS6UrQEki5I2hKpnMARYe6MPh+uuvvLDxCEBVkhW8aKTeDqlpSCNNLmOHWwPA5Tp0qmZZjQ0+cLQbdZFyehYX807KgBcbg+xif1yWm3WzsPMQeqImbZl/TOTzQ3uj9ra/dAV+EK6zM1tqpy7t1O9tPzTHY8Fi44jUzYySdPQt8KhRSCk5b90E2isLTTkl3K4CB9WsDDBzigUZwCYKtKX/uu6WcxAGl/ON+JfMYClYytrmlKcWQVgdQKS5cp01B2jQU45UlQ5RbSGwCHe1YjTsbiM+yuXVMkuoaSg5SsoJGQ3RYjLF/IOkNp5bLiRdCVArcIQbpsvXxhZIqlqygqk2Q/yXXct+WokEEkWRptER6blVMTDYeaQlQSFlJT1Cw26d4n1VDy51xKkBKjyypRGwsjX3RRT0uJbmPNoU0lVknMpQCCQOoabRE7FySsZPE+CKhV8RGpSU3JvnKMynXdVfZ36wyjhxV5grXNTMowyLKzIzK1snX74v28b4eplQdlJtU4vZSQ2yVBBvvv5Q49j7DDbrqEKeZAsopcYtmNk/yjfnxK2RmV0Uh4Y8uXQtdSCCSCXAw5dDYtob+PjEtrh4G8t62tpPYIDDhyNqtvbx8YuRjTC6HFZagM5bChdAsQSjpOn3Q+jFNEdCkCosC6UPAKSDdICLg6fdAz4hdxVYziuHzMw2FIrD6srqCsLbV0IJSAPvhBwEthQZVPpS5nSHSUK0bISQn7407GKaClTrpq7TgQ8m6ApXrRp591ocXiigOrfcXUZYqbCS2srV6wWHSddxaBxMQDQx8ngadcnSTUnUgAALDl8o6Ld/nD7PDp+YcX/vtwEFOQKaFz2dd9xmjQyGJ6OAouV2TcQUtqVkcI0ui51iamu0mbdccbn5V3mZOZlmUC4s3Ypv4W1g8WsG6MUrh9PhLgTVnXip5HQprcgDqGu/VCE8OKgsln42StxLiDm5CjdVxc776xvJOfpK1DmTrK3FBslQeaIFgnUeekOpmKOmaChNShddW2MqXWerskKHnBVasDQGTfDqvLJKahLOIK030WCTtmPnrC2+Htb5zSW6kzkLyUJPWCdurbfWCHMTlMLzql1CT60NhzI6gHQiwTHzlRpgnEiYn5fKl5vmKQ4mySCi2Wx+2BxqocqBs1gKtqTlcqsulSHASc6+oEp6tt9YSvAtYYWB8YtOITZRWHVHOSB5+cEqYm6Y2zdNXlUcx/IkIXfq9WQU6+WsRRWqSgpc9OaAvkzIcJCl5U7a7xPaKqJoY2bwliBbPMTVghSFpUQp9VraajziFKYPxGbK+NEqAyuFAeVr2dffvBGcmZBDDaPjKVU0iYTZSl6hWm/lvDMtU5R0oDc/LizqRZKuyq6bn3bxOPNE0RhpPCuKlkOsVEtrUU3Up9Qv2dPxj1GGcZIDJM+4vlFKiUTJ300EERNblMyc89JqS24kXUuwSqyb/xiJ8d0515haZ2SzcwDKHRob98HjTJoDl3C2Mk83nOu5grIoGYNkXttrDT2EMWqSkLVlMuchSXTZINttYJS5ymKdUoTrS/XZUI5iPo7w8+9SiVpVNAoT6xPrm736d4HGrdg2RX0xp9piXYfc5bjGRLllAhPyeoi6pbBL6rZSlDgVcXuB6v8YU0iVmWyJdxTyHFo5JKgcp9X2rnaG5dAYW4GGBzCsALOQ2+TuDc/ZGOazSGvzFFLPKmiHFLWUqUshPgM0WTNghWosCLCKdKZiVmHUJWDZJPu1OkS5ILdSpSlHMLERzsQlnk1sfTfCqt6cFLcn3BULd8Q6m2SCExJaaWV5ydI9mCgNnN3xizuUjt4mmsljB1aUDb2ZpIGl1eesUK3HG1lC7m+qbRq66bTRSB02jKTB1SUq9qPQ4Vy4ep8v8AF4wpVssEWtMfdcBDiAkDQRjq4nJXnrC9l3P2Rpqe86mZylHT4xn8RoQK28oG2dV/dpGzDPLM881JVbnR9H4cyeMcB0at0992m1duTsH2zo4U9nMIxGLcL1ulKAxxQ5icYG1Up46/3v5weOCp/wDVxRCjbkRt0M89K0vISUnuIvFHEyo6sqGaT1B98Hl2luYRU3Spqdclw9/2vcGCYU+19cMMSUvJshqXabbT9FIF4ezez+zFDdzSlayHmjuSO6G5awWpO4JJhZuEAJGkfEZFt20FjeDcJguPsj8YcMak56Pz/R8swE+42P3KMcvYBw7UKzKTEvK1h6SSk9Tae6OwOIsr8YYGrEh/bSryfuP/AJY5R4bYikaJXaoZuabRLuaJWRGulfJZGCs4qVp7Bewfwbw5LAT09UHqq/ayFvqvkN4MNIpzMlLtssiwEc5VvjM2w+GcKMGoTXyeysn+sHDhtVqhXMKys7VlBuZ/ToHzv4Rnq05Rd5aF9Go5wslp+CNarMSmxuAdocbCxmKRax2hhF1NjL03O8PkKUzYL1J1MJsXofISEb7wyuzZAvvDriUgDWIsypJQVA7QBYaDS03cI3vD6E2QBeI6CFFKrxJQnMu1+6Bew8h5JBaOu0NFXMKRv3iPUBTbZSR9sR3XkJWCnugxSK5MrMczRbw1UGkGzyWlG/zbiOV+HOJ6vS/jWTpNCXPzT0x1O+wm19/tg5caq18X4SqU8kr5jaLJy/S0/jHLuHZeqzcg61LisTKHHCXGm0ZZdXhfyjfRhyXMkVxJ2Lur1mfqlaeqc/MNzLzfbWg/m/6qfdGx+DDSA/Vqni2YGjHQPr/pUYbFdBfpuHnKlVGm2nFaS8vl6Up8POC7wZfYo3wfqlWF2Fg6Pt0/zRKjbSL1GNNztul+oXsKV6VrtJdelphDpbeUlWXui9ZcupRPd7UBv4MEoZbAk5U9T6TMdf1QYeQj0ZQR05xf3HxjCkrtlsc0IJPsVGIJhmakrAhz5/6p3/COP+L0lMYZ4iOT7Dx5gd57bnv6k5f63EHs4hlXcRT9G5x5rZ0/jEDiHRML4pl5SiVGclpWqO7LSdR7/wCWmkaaNSWtznNqWrZv+FOM5PG2EZWpMvfnKBkmGvmOj+cbgcywv5/bHM2DsKY54TVJ2dpMkziOmTPb9HKs3ilWXe/a8Y3UtxoW3aWn8I15l/2E+jk3+6Kp0JLy6l8a1un4hTnTdlbQSSrujB4kw01iFTtPamVNK7Csml0ntad2gMUlSxzjfE8v6DhXCc1IczT06d6cl+8Dx/WjWcM8HOYWkefPTcxO1KY/4l11eYBV7wJQlDfc0Km5rM1ZfPd/cWGA8KSuE6IiRluontL8Y1Nhyfp/xER5mYRLyxfXsnWINPrzRmPRZr5QnT5uWK7aXDKreSiy5YbWlCQo38YTPoSorbAsCN4dK7pSUnMVd4j1Ni64FCyh3mBsCOpElWeTLNtr1X/l7oAXwjsIvU6ps4zoUjlclnPznlt29rNmUkb38Y6KH9n+7FVjOlM1nDlSprouXmClPkruP22iylKzEqrMci4vrnx9T6Ri+SY9c05y5n/xUJv9hR/hgjcOsUsuy8r6LMC9lXRfz7P4wO+F8h/vStYNnvVOOINnD7C8qsv49UVVIw5PyFcepTEwadUAT6PzCrI945Vf4YurU7wv2MMdDpMYnU1yWm37JLmp+b5RLmK2ltRdQ71FWo+b5wCRP4xkGQxVMOvPNBH/ABEv1/h+rHzuPmwuzFOn3X3ARyy0Ra/nFKg/h1LU5dUy0460BtupyeN6XLsFKP8AimgOnNm0Uru8jG6wngrh/jWlSdUaw3KBuZa6uWcvX83Q+KYHdLwzxAxrLWfdbpFNdRk5ZbV2fpRa8JZ+fwHi+cwPVnyA7pLn6X0fIj8Ivcm1eL16stUKlLzKxa4h+Dfh2a5hotTmZB1Wtl2cb/n98BzHXBrGmFmjN+gmoyP9tJkrCfencR2NT3HDLpaQ51X1XE2b5LbYadcBQR1KgRxVRebUadGkzjDh9wrk8aUgu03FTLNTR8pJTDGXL+1m1+yKbG+E8T8P51DVRShxpy/Ifb7C0jw+2DLxZwYMNVT8ssG/mszLO3mWuru6swT7u6NxQqrQeKeBSxUGUupcFnWTuwvxHh5RZKvl1aumUKnmOXaRU2aj6po8s98aCSrTbPyZJ5dvo6xm+I+C6tw+xO808C4xf1b/AC+h5HzoTSiKi1nYcbGX5ULVly/bAqYeMtUCFacFYNWB8StVGnPS6nvRnXx7Hkk2++ATxcbUirNg31Kt/qgjcO6DVp4GdkA0600tKHHOZ9L+G8ZTj8l4TUgw+m7raNV+MYsDh1SxClctrzzUmizwxu0nz3gtYfOWRAG+UbnzgT4RTmeRY6Xgs0trlyiEpbUsFI1+uGxFswCkZXKqmZdDjaQCm7YKhoq7eir90aCW9ByyzaXU2UUEElNlK6LpOv2RmnWw3Mh5rm5PVhwaguatdnfaNG0tK0sF1SlJuhWitwA3bu3ELJGeW5WzjEuudQtCOZYJTlJGg9XodYqqjTX3UgMKcWhKkK1UAFdno3izmJlLZdUQtS+jN1ar1a6oZ55mWn0KAW2MilpTluAOX1C8BahzOxgZ3hu7O1l6oNVNhq5BS2tJPf2Tf3wtPDuT57vxnPrm1LsbS2VPcna584TiHHrFKxGqSbpiZpVgSu6RnF+7z0h+Ux3I9XpcrNyZURZSRcNJ6enT3R0P+4sVaklzhzh2SZS8PSl2KCfzmxIujpGn3w4eH1AdYAcl5wJDwJAmr3BCLAaQv8vcKzL6m11NTBUCQ5y3bIULaCx7/CHk44wyxLqQaotWeywCh3oIttc9/hFb4/zDoQpnhxQWZRbw9OCkupVo8nVR0sNdtY+Y4dYeS0oK9MWELSpwF5PaOtxrtrEleP6FnfZan3Oh5PLzBXQm2t/sho45w6y9Mf7yUpvMlTOitB3g/ZA/7gmhXNcNqS4gBUxNNuBSUqUE39pIy+6Et8NqWJsrE1OIHMSld2wOXcJGUabG8WZxzhhGbNNHKW0qBLV7fdvpCprHOGz6tE23zUOJNvRz6wdG/mLQyeIJoVaOHlPdaTlddZVnyqvplBKTbs+cSk8NJR1DX+9HULFklISDkTZJt2e+HmMdYdCM780nMFC/qrdNka/dC28d4blCotvsuLU4DdTBN0+O/daJmxBNDOPcNWw4ttmqOkpWhCiUHpSbdP3x7KcMkKeS0qpqzhYAunu7r/vRoZHHeHk89SpmWcUtaSEhpYzXKdfqh+Vx1hv01lXpjWY5ElQ5gzgFNyNO60Nnrk0MuOGDTbKXPjRQUq41SLJBCb/4oU9w2lVIW43WlApcJQC3qU9OiurzjTnGNCep6W1VZlefpyhagVCyLL1T3WiI9iWh8yYJn2nlqIStYd0etk7PTCqrXQ2hTN8OpAulpU1OIDirNjljbp38ojscN5f0sp+OJ1KWljIOVqvbSNQMSUNLJmTNS3SsBarI6jdG3TtCadiqlTBW8qoyLYzpBXlR4osBpEVSuLoZN3hupxxRRVHDneBaQprTu19+sfS3DqZD7jaKo1mK+lJaPrD0/fGxViCkrBzViUASpKnMqRdWiNUxElsU4eKEvqn2luc0XIG4sjbXeG4tcmhm08P5kIKVVcXQcwPJ1XfLrEc8OZwobLtXbUMwKlZD19jSN0zivDjjbE0uel0qvyioJVbdGsQmcYYZLNvTU6rsPVK+hpC8WqG6LikyypBluWbfVyU5U3tqu3K8RE2XnWmQtDyStSnEFwhSOsersBpvCngpuXW4zy0KKxmTY9A9Va0OUZZQ6pa0lPWgpupfqz6vq9xjJfW5I6yMs8U80oBUQnMVqI89omSGVx7O2LIWCPdHlVKm55bKSjJm6iBuSYVTVBq6bbq0jk1W2lbrf8D6T4W1mafS34kyxBWCdO6K+fKukEaRaJyh1OfY7xFraCXMzY6BFCipbHZxddxMtVAClSynvteMcQUqIy3JMbmf5YWclyhSRa/jGRm0BK9RrHawc0+W54Lx2DUlOx5IuHPYov3RncSn/eKxY5idfLQRoqepIeUTqL2EUmJEINXKBopSh+AjoUmlM8xUupq52PwJVbhtRGlb8iN8kqB1SdYynC+UalcF0Nv5kqn7xeNf/X3RiudmHmYp1QATvDaHLuHaFLUCUjMDHxbSlROQmJYI+V5mEn2tNoUm5XlJtaESiQJZROxNgYSQbFIN1KBIMSOpHoVuJFE0SYQnW7TgV9YMcHyjTruIVstUtyoO5j+b9Xhfuju/ESg1JFJFwoEK+wxwZNlsYkezvvsHKizjfdpHQwuqZy8RLmNnI4bxMU8+9OwrJO/2joQv71Z+zBk+DpUMMSMu9hynV5+sTjvW44W1ZOn5t45uDElMT9j8a1cf+GUq/jBp4ESGKpCqiYTQWqdSfFzRa/2jBxSToNsvwzb2X9+rOnAsJZTewj30pDck6uwJSdDGafquZpXVqD2YqJ2sKbKG1ukB09mMKjYM8R2Na/WWw0FoJJBAI8IbZmFLdWVaXN9O8RmFulJca5gWpwC9u6HmKg5L2C13y9N4OW5WqxqJeY5t1tp021iwafATbKBbcxmG55tKm22zmC03Nu4xM55ZbS6onU2tCZLF8a1yzmJxJbJUoA7RnJqprZWoEpA21iDP1XksLcmLo69PsjI1uoKn1IQ28UhS831WhkoxKXVzGD454leqiWaPKerEw5b7P9YIeGKYuhYSlqeu2ZIBOn2wI6iwzXOL9HpXyzQI+T+tcHzFbTUjSXph1XYFh/GLZrNJIkUqdJyXVnNvH2ffem/Qr+p5n+XqjayU02x8Fx2UbNi8fxXb/LA640PmYmZYBou2Kurx2jW8N8F4zxbhyUpXNNOoX6Rx32/1fCL8yjGKfQFKnUqqSgg3fBwelneGlOSzbOM3N/WuYIrvSojfptGU4dYRlcG0P0CWecd/X+dYfyh/EeKWaLMj031UqUdv7owJO5trSjBasDfGSVVhPiLKVxIPJmjdzT52iv8AKYs8VcN28aS0riCgTiabVUC5UtWjvu/nrpG44iyMvjbBs0iWsX+XeWPmnu+uBzwkxc/TlO0Cf0nJY2F/m5sv3RbOo1FNGPKra7M8laRxtl5f4vAlrf8AeL/4Y3uCqDiosNKxBNB11tyNxJzSJlAVbNl0vFo1lDYSNTFcm5+Y0QpUVtD9RtlsITa2p2h9CCpK03soDW0eNghJVbXuvHrXUFm9id7QGOyDVWUu0Z5Ctz0xz1jHGFYwpjqmMulv0FZ6/ndrX7o6Erk4iXo80tWgbbzqJ2sN45npmGJni/jN6qP85mkNHloPzkp2V9cXQjDLeZknGVSpaJ0BQcVUyqpZ5E4128udtxPa841iBbN5pgbYD4SU/Cky49T56aebX+jc+2CcU5QgeKYobXQ0xjKO7uLWiycye46Qw8QRde5OsSibhAHsnWILys6nHO4HSBEkNDkLGfOpHGqcZktOZM6/tai31KTG8xPQvyjpXpUkP95U8cxDn0f6TGI47gyfG9XK0WX2Xr+9CP5GClgmdDRaJd33/n+Ea68rJGSENzC4Hx20tTS3H7TbJsQf1v60gy0uryVTlwp1trm/NCRAS464Qk6TXGcXoZdRTZuY/OEN9ytSq3vH3xJRSsWYdpjFSpDxxFQi36RzJfthPu32jPNOGz3DTbjsH5h1tYAFk2gRceaG7OSLNZkbNVKVc/R+3l6k9UR6HxQlp5Kcnq3EjKpte4itxPiJc2w6hslLYNy4s6CGpSlF6jyqupubbhbj6XxDQRLLUGawzo5Ln9J9JMWtTxU1z2wTZvb6tv690c2T6m2cQiYoMwXaihzT0bsdrvMEHD/DvHeMrHENXNNlPmIbydr+MNKk482ay6kpUpVJWjt36fiaysYilFvKkZiaYKXh6zmH2h0i/vECehVKY4dYxL8gu9Enim+un/UfhBna4C4S9E5UzMTzzn9rzLKjJ4s+D9MMy+fDlcMwFHSTnB/nH8oNNQWjYtTDSjs0/pc2s/MYXx7hUS9aZTNsugZVNp7BHen7IBWIOF2HZR9c1LYgcUwXbclQGZAvuftilkfyvwdW36U609ILStVmX3DYjwTf3xNRR8dV51yXp8itlEwbKdWQbf1aLKca1HSMuUWHEm9YhS4HVrCNFqDuG5OaemHAo+tdUMrhI2H2QN/hIyqDPF3lqupQyja2v+sbPBODZDBNGbqc+4l+qXCnc1jytdx9sYHj5iul1xxDUg8vmS68qs6bXg0oriZobllfy2bHMGn1iIKcjk9ALjl9hk9mBXg35REFakI/N+mZKRonMQdreUY8RG0ifAUoaQ7OZ86hdaOb0BQHyViNt40LMstlhvqLLhylILZHLOnn3xn323G6koLcaSWnUjKoWCB0aG/3RqWHGJmkMKTylAJCAVJGa9hqf4RHsjMzP1GYHMC1PPWzpBs2ek+run3GGpVzly67L5OVxFiVKu38lrttC59peVRytuAqQFHNrl9XuL7whlKEtqUGiFuOIQm+y0+r0OsLZAuzLVrAtKq9SmKlNMPtuK5aSM2Ug5kXt0/ShhjAlCWlTw9LmVOBIZbcUCAMqL3soeMVeIMczdFq7FJp8qhd+WeYteotYi4Cj82EK4kPtSC2KhT0OlxaS4tslJFrAWJB8BG9LEW0Joa17DGGm0Kal6VT1os0c62QCpRyeK49OGcPpaAfpci6C5yQQ2DmN094XpaMlKcSJR58JXTHiFhOXVBFxl6uztEx7iXT2Ult2lTeVS+Y5o3ZSrjUdEDh4nuLeJopnCNAU0FpoMs6c6R0qWC4ANyArS0NqwRhdxJSzQmVlxeQWUvW997qihd4k0YN8w0p/M4Qpay2kBIt+EKb4k0YyQDspOIUXi8VNy6BlSL67bQOHie4OUvUcP8ADjkpzUUJpRbVaxed7z2oiOYIww3MB0UxtIDt1hL68ylDLqm52hr/AGl4aTK8pEpOIWVFaiGR0WO3airf4lUpNRddlmZptCHs6AU2Kb2vbq2MFRrrqRtFpN4Swu4US7kqmwfSrofNipQRt5w81gbCpl0I9HeWQ+Acrp2sNRFQniPSJeZemXZabIS5mQhKtE6J21h2W4mUeXSshuoXTbJ1p9oDSJav3DoWauHOF0zbvqnMiVJJKXwd1JsO1FevhzQmH1FxM1Zr5Szqdcw6RvDf+0yjsuPOobnQgvJUnUG50uI8PE2hPPOkInFJGUoKgnUkaiFSrE0H0cOcP8txYVUErbcCXLLBuo2sNO6ILnDylID7i5mbIS4WylQJ6syNNtvOH08QaJdZbLyAClQulJ0vt74WMd0JwurQ+5mJvk5APTnTptvBzVkTQRL8OKS8821abQpTudaidAOiw2hbfDXD4WllaJkXUkpOc94ToenbWHZbG+GdCtbw5S+ZcytswTlBTv5Q21jTDSJrP6apTfQW7y9sydLg+60RTrkshlHDmkBIY5r6DnSDd06AlBy9nbWIrnDmjF1tLE082XFJ6ecNAQAU7bRasY4wwpu/p4JSoKbJZV1JBRvp5QyccUJE36Q3NpWElKr8heqdP5Qc1cmhXyfDWnXbYVNVBRU7mI6bkBKdD5x5JcOpBS0qS/P5c6l2KRdSBluDFmnG9HS408qa5nMXmU4lBuRlGu0MyOOKOXQlS3OW8ogLAIzHSx8hDXr2Dy5jZ5WW1tyzbF0IcGQqSOpGZHSYRKtTK3WXJaXbKBMJypPtdSNDr3Q2XWluKeJUorcG6gAoZk6jSFyCQKinIEOoLqCtWYbZkajTcRilmykp/aFbNpbcqNplZbsgkkd5j2mJRzUtpVmFj9UOTMk+26oLUlXMXY3iwp0tmTdpiwz5T4iOBOpG918Oh9NwMFBf+2o0km6kFPdvEeeutm53AyxNmmHmpolKSRFfMgoNlqzC2ohaMnORvrKFRalHUUBCNUXBBtGRnmnlFSkkDSNZX5gplOYkE6kRjg8twKTmGp1vHWwSaikeN8eywlZEWTz6i91AxVYlUUVFn5wTe8aJtpLVwgZidzFDiwFM+0rIexHZoq87HkpzvI7V4OzXpWAKLM+EsgfdaNksXf8Aoq/lA84C68NaD+or8TvBISm7Wu4jFJanZg7XQw4CnLYWShFhCn3QNj1FMKm75EltJNxFeMzkwApWXMmChKk3Ens5+Wco12hSSsHKpVgLggxDM8EOZc10pBJPnFdUq9lCswF0m5t4QyiyuWIihrEU7dlyS/s0lf3DqjjKTTyuIaQ+logunujq6bfM6ibeYd1Mu4yF/wCE/f8AdHKzb05K49R6cLvtOFC7DpzBRvaNlHSMmY5aSTDdhR1lKmkMMNM5bE5Rv5D741In1yzja5h4lJSVKF9tf+sYvB6EpcYddC15epPlfcH74v1ejqY9KBBQgkEqN9L/APWMbdy1liqrJcmpgISShNySBoT/AFaHgj0mYEwglZIzNg/NA1H4RAQ/nknywmyFXUlKRqo938IsKWhaXmi6QBcEKV3XG34RXe4FoeUhhbk3znHS26XwEp7trRdOtNh16U1WALqXbc3hDFMEq46lRzrzc1OmqRDzpQ0h+ebF0pI0t3+EOl2DawlmaaKH3glSECyc1tolOzKFcrmPZ0qIyJ7gLRD5rbMosuoCudb1dvOItRQxLNNrCyQk2CLanSGjK+4pBxBPoVTVoWu/XojxG0Dus1MS044hKioNjlWHsp3iZiObcCFrYmMyych+jGErk+W5WZCXgqYcTlv4qOkGEM4S94DSPxvxGm6r3SOv8M39fNgucQc/o8yszIyBAGX37xn+A9A/JzCLs0+LTU0vP/X1xG4ozzrLMybHPmIt79okpa3+f5D1llSj2X5mV4f4eGO8cuTk2G/QpEpuE/qj+UdJyclLSculiVbDLSU5UoToBAE+ChOybrlaZJ/Os6V/3j/pHQDRz/tJhZvmZspySpxX9ueTK1ty6kJRntunxjHcRcMoxjh92nL9Urp5b/8AZf8AURs1KzotDb6Qlq99ISMrO4WrnPuCsU1fAFcbwtihgltKsks6e/6UW3GfAc2/yuIGFHrzMuAp9kd/0ovOPlMZq2GhPy7HpT0q50OAeyrS/wBRtFpwOrDlUw6gTKbPIGoPj3w6llipdzHGDk7IyPDripJzMuymovmSnBo427pnyp7UbV7idQZcS6XKtLJcdvlsvziTjDhhgzFLvp9SpmSa/tWFcsn323heG+FWDKRYy9KQ4fnTJzxHCK6Bp0anrt9xrZCbmphht612lICs9t4sLo/Rw10ykgGmmwG2xolOwSBA1reOBSpmaZfft2loF/ZitJvYapUVPzbFhx4mXZfhxWCFWLiEsr17KSRc+614Z+DlIssYAknh/wBoQpf9fZAU42Y+ar9OElIqLocyrc1+b87zg/8AAP8A/RbRvU8v1H+Y3i+fLGMfqLh3mzv6fsbxuwIvvDzgFlC+ouIZbVmGYalWhj15QCiL66xmbLUhZLinklLmlrWhEwkA3ItcnN56QvIE5SI9Uu6TcAwrQTlX4TDQd4qSzwHq22W0ZPvJP2xeYanWrM+p5f8AX9fZGX+E68tji+nltuLW5LMrF9u8afZFVSsXyTc5LSxDsmlKgVc7p1+uNlem5Ri/kZYySbv3D3jWlS2K+HFSph+VVLXl/wDxU9Q++M78FqomawHMUpepkn+Wb/NVqP8ANHmF8RNTTcuGJ+WKLqsb9/1xQ8Cqg3T+JGJ6AycyVLU4VgixKXD4eREUxvKnJP5D0ppSLnjBwkYqCHsS4Zd5NSCLmXH6VQ8B4xzywG5pRl65VHmHmnPWN9X7XTHdSuptEAH4ReAJeWm5PGUilpqZMz+chY6F+Hu9keeaLqFTNvv3DXp63Mjg2t4TpEvaRA9Mb6+Y79V/tEFKi42Ho7Trs604PBDmbq7oVhvAXD7GuH2ap8Ss5nBZRliprIv5uWK2pcAZES5NGrM9IujVsOdSYqWXZ6ElSlN3Urm6p2J2npLKRdR1KlnW0PHFkmylTanVjN2LnVMc74yf4hYG5Yrcih5g6tTKNiYxszxWr0y8h95lhJQesRYsPVetzNKpKG8bHRvFyhSWOqQ07KtgVNhN2nSdTaAZIYuqtCfXSpx12QfYVlKnNArzjR4D4ySlTmm6bWGmpMLICZgHswUKtQ8IYrQPjWUlpxKE2DzZsr7RCZpR5ZIaLhPXNY59x7i2eqriaWxMF4zJQXLdnN3JjGcVaU3S68hKOZd9sPKz/S1/jHSb2BcB4MmTXW1uNhs5gJlwLy2GydL/AFRzVxbrgr+NZueaP5ur5ON2GvrpoSpw47PM/wBDe4TC7tZe0pQgt01kJlOWhCVmwGWwGtvOBPhIKu1l7SVCC7T7+i8vS9vPNontRzMQ9S6O1ihdaR8aFQSUIfUhVgBdY6ek27xaNApZTLN5plc0StOYgkBQA0NrezGbamEuPLRNhpxAfSFkOpJKtOpO0aBDDBlkupl0pJUOZkSm2g0t1d/fCu9jO9ytqziUOZg32nUqCkH5bsa7d0RHWmZqXGYKPrUladT09Oo0jyfYQXlLUPRUqeSepGYIVdGg12MfNM3adXzHWxz0JcCGcvLTcX9qJGNhtCqqOGaXVZpmeqLaHi0ttJdbBTzB020sPGPZPDtETTghNOaQA4EuOlGqT06b+UDTEWL6/TsUzNPlKh6PLtvgo6LpH2+6PPy3xOzMIRK1ATKQSpICCkL9+nnG9YeuluVKSCq/RpRDjpZlG5dsKSlRQnsDp6N+/wAYmqlqep4pVSm0q5/LCVdfLTrode+BI7i/GBQm1IZVuVK9CVroOkjxiWrF2MUggUWXCFOWUUyagR2tDpvC8Cr3BoEqfospMsBL1PlwzzLLBRoneyfdHjUhSJUEBtgFa+SSG7i2vq7eEDGWxZjEoUx8Q+kNzBISkSir3BO2u8K/KfGMq6EuUBvkqJJS5JqSb67H50D2er6gaBOaZkg30obKi5pml0W773hqclqU5Usq5JuwdVkUZYagXuD/AAjATnEOrtNpbdoSylokqN3N9SL6x85xJrKnC4qiNWzrLuYr26rGJwJrqNJG7kpSgmaUyuRlciHiEcyWGu9wdfshBpNByoaTJSSiFnKSyi48jrGBf4k1AlIXh9kELUpRC1DMNbHb3QlHE6cBC/igXJzqPOcHlc6QfZ59xbpG7mMN0S9xSqYEhdikS48Bf2t4R+S1ESrK1SpFdrEAMgXGtzvvGFe4nzvo5yUxJdcUVEFStgNFbbQ3McRam6p11uQCCpwFViemxNvqMRUcQTQ3acO0K7eSkyfR2PVEcwXOuneISjClGuhSKVLrKXMwKc4zArGu3dGFm+JFQ5bja5BLV1lZKkH1ZF/LYw8xxCnnniG6fKFS1g2KVDLr2onCxAbI2hwfhwtoS9TAklVgAsjMo2PhESVwphRLymnpBRSpSSQl62psNPtjHucRp6wSunM6Oc1KsytFjv8A1dIWxxIfbmy87TmkKS6lbaeaelX8jaG4VcmhojgTDK2yopdSL7Jf7XZtbq21hMrgDD6kJCHX7aZhzNyb2t1bRSynEx5bBD1LbbCHc7Xru8AZh7jaGhxHMuA+3TWyoKyhHO7IBJttE4dcOheTOBsPobYcMs8lKD1gEnuGg6tojNYHoLSkAyi0lExdaRc77AdW0Vp4mBVgumL129Z/9sIkeIcuiXRz6csuF3cEHKnW423hcuIsBWzBGIYQpltBfDbcxa4QolAzDTfWJtOd5szKrQ24gtzAOYMqKUC6dO1reIMstmbl5SZl1qDbjgWHL6NjN2VaRaYcShuoyyCyyEOTFmwpYypN06HTvjHWU8g1L7QlU+UD631uNlxxT2ax9gRLEtyycqwOq4tFhLtpstYGVa1aWhmbl0onENtqNl/KeceFdWsnNvqfT8GoxjFdhl+VacAJNj3+cZ/EVOaSSpsEjYW74009LqTMoI+RSNE98VOLQkMhIeEvZGcLi3DVZKpGNyrF4zJGTQKJ2YedZUwT7ZjPPNqQpSQnv3jSzKGQ5mZdDozEmM9UnQokBJQCdxHs8MrRR85xOPliazTJNPBU4EmwFt4pccsKDzDod0taLult2spZJEQsctoVJsqCggiNtKWWsjnt8x098GGoNTXDWRlxqtlxxB/r64K+YBNrwAPgfzyF4TmZUn1jcxm+3/pB8N8h6hFM9JNHeovlTFOq6M1xGfnJ5MvMBK0lWm8XirKbSLa98ZfEzZbdWvNZKjYRI6iV3Yrq9U2pT1d9EZT+tfu/CMxiOqF1j0uU/wCG8P698QcRTrxVyXeWT/K0Ur4nalypNkENN5s/639fhAdT5GNRzGmodT58kGA1y+YVLyfN0sYBGLczPFGel1KA5E0f7yrn8BHQmCsMPs8ovA+11+++33fZAV+ENQ0UTiW5OJWR6ShL3vzAEfgYvwrzOcf8WW1I5YqZpkh4S4eYm3eY5+g9rN/V40dF9L9HEo89y3Or1J9tJ7v68IoaG96WiULTQvYry5/eYv3qnyqjIFxlr5i7e0nv/GM1wtF1LtFx5sDJp3ez4XjT02SenGOU73OJ/d/q8RJZlkz7XoXrPn/Sz73+77I2dLlkysoEg3+qCmWQjcck5dIdcdmG0gBvJmJ37ooa6yGpF9lgoKEG9we0SYk4znhKSKlc1TaSgqJvtGVpTvpEqt9UypSS6Ltk90Wx5VqVzdydNXSQpwJW507Hs3ioxXPuZWbtoQkOJBIOo0i7nUpLi+TdC3EpNifCMhipbMrKKmHXVOOjY30JEVpXehFoYrEdTALrko01+v7WU2MY3B8v+UuPpZpbrbbUuStWXv8AfFpPmWdYmUE9fs/OTGYwzSsQztQnJ+iPtSbDTfrHX3MnlGqlC+5JO18utg/4mxxTacoSKXAtaRZWtssDat1pisTzpfndPY9Z0/Z9kDSZZE3McptdSqTt/WLl82v6t9YkvySZdgNOYXqSXfYdfz/3r6QypabmdSyu5bYUr5wbxLk56XV+aOnJMW+ar+r/AFR1pS6wzNS7TrDyXGnBnCgY4SqqJoTKGFslLptyxe5STBe4SY6ekpNeHqq6pKx0tqJ2ha9K1hoVMp1LKTTLluWvNbeMjxNrjtLwrPTLTvL5OTsdpN1AH7oojiIS2ZtDSzzFZgb7xlOI+IRUqBO09v8A4haFZUe14iMlPWaiW1Ks5q1wocNXRVcDU11/1wdYP+LvibhagNURh1xhITzH7gDwO0ZH4NdZaqOB/R1Hqkn1IP6pNx+MFMt/M/WhMptpvQQ3mCSCn3xIlirQFWndCW0FLSk3ue+HJZBRbS57oLILSlIQnQ/SgZY84TYdxHPu1KZXNhzyc/uwUHFKDadP1oqarNcphz9SDFtAlZbnMXEzBNMw9hlx2nNuoKXE83P3pg+cBnQrhfRwf7ED+8YDfGOp86hTNOb/AOI5mf8AVv5/XBb+D5d/hhSLHZJH2KMWTlmpxKaDu2EdJ5ItucxIMKNiFLtc21hGYJaAVqRpDqFJGhFibWjPcssejOlTaVK3VoPKPlpVyXbmxJuDHiDd/qGoEKmHClNsuYCwiIJy58LRgnH9BnR6q8uj1n6ql9/l/GN3QMO0ytFuWrVNk5gqaF1KbAVe3jGR+GWG5Ocw2+kC60PJtfwKT/GLvhzVLU6Qm3VetfbSrf2cv9CN9V8kWZY2vqiVPcDsKutpVJzU/ILOYgMuki/ugd0anN8PuN8hLtLmVS06oIzLFrgpsfvjoyiz7jrTfM9vb6UB/wCE/Rago07FEiVKEj0koFtSrT74qpPVotnlSTSDso5W0GMLj6bEy0/IvetaKh2/OJeGMWtV7CUpVZQ3U80AUfS9ofbGE4i4uZozLztTfZbPsNDKVr9yf3YojHRoStPMrGI4PYjmOH2M38Pz6vzOfUnl69juSr6x2o6Ukq1LlaELsnP33vHGeLq05VVBcvQZ507tuiWMXdB4o1SWDLFblJgBr27HN+tF1WhWlsl+JUpun0f4HWNQTTKjKvSs001NMKORTbiQUke4wAeM/A2STLTddwfshvMadb61FJ93dC5fizITTLQLxaI3+2CJhbH1IqD7SFP6EWK/st/igRlOl0DxoVNzjYYaqUxTXp6nSxeak/8AiwN2/m+eXzidhnEuKpH1FLmHvt/GDbjWnDh3xMar9LYvQKseXMA9g5u2n7rxl+NvD/8AJYS+L8N60herrX/d1/5knujdxcxnlRXUwFZexTiN70qtTrz1vYKrJ+yMtX5RppTX6sbz4w+MZNlxrtEeu98YfGSS1MtoV33MGhUlJ6aFUgrYYZ6YJcuHfi9p3ne355ewfCBphh/pEEyVea9HG9vq8D4xy625vWyKRSG/SEtCZQAl4lIU7fKddOxF/ZSqfdoIWc/qsyk6+KVdMQXHErcISh5a+cSgkE5k2OpsrcRfIQ+qRBzlznL06Fjm2vqNdCIrmzOUT7SDqlxhZ5tspUm99Lp27oZl2wlCUGX5gU8QFkp6xcaHXuiVPIUqYdHMLo5psU5hnItrt3RGU2FNJd9NKUhw3Tn31Go6YaKG3I0hK09LoWuns8wGzalNA5uxpqbwzLScqHGVimozZ75cqgD0jXQwG8ZSNXcxe64W599hKrtFkEgDp7xDUtL4kcW2JQVROotdahY5Y6EcLJK+cqzIODCmuTcFxwDVY5yrkf2m28L5TKdVBw515iC6rN5ObbwI5WjcQpiSQppyZaHMLak8/qBsrXfaLF2jcR0uZRMTSlMgpSsPC5V1ab7RFQXrAEh51tvmJ5q9Vqzq5hzE2XZW0LmZlUulWdtSS4ohPXcqOZfVtAtepXE5AKkibKgCFHmpupZzdO8KdleJ4yIdXOLQFWGZaCrNc6QHh/8AMgUmVy4knvVsPKD93AA2q56ur3Q2v4ubdfBlAorWopIQ2MiyV2Pu1gbOjiY1KqYVKctKHSlKksIBUddNIiSy+I6DNltl8qUSn5NJ1urT3wFQfqC2FBlqUmHXC4QgoeutIQ2eW5ZdreWsJelpVaHOahC1F9RdHJRZR6rW12gXu1LiFKt3U04hQUUEql03KrK384iOVHiE6lTS0TCOQoqUUsI17XiN4Ps0vUC6DAiUp7rLqhIt8xbxUr1K9DrpDb9Mklc8LkUIvMZ1+qVobKsIFTUzxFUhbrbbwzkrPY7OusJnqlxFUJpbxmkJUsFeVKdNFWMT2afqJoFWZpMgQ4ZuWb5angs9B01VYbQxPycsibW9LJbaUl4qIKTtr07QLjWeIqhMNKM+sIAcUA2nuKrHaEztX4hvlTz6KkjmEnRkb6+UT2afqDmQUJalSk2HAZVCiteiF5h/7vWG2qWkocmRTWUHNykpzJ0SLXTr7owsviTiU20uYSy8oE3JMsLg/OiG7jLH/McedbmiHT1ASemYXsfugezzZNAkS8hKPtISqRYyp0QnloJA0v8AhCGafIKZQlVHZeSV5QhUmD0+Oh3gfKxnjjlWXJkKzesIkTe+tvwjxzGWKmyFmmqzpVmUTKK7XhEdGaJmRvEUunZmULpUuhKVKWhKWFC9weo6w0/QKQpk56NLXW6rl2ZIUu9+swPFY0r+dK/i5RAJNig3Jynbyhh/F2IXVMh1KkpbdK+zqo69Puh+FPuTMrBekGgy4GWpdSAAEpYF8itV6xZUYIXMtJcQr/iUq0cVZetvHuipwtefkWJ4koRkScgy3Qq67790XVClXFzLCA+nomUlZQ2jxO2sc/EbMto7mocYKHlWWUpCrQ4WWwUm5JBvePX3kpK0hJUc+pMfF5IaJX4x87rSUa2U+i05+6ux1Fra/L/vRk8ZSzTrS/Bdo1CClDalKWkADe8YDEM65K0ZzXmLS92eymNnhtKdWSilqtzleKV4Uk8xiqmwxLzDrTQytI6drxUKk0LQc1t+k2i0UUOuPEpsCe7WPC0gJvokA98ewhOrHdHz7EVaea6ZCTKuN5QgpUPdEHE1PeckHLNZ1hOYJGsXyEqSFApPlHk0lTaQpaLgix1iylWlGV2ZaFVSqasmfBLr3xbjlVKc0bqDKh+0jUR12nqv5RwHh+eew5jySqbOgl5nP/GO8aC6iYpjU0hzOl4Z0+4xuxC5/qekwzvG5Oyg2vtaKHGUo4uncxoXWkdMX40CidhHk22HGgki4KdIoSsaJRzAqmKU/Oz8rNsyV+Yj/L+MaWkYfp8hKmYqpSlzdd/4xZzKqfhelTM5UZrly7GZalfyjnfFNZxLxHrjzku+/J0FteZLKRl5ifAxbCCe5nakvLuFSt8ZuH9EkfQ0zhdfaXYNsJzC3jAg444twnjqXkahSppxucYGVSHU5bjughYG4V0tmkJf9GYeKtVF5HUSfGKvGL3CnD80pmfl2KjNtospiVReyvDSLqctfdrT6lVaEnHWST+hgMBz7j8gkqUpfKIS5fuHlG+obCW6ypD7iQ0SCi5sDfvMYtGN8LibXLooU3S5ZweqC0WKjGjlKhJyTwdMut9byMqCo3TeKMRC2r3+o0JwyWjt9Ap4daVKzPNU6Dcn9qNxLBXol8tyoaeUDWkPqXLMurVZCbE67Rv6HPeksnqsoaIHjFa2LKbvIy2Oi9NNvl3mBtYKB/X1ffAKlMV1qh4Z5gf50zMz/L9Z7GUXzJ/ux0fxBlWpmizTbmjgB/eyxyPUC8MOAnaUqev7bZ/8kbKeqM8o2dg8yGMwvGicLrlF+lKYDi120BKQR+MRsXfmYILPN6/7wjHOz6pXjnI1D01sStRk2XELtsCz0/4Y1HE6dBEsPk5k9fP/AB/ARmcbMKYJcRFtMhNzF+Wtw2A99v5Rt1YKqz3A6nroY+VvNzqPbX839np2gdVVl2YnJOVzcxLr9j9V47Ew5ThIYdkJAgWZlw0R+zF0qmSxfCno3/e5x5hzGKsPnktS3rW+1pGkHFFMyQ04wMjnauI6HqOF8JB912cw/SnHXP8AkJjG43w1w4FJfnnaFKAyzWcOS/qtQlXSq0Rty6aFE4QWrlqc5Vi0/wAQUW9aHZlH4Jgq474PPzEt8a0pTjawDdpGmbvjK8BMKMV3FT9dn7iRp/rdf68YIVZ4pT1dqa6ThiiTc2ltRbDo2OsWVHzXTtbqPbLSjFxzOWtvl3BlR8YT9PcVTa3KuJMsTZau0g7Rqpfkz8u7+dtONnsPI/VvGirnCpVemFztUl35aYfSVlTWyNO+BrVeH+KqCw96DVSWWetxvqT+P2RU8ktZMVwlDRKxp+BNZ/JbiZNUOYNpOb6NT+lRqn/N+9HVCFB7UORxCj0rEFA/KGVB+NqMeXNODtuJ/Ru/Vt+ymChwt40sqlkorpLU01oL+32c0SrTk58R7df2BCuqZ0mR2h4pvDrZsEnyjFu4yk3xzmSHNE9g+z4w3P47p3Ibs8Ox+9GXXsaPaI2saqanGrevOW+0YfFNYMq1NJSvOSlIy+EZvEPEKVfZcaD3q2/7P7MsYHEGIZyvT/KYad6/Y9nw/r3xZGKuVOUqhUcQKgJiWqi0u53Ckm3hmgwfBWqDc1w2YZ5vyDy0r+4/xjnTEr7xmXKWNZr/ALRb67JgxfBFnAilVSSccHqpi6W/LVP8BF9aFo2GpaST+X7nRikq9WXBcHuhbTQStYve+vuhMu4VkNnfeGZ50hgraNitWW8YZaGmOpLzjVSVC+0ILh5gsm5tqYrllSbpuQqH5OaUQsKT1IG0RDZABfDY5SaPQ3VW5ud1Cf7p/FIgJ4L4iztAkhJvyyJptB6Sr2PdBR+GhUy9UaVSeVswtwLv3FY/8hgJMSLD8mgPWWcoKSiOsoqVKNzmSjJvQPeE+ONBel5VVSQ6x6MLKCIucZcb8E1GgTlIl252rl1vIG25btZvpRzS/JJppbmG0cxoqGZJ9n3x0bwjxjwznKYwlFOplOqQ0cQRv0+ypUZ5w4MlOKuPSaby1JW+5P8AUHXDugcT5gOpw05OU6mzTmcCY0UM3+kFnBvB+QkZ4VHFU58az26wv74KkvPyS0DlOJy92WGZudQlbtl3VbSMs8RUm9NDfF0aPNHfvux9mUkpNhLTEqy22nYBIjPVyYoappfpEvLvZcvbQNbwzWp+cZNs2vV39OnswOMd1aoUz8+dpJeZPyjg7KOr+esTVbGWdZzd2XGKMC4FrwypkmZKb/7xL9I8eq28CepUirYFxN6FOvF6ScP5vMBvoX1dPV+7m8I1VAxYaiTMyrWc/Q/lBKl5CXxfgR+lvpu+lv1Tns5svSfG14anWndqbuJTs1dGO4kNuYv4Suql8pcpTiHzm7WQaH7rQvA77eNeE8zhuoZi+tpTPXtzxqj77RUcH66KbiOew7V23BMyoUnLbdINiFeMV9XXMcOMelpCV/Ek2vO04BqD3i3gBpDqNnYGbqBiTQ7ITz0m+gpdaWUKBOxB1ihxOta5vMuCZxeYo0+41XqY62manFhLjLZ3O+cDwPfApqynVG7sdSms2pgmgv4TQFuogpytmpENckff4G0C3CSSh1EE2VO2vb9/Vp4iOLiFzHRXlQzyWFzk0Dymkhw9CWhqqx6hptFm262hk8xtAIVYZABl0V1J/jFTk5cw+ppwj1xXnSpzp0V06+MW3MW60jI86ycxKQXD0Cy7oNx3wrehnaI10hcwnmFpQeOqRokeWvfFfP5xLpbaKkJbfKswUenXbeLOZSltxagp4qLqggLIIA1uk3G8REPSxBygZQ6pABCPHvvAj3A2U85VafTplhM3UJKTdUm4Tzddh4QhipScyyt2Uqcuop7K8x8D3wNcY4Ork7i9yYkuQ6xb1ZVMti4sNIYmsD4lczpalUJKE3KUPDqNjrcG0dCOGpWXOJqFGXbbdlRMtLS6hLijdeU8tJ9k6bxOdR+bpZ5bXNLjid0bDmfeIEErw8xRy0EultAUbKQ9ok2Oot3xY/kFjErQ/wDHJQoJVlccdXdOp6RbuMDgx6SDYKMutpaijO2U9ag3YesTZe0eshKzlytFpQXy27DqHX940gRtYMxd6S2lFTdT6OVpS7nX0JudT79YabwnjIKQ0iqPJSznWVla/VaHq9x1icBdxfMGNlwqZQpACkqGfVHsdXid4iPMIM+51JuAt1dkiyU3Xbv3gZIwPjJ+XaCqwhAQgoNnVdA6ojs4IxoFupE8ls2UhGaaULglWp02N4VUI+oOoU2ZdLj7pU02tGfmE8wDuXZW+8eONMWHMVMKVzlrzIUSFHqsTaBc7gzGjLCgKg0EIugD0kk3srQ+WsKRhvHErLoR6c20ElVx6UBcnN0+6G4MV8QUElLCFDNZalB4ntDwVr7o9elgpDiOWoFT6j2h9PX3QN0UziEVrS3UZ0K1H/GJ7Vjp7oSiW4liWbWJmdcUXS3/AMQD1XOnu1gez3+IgU2pVjOl1TWZQUoHqHgvX3Q2tuScJbU2lKg+VdpPirX3QMXmuJrUwpornwbEaOA9Vjp7tYhPt8REpU6r4yUu5T+1c6e6CsP/AJEC44WWXnsp5KSu6jYdq2+h2iumpmXQXEozOq5hKClK+k3OgsdjA5DvEJ6WWHG6g8FHKk8pOum20Q5ZONUOOJ5E9dSyHPU7EE2Aiez3+IgXucu+ZsqbCtAiznSbquke+GG0qdmGygLYCVZUXJ6Va6aiBLPHGSZkuOemhTixcBs2uCbAa7w9MTeN1odVMNTiAACqyCLb7a7xPZ/8iXCuyl1ttDbhSVLWoIIV2EWN0nTePnGlh0qS62u5WluytQjXp7O8DQPcQUtc4tzJa1c6gnNfKdd4rHqhjD0ozTvppWnMFkJskXvrod4kaDvuidA0851pQcUsJQhPLQQo9+fpULRIobzfpUq05dpaZkIQS2rKi/jprFTh0TkzRJSZngEuPNAKRf5TVeu+8XFGnWW3pZosBxfOSWSXBZZvsde6MmIjZMehua55SA8sE6kxHmEqdSE5rDN3Qy/PtKcfKbXbO0Vk5UZhIlUMJDZUu5Jjwnsmeednup4hKOVCp99aag+zMIbW04ixSD2bRm8QOqmZBwIyBpKNCvuIi1qs406X3FIzOp6U5PGMlUVzM7mDgSltOuWO/hKCj5OWx5fxHE8Pz82Yo2nlOrXYJCgq4yjeJrTBfstRAB7jDKWUyqFzKjkCE3IzRmZrGT3pBZkJYqSNMxF46cKM6+zPJ1aU6j5EbQuMsKAUoXPdEOruiaVymVhIJ1jFTtSxFPgIEm6LHRTbZvDRGKZZBU9IzqUW1Upgxsp+GyjrJl9PAVYq9j3FzHJ5TwHf6xz9XaOo/gz4qGIcEopy3kqm6enlqSTqWz2PsjlWaqE2Jbkz0mv1nikxpeAeKDhriKw9MPKl5WZXy3U30IP8o21qWdHSw8+GrHcqbE6jQjWPndErb8R0mGpd9DzTbyCClabwzOulUssoPUNowWbOpewCvhXVl5pFFowfIlXFl1/6Shayfqvf7Is8IVHDOEKG5PVGpMBhxvO0CAvmK8BFlxEwnKYrZ5dSZd9X2HEdpP8AR0jD0HhNTjMOuqM7OBr5Npz2LxqbTSRjjJqTaG61xNxFiuYcpmDpddJp6+lbykXKknuETcP4Uwzgxn41xJUpV59/rUXhddzvEzidMy3DzDyBItspmp8ASycti34mMRg7BycSvKqNcnZupzRUFpYUbp13+qDvq9EWJc1ot3IPGzGOGq/LyMjQJLmok3dZ3JbMPARNpSc9FlFkuFvQ5TuQPCCNivhdJzODzKy0lLSb7LZcCgLWsICGGcRTUkX5dwLmmJYlCFpFwLHeGlCM4+73KpSlSnrzINFLU16Otpolvbo6vnRu6dONgNcncX+jveA/hbEFOq3yc61KlvryOW7OxTG7os8kht4EFwf3rRz1TcCOcH1N/POtVOQWHu0W080Ry5X6aqQruKcNJB5ryTNS37HrU/8Ay1OR0JSaq0Z1OfsPoTmECbi6hdMxxT8WyahMsBzlTKPmWUcyfcQqNNCpe4k3cHtYqIncNYaraL+m0xfor/7GrX91Rgl4kmJKrUuSqt7tuNi/1p7P9eEYWWkWKRiKewhMvgUWvt5mZnwP6Fz/ACn9ZUScOKdob1RwhiFXLWBnaN09rfLm84sqxzRzdgRdhmlehPcSqNJW9V6SP8XajsOVb6QPKONMLzTLvF6hOMu8xv0hn9nUXjs6WUIqxENUjbQlyZvm/wBjF4vlHW55uZ+YhX9fhHPXGevTrLQw4Ziwmndf1Qo/+aOiccTwSCpvZWZJ+vTL+Ec4YWozXFDjTNS88D8XMnX9VP8ASoaho83YzpcWVgi4TqmAsM8PFUOdq7Jdm2h6QUdsfuwOqPUp7DNVnE8P8UU+Zk5p0epfHWP3o6Kp3B/h9J25VClzb+3KnPxhOMuE+FK5INNtUOUlFNrvml0cv8IsjVoxVh61GrVlmc/wVgaJXxcFM+N/jGk1Jn5TlNkfyizwNW/y2lZ2amGBKzksOXOt/vdSf69mMdWcHYtwfPuJw5WXgyNA3Me17ov+DeE6vQ61Up+rvNh2aavy2Oz2s2nu/wA0Vzae+/0KadGa+HKvq/3MJwySjDvF2aoE3oxO85jXvv2I1+M+B8nVJk1ChT/xe9y7+juI6T0+z4e6B9xknTTeLErPS90ONqZeJEdZ0hpmq0mSnmjfmJCz9cNVlw2GjHPE44qgxnhSYMu9mbA0/Xv9KKw4un20euaJHjmjtGsYUp8/fPLNOGxNlpun7IH03wpoKnzzKPLX+dyzaCq9wvDpbHPDWNHWw4hiQClO7KGtom0t7GFbVlp7Rp4VoXE6E/tQZRgyQkk5WKfLy6EquVdKrw22261OupU0mXZWmwc6bJ/Zil4tr4B1RhDrcHDWG2qLRVKX1TjvQhw5j/XtRdfBbqstIY4q1ImXLGcl7MrJ9rRX8DGjnGZNxKLu3sD1n5uW8BuWZNZxgX6fUJShvMnO2X3FI8+0BF1L3lxakstjumScbAHrOvN1RGxNOCUkfVfKNrzxzbT+K2M8NkJxQyxVpHYTUq7n/r64n1TiXUMWy6aVhaWnXXXj6yY5fY+d7zb8YpnRUdWwU61Su7RjdnSGHJ9qqMCZ5UWFhyXNPWf5YpcAUx6lYbp0tMn85YbGfTvMXrvQ3dEZUjbNZXY5K+Gi8kYpo8qggqRJ5V27QutR/jAmpoOdlB0CU7xuvhYzineKMyhZuGw2lI8OgGMdKtAoZcTupPZjr1XaEPojBS1qSLBMqh4KQtHMBUenximqGGD6VeXJZP6NCv1fnCLuRL4QoIz5s+ltvOJco076UpSCgsX67b2jFxpwsosGJSi2yopdU4hUq8rTalPpbTr0uXETk4r4llCnBWZ0Lc6TlXrF7LFptNxnUvN3w+tQebskIQrN3xQ8Y/QjhSxkV0MDMV/HTpcdenam7b/mKzRtuHXFyek5pmnV4c+TJs4HfYhD2Vtrme3/AFeMXjKncm1VYH6T1n+WNNOvGs8stDRRxMHK1rHQHEXh6w1IOYuwYfRZhAu5LN+37XZ/avaJHBHE7VTaaQ2eSoZW5kfS7osvg/YqTXsAy6HLFyV9Su/lt91oyGPaQrh5xNYxTIMH4nnzeYHTkRm7SfL2TFNs0Wpbrody9lmRN49YfnKDianY/otgsm01bZWVOl/eNPqjXUpig8RcGpRPZXmFXIWntIPzge43Eah0UfF2GHpWZQy9JzSOlPs3tumOeMQ0bHXCGafmaO6h6jTKzlWOyPIw6jxbK9mhJvL5dSu408O6dg0sT1NqCnGXXCENKNyBvofu+uBHiohQa7o1OMcWYpxZMNfGuzXyfLR7j9fZjJ4hOYN3jpUVl0vcxzbe6sF3CQuUCCPLeqkR65v7vA7QOcGazCBBDXyxKhaunKtVnPmafqxxqu5uXlREl30ekrKwlQJWB0iyk2XrodxF3MlKVOlwOLurUoSetPVY9ruiAluXcPJLC1KzKXYhGqrK8tosFBKy4pcshlSlkEEN2CurbyiXuzMQnczrpSsOqUHiAiyusWVrv3RDfzMsKJS84FvhIIQ4S6b7n3Q9NqbaeecW0lCUOG1rXv1a6d0IdWGmhmbCUqczLUEA2Nza2sF6kkZDEOO6DSa65JLL7zmvOUlF+q/nDaMdUSdUy0ueUC5fKFshOTRWu3nFFXOG9TqOJpqotTksGnCpQKkKNje9tPdCXuH069KpS5U0ZkXSShpabmytNvKNypYe24nMbdFXpsxLrYTO095Tj6iQXEAlYB190PVOrUgJZZXUGEPlay2A8nKD62/4xg0cLmS0lRqU0p8FaFkS6xrZXifKFzXC5xzIUVZ5wgFJu2RmIC9BrpCKlQXUGpvqPW8PpC3RUJTKsq3dTooHW+u2sNIxBRHM4bnZQiy1X5qbp+U3uvbWB63wqeSlLqqmlvOFgAt2zqBPn5RGleGDiwUmuSoUUqC9D1Hq03+6Dw6HcmpvpTEdGfbShqsNk5VnKtwaAX6d+zD0tVKS63zWqhLEOoUWlFYuO1dO/Z1gdu8LK2nMpFUktgCb65bG42hEvwvqLqkIVU5bNqkJSrYAK2+yHdPD9yXYSZKt0ltaSmdlNStSQpxI0Oa492sKFWpT6g4avJNJDaykelJFk3Om20DlXDSqNtIWicluYppa3SfZSM1ra+UeJ4az66aha6mkulgrUhCT2QT5wOHQ7k1CCZ6kKSJpmflnFO3V27ZxZf0fOJDS5ZcmlQnJRYfzHRwap10231gap4Z1lxDITOIQCghV21DKnXbWH5fhlWlScotFQl8oCkm6VdItvvA4dF/ETUIz7jMs2yUTEs7dajmSoXy66e/WG355h55rIULSCVXBGqbr899YHp4e1tSrszzRKcyUpKDZOu/uhqT4e1pCHEmalieXsUkBJ1190Dh0fUTUJstOJWl9lSrlRWpJS2NAEnq33iGxMNtOvIUHVjNcmxHceqB6rhrXZZwFM22AlxdyD7Vla/qxARgvEIAR6c2pRdKSeYoXPVr7tIKo0X8RNQtOhtbSHFJPKAK1pCld97KhVQmkuzIQ7cBAtfNsNbK2gUTWBcXSaeSxMJcSrpIEwrXRX3aQifwdiht7K2466pSgkkPeSriIqFL1BbYVVIZU4MywgJWVuKSR2j7RumEJm6ehlqWU6ykodzKBeT0q6rHQd8C1GCcVrL7jb91LSAsLUo8w9VwIYRgTFSJtK0ISrMSlPrO0oE2H1QeBH1A6BxS5y5NhtamwQ4tSk57CxC+u4j2QZYW+Bz1PEP8AaRMDr7VlC5iqpDk9KUOTlZ0FyYbACyhCrrOVd0Xi1pjykrbWpL7KkTSiLi4aN3LIOkY6sbXGpuzJtRLwccW2QlKlbJ2vFbOof9GcukHlW18u+JE1NBtvK6QXFq1A7orpRTijMoWpx1sk2B8I4cYKnUyo7066UCE7NByZMs0o8so6fAGKuYUmXKsziVBPaAixecabWtCJYXAuNdYz2Iz6DIrm3UG2Uqy+JjbS5nlR5nHVuJOxlsW1sOhdKlUZ1uG2YGxv4Qcvg98MJan0MVisS15uZGcAjZGWBNwIwi9jPHjU3OJ/M5Y8xz+vrjsqWYDDgSnRoCw+qOtUy07RW/X6nWwNCVGnml5n+n+xmTpMmw1ZDCPHsiFuyjLiwC2ix7soiY5mbSDudoZ7aAQeoaQlzSUmIMPU2osEOSLC7AnqQDHP/GLhrTJZh2rUGRLTzXrFtt/NzdXutHTz7V2P2P6/jGNxNIgyxYaGhGdxf4/dFlKVrmWtHYz3ATFPx5hmWYcPr5L1Ttz3wTGRlzfS3jl/DNQOC+Kw5JtTpp3J+9/r/GOmpZ3mBR+dqIqqLhycQ0Kl7kj0RnJbLCJSUYl3HVoR8p90SrqzWtHp+S/xfbCmrKYXivgWnYrp7Zd1mZf5Bfze/LGMwTTF0aY9HEitDdrAr8UwbciQ2lIHZFvfFfP0tl4F1YQlR0QfOI5iOHUcluS8w30gkp6hbvjlXiRR2cG8X3pdkA06ePM5f0VK7P1H/DHVck0WAlCl36e7ygE/Ctw+9yKdiqXPrGvzdwgbbrSb/vD64uoPWxnxELxv2HafwxwdX5Bb65VySmlC6XJd7lhKvdtHj/BjFFPkQrDmMHEC2YIeSLqV4X2gd4XxRjmQoUvPSXo8ywpV0hTlyoxtKLxzq9Kmks4uw8pKFC6FtJIt/CGs35WZ1NP7SBDpmFuNDTfJQJQoQq5zLTcwmucPuKmJ2TJzchJpYCicxWkWMFim8ZMBTjSCKtylEahabZYsJ3iZgZmT57uIJMt2BFla/ZATa2X5DRVFddfqwCzHBjiXWG5SRqTtNal5NNm3i51J90bCkfB9l2m0T1fr85NOhIGVtWka9/jZgBplQ+NFuKBskNtk3jOVjjXzmlt0CizUw4b5XnypKR9UWLivrZDqrSX2cMz+lwYM0iSoXGmkSMlf1U0j8R2o66DiW2VOLNlAdqOT6C9O17jBQi+7abLoJ/xdX7sdTVzltSAcc31iuo7yLKby0rfN/sDji7UEU3BU464oZwwVo/8AEGwig+B9RHWqPUK48NZ17Jf8YpfhFVFbeAVocV6x2eyo9w3gofB2lPReEtKNtXMy/tgVVaCXdoGDXnffT8QmtHKsWtpuI+UtGchNxre0RU5wtIRsNz4xIfIzLVe3TpFNzVsR6pKSs08C6y059QirxIyxLyTs4lpJ5SSVA9ybEZvdFwolTfUc0YDjnXG6Dw2qay62hx1Ho6M3fn0NvO14eEczKqk7RRx7xArz9eq65lTt0N9CD5nX+f2x1N8GrErdY4ayjS1ZnpNZl3B4J3H3fhHLmH6Qqco846tjtErbP3j7vxglfBVxC1IYoncPOGyZ1OZA8CDf/DeNFeSmv/Q59CeRnWaFFNrZRcQzMyTbodcFgsjeHGlZsg0I8YcJCSQCkgqtGO508pk6vRbIKElJWs3B8IzDshy3CpSOYb5bHx8YIdTTlQVrFwrTTujHYimGQwEhpYLR3T3jxgasqllgCbHjoprBqLlvV6PI+f8AV90DSYdp1QZFVncGvytOPQ5Oya+n9rujVcZ3ryjTLT3q5h9PR+H8YO/DihS6OGUhTJ2WZLTrHrAR/e+yL6c8kVLuVxpcS7vsBCjcJqfX6R8YYLxcCe9ibP8A5f5QjC+KsR8I8TO0fEcmw9JE2u2P3VJjV4q4aYlwbUvj3h++Ww56xyS/a9ny8jGa4iVzGPECiydEn8BzbU405b04NK6e5UXQcqktZXi9mVRpzvZLX5HTWFsVU+tMMllQW26hK0uA3TYxpOZaUW5Al4K4YqVHw9KylT0cb/W8zBMmXyxIOq/RhF/qtGGKWyNVSEoOzOEuOE6mocV6w4tVwucWkfs9MIprQyoKk33/AK++M5XJpU9iiam3iSpb63PtN41dIaJl0kKvoPvjqYrSnY5kZ5LsebN2chSkoQekpifKJTLMqdbTqRqRDMuUstvMdBO6QIU0pQQm5sVbpEcirlymXF4hznoOJeuXDuTsYly59QVZyTtFeypCs4yqSE6WtE2VSEsZUbE3MVVFocmpZImS/LCFtOjpy32iqrMqmYkXUcoqSsWtFytKcpDZKiU6m0RH2VpyqK+m1ozxqOm9DKp6lLwKxO1gzG7slOn80mTyXAT2Pmq/rxjqXEFNkcaYN+Lpkg+kITZxHsK9lQMckYow3zvz2T+VidhfijjLB0u1JBomU+ZMN3/dVHYyRryVam9T0mGxt6dkbX4zxNwyqhpVYRMP05o/m74F0L9yu/3Q9jTjJT8R4Gm6GumvMuTCFct0j5vzf3YZkfhCmYbclapR2XwR3AEffrGc4g8TqViHDS6TL0iUYUTu2Or79IthRnOSc4q/e5Y6tN+VP8DLYfd9KlSpXUlJjL4raKZgpSMqc141eFZFaJHXpSsXik4iyi5SaYKdUrTeGpP/ALgx8S9YJGEU6oggS7Ry8pr5RxavD5pGusYTCIF0QREutegOetbv1eH8o59V6nby6EWmyiw4CtM1dKykmwuDY9Pa2i45PMSpa3H2xcgJIvY9fToYq5MZnUNqdbCswJsGuxbbbtRPWXEgFogJVmvmS2bjr198NJ3MpAfvMOP2W4ooWRcoVbN1dG8NTPOMulC1ZAlastwehV1dBvEuoEsNqXyOXcqzjlo1HVY6HeIb8upTD5UspN1quR2hdfVp3wsdCGGxDxDp1OmF0lmmvPzTeZGayPPxT9KENY6ogl1Lm2ptqYOY5OQm1uvXc69cIr/DVM7VF1Z2orlQ5mXcBfn4p+jDiMGYfLLKppyadKiro56b369dhp0Ru5Ggak53H+GnVJDr63FZipzLLnUWV1ae+HmsdYYQjMZ5KVOKUUoLawQNbH74gp4fYZDrbxl5hola0fKC2yt9Y8neHWHFNMqZXOLcCym6VJ033+yJ7gGpcHiBhYOM5qjylZczlkrHKuT1DXvvEJrHGGwlShUQsALcHrToderffyiGzw6orhlCtyoIT1IOa11kEeXlCEcOaGiYYdyzPLupoJUe0dddO/SFvh0TUsJHiDhL4xbW9NrQlSi4tSlGyb/9YbnsdYV9PUmXnlJQnM7nGbpUdu7zivPCyk8rOX55wKBCbtjtDXwiMjhpS3AwoPTvrE5hZI38/sg2odyalqnGmHHk5jU1bKUpJB6Vdx221iQxi7DyUZU1NvMpgrtkHSo9+20UQ4Yy7TzAbnX+XYpWtTV7q+afsiGvhkylSB8aOatqsBKqJOtsu0NloPqLdmuk8W4eU404mpy+VTZcSlZToOrQx63iaheiybcrVJJIWXF2URfY6HXaMg1wz5bjZNU5iVs5yEy56j1Qlvhkh1UusVMt5woq9SbHQae/WJkodxrs1bmLKDJhj/e7JbUVqUAdT1HTfaPZXEuG1JCWqkkpIzXUf1uk67RipXhg68oOiry2QpOdRRtqPv1hDXDmaacXnqrRSQAVIA1T1a++I4UPUTUIUpiygvFQZqTaEKCz1PbiytPviO9iPDwfs1U5VS3V9ILosE2X/wCYRkDwumEMr5VRQOlRUcye5JOmvlEVPDSojIt19DnMQUrCLXSANCPsg8Og9pAuwjuV2mclCU1SUUtbasquak3TZemvf1CGPj6khAdTUJZRQonRTfUnq0331jBu8MK0lCXVPpFmiCe4J2BH2R45w0rAacDr0o2pOnZOqRfqHnA4VD1B1CXL1aVyumVm05UJPZKOtNj98JFVk80tzHAVLUdFFHWm5++BQ3w+qiFL5lUl+0dj/eidJ8N6m8lkt1SX0Qe/+9A4MF8RNQpIeaaYSQ8d3PbR1/KffEqUJdnwdXdPk+jxc7XnFVIS7knSJdpsPn0RHrLrPzD17bRMp7rhLDxSeTMK0usfT69tox1NCQYicKHJx6ZUsiwucwtYxF5y5Nb7znU1YZLHcGI5nwtD3PJdU6vXMLW7ojlxSmsgCVIKSm5O0cjI287JiMVbQQl5sqS4SvOFG+nd3RkOJs+XWZamMuuOLcULi1reUa51/lSwdUtKMg3tvFBw5pL+MOKLTk1ldZaXzFJI0yiOjgYKzqPoZcNDj1rHRHATBowtg1pLo/OZgc56CSgJC4jySQlBSBoDaJqkpC41M9E53Yy8oFQSAct73hCmwlSwg6WvEhdhsmEOZQUqG50tC3BcabU5ZSLAD2LbERm8aoWunLyPhoKFhl3PlF8JxnmhKVpUoC5TfWBzxAxSxJuopynUJD67hSu4+EWRjZmWtUvEDPE+nPTDbk4n5WWOcfO8/wAbwcOBuJRiTBjLrzueblwGXfq2jE4jk3pympmJdtt+WfBscvd3xjuE1cVhHHypWbd5chOmykhOiCNok1njmFXIzqNSiTYGJSLpTcm+kV7Djblyg3B1ESx2UkG5EJY2xFEuFYzdkmETAJJtsO6FZiFi2t4+UbKUe8d0AY+QlHRFRi+iSeIMNz9KmhmbeZKUfRPzvqNvti4QpHTCSP8AywVfoCXMcSLnp7ClfXQamw6pLROZO1jBWwjXaJW6OW3GmXHEaLZcAvaNBx+4auVaSViehtf7zlrqcSn2gBvAepEo1iWRNQoqxKYllOl2RGz1k9pH0o1T98uxzWsock4U4fVamssP0Kngnflt5PZ9lQh1jhDw9bS3yaQXev8ASPrgecO8cGZp70tUOmsM6ejn29k6ecFvDVb+Sdf/AEn/AE/GMqqV4eYshJ9zNzvD2gyZPxdRpFvs7sRHrNJkmKdYBpmZb60WHlBYflWZti7Vv6MD7G7LrjDvKZtaGk80sw8ptbgdwGhLfHinZncyi5bMPIR0fiKpCUl3b68tYT9HWOceEzapvjYkJbzJZS45m9yYOWIC06Jpp75RFsn2f6w0vMxW/dx+85748z70/WaTJrayNrSHWh4pV/0jqnAUt8W4UpMl/ZSyU/dHK9dlzXeL9IkedzuUpCP1Nb/xjrttLbLaU+CbQK0vLHsi7DL3bfd/oTS2CvM2bWOh8YUs5kE5rKB1iNLOIU02u5CQdBC6jMNhqYSyoZgm9oqsPKdhLkyyls5jlMcvfCor/wAYVWnYUllX9GPOmNVdtX8h/ig6VWqN0umTdTm3nPR5eX5yvpnX/pHI9IMxivHc3VZtokOOqfWjyOp/lGmL4cJVOxjqPO1EIFEoplsMiRXLp53L5izAzrC14Xxs1OU1ZbW0+HU/RN7weGmEcrqzAOJ1PgICT9P/AC04nmnsO/8AETnLbX+1lSqON4XXU8TUv5Fa7/ExxU5zUbczOyOH2IZbEuE5KsS56XUZlfrbEfbGj5fVm8I5l4JVirYCx27w/rxIk5l31d/YVbp+o9P3R04F+rcPhHQcMiSOtSeYp63NFxJSnQpNiBGCr9Q5L7jdlKI1AHfGtq7jrcwSAA2e/wA4HmMZuWpcm5PTLmRDSiSo/hEV0VTswK4zMxWcdyFPZSXlJdHMQO7/AKx2BRGeTTUMkfJtj6MAD4POGDW8Qz2N55NkKc9Ukj+to6NbRc2vFlWWaWnT+s006fDpK+71/g+cvlSGxceMKDSFKAAGf3R6lJulI0j3KsvnMMgHfFQ9xwMX7OmWMdxurYw3wwrM8h3I+tnkteZVp/GNsXNNdM0c3fCsrz0xVqRhKRNxf0p39ZWgT/dX+9F2Hhml9DLiJctu4Aajh2fbojVeIPrTf7P9FfjF1hufadl/lPWdP7Qg0VRNFo/B96VrMtz1qCG2Wux672erL/OOeFicw/W+VOsckE/J/rRrkp1Kba6GPF0d1HY256Vc0ZdTEktpaPPKeq14qZaZaebQtDiSk62vFm28SlZGpIsAY41Rp6HBmprUXlKcpUU2J1MOt6uDKRYnuERkkZUpAzG9onSySlJWdA3qdIR6KxjqXRIQ9ZWVIsO+GJiZFyDsIZfeUEApSDzVXB8IeYbSkc0gOAm0UaRepjncYLqHGlJIFj3RGclJd8ZHW+kbC94nLYShS+hRBOg2jxpDIdBcTmAHZJh4Ty7Az2KubokiCsiWbX2fYivnsG02csWT6N2v6tGqfavpltaG23bnVVmhF8MVOI8cVVj5WQKNTmqVI8tTvMyf0Iy3Fxn0RFPdam1Ppm2+Ycw2jZTrjjcmvT+91RiOKa5qY9BcdCQy03kSAI1YLnxGY6WAnKpVbZt8J3uPowQJjktNtj5Pq7eva84w+FBy3o36mbuNg7ZvLLm00MVz8yPVT8jPcPlBYaCloOUEC+yFaWXttExxLAS2W0NpWXFZkAjVfV1HyiBT0qlgyxLOFVxqlQ93Sddosg4SlBWghV1ZtO1v0b7RLmYjTj/qDkKwsrAGqfpX37togOFPoiFZVlQU5opbdgvq+6JEzlXMocWhxxKjlSE3+lptER9mZbDIShS27runW6h1dHZ3gAYLMQ8QapL4mfpkrKypabdXqtogrFvLbaFs4/mZdloTdKbe5ZKxy3VJG50N/fGjqeBKDP1hU7mebdecW4T6RbMLK+w+UNUzBVIQwtL8qmaSpRUrMsqOW+w138o6Dq4RLYVZiqZ4nMOhlDlLqFkLIuXe0PHaJK+KVLQpKhS5tC2lZVDmDrB794vU4Vo10FNDkkBW9k+z9u8SHMJ4edsp+jsBA6dG1dI8ffFXEwz+EmplP9p8oiZbc9BnlIbOwUk59tfqj2V4l05TfVJ1DlqczK9Wg9w1jRnCWG3kspVRZcIIKScigbaaxHawThhbKCKOm5SUJCVqAG3VtDcTDdg8xTJ4jUhKm1rRUBfUkMoAtprpHrPEel5AGmZo2sb8lB3tr98WaMC4W5KUKkXWSoEJC3VeURpfAuGi9Loak3zlCRfmEg9ne8OuADUR+X9HJT6Q3OoLicpIYTv46HzhkcSaQ1lbabmroGbNySDmufOLJvANALTS0050ZEEIJXbqNt4r3eHuHQ8ghqZQMqUau3Gbv+qBagyajLfE6lrmEoMnMtlIBVlVey/GJknxEoD08hLj0yyAjMDYiyrDwiK3w7oKnUONPT/Uj56RbbfSJUvw1oIcaSkzrTjlsuZ5Gm2sB+z/ADJoNHH9AWhHrZ3OpRU3Y6bi8R2Mb0IsocXMTRSU3SFgCx8ISrhzS7tcx+aCdwQsanTwiZI8MaH6UjmzMwtsN59CddtPfD+4S6k0HZHiDQWs5fXMsgNuKsGT29ddojzOO6K8GSh2YUhYUVgsnQnNr98JHDqjB8obTNutpQ4ApRV1nXp23iOjAdKS0h0iaShV0KAUdLX0230iL2dE1LhHEKhtctkPvtEXCFFk6k5uk/bEROOKCc3pU26glbotyjpe/TvtEWZwDSC8hKXX3G1JUL8wagX027WkImMAUQpWpTz6sqFBBLg28P1oFsP8yaltJ4zw2pS802hJcS6oWK7FPzNoZksW0a8s4atdBXpYruU/N2itl+HVJVzGi5OOZM6syAOx4jzjyW4c09ammvTJqyV57IA28BBcMO+oNTcyzpel5dTUw4ptbagDkPzD6v3RPpvpLi5BtLqkIzhJORVhqfVxXSrDTcpK2W0jlMZcthqnIdRrqqJdIW4HZYqS0q5AyAaKTc6nXtRkmLuUFWSWpl29lFFwR5RApL4WLqGZsqsr3ROrbK5qYU2jMlZuCod4isakXUSxAUUoRp745TtmOdOalLUrMZVFyQoqTLO5lKUc48oI/wAFGjuqlp/EEy2Mi1BtsmAli1Tnxm3T+bmvcAe+OwOFNEboOAKRIhFlKaC3T5mOwqXDpqC6/sdnw2lljKf3fibiUAAUCdM50hb7uVxN03AMR5YWQs5jos7Q62pKnbnqA8YrkdJIkuLTbNaIlVUESbzuoKEkiH1ZbLylSgTsRtDU+1zZJ1onVabCGi7Aqq6MPhyo+l1Ugt8tw6fqwJeLUu1S+K9IOI2HviLJ8p+1/DMI29Z9NpVYdbDLvX2HP2rm0WHpNCxpSpik4hlGF5NDmVdSL94iyGl+qZgzWtZ2aNDJN4dm6e0zIrZdlHEhCClXYI2gHcZcLNyUxMOSBzTDRz6K7jvFtUuGGIcLOqqeB605MySrlUs6dSB3CKJeI5jESnZebHok422oFs9++0WRtmuFtvdBX4EYsGI8MNF5wKm5MCXeHzsvZX9Yt9kElsFSFE9yY5LwVUJjA2OGJ0H/AHTNHlzH6qlfwjq+nzKJiTQtBFnE3EZqkMrNOHnmjceQkFQBNwYQ5ZKVgHYwtScikgG4hoJTzlEnS8Ia+g6wAF7aKEKUVAK0uE7Q4kXBAGltI8zKzBIGltYBXbU9UkK6FDtWAjm3jjgWZwRjD8tcNgsyxdu7b9Gv/X8dI6UPd4d0MVunylYprshPNJdl3kFDiDsoHujRTllKalPMcn4tlJHEOG2cb0H1VTZy+mgOfSt/Xl7ou8IYyenm2G3UJTNJc/OUHaKziFgSpcMquavTX5ifo7x9YBsPaVzMsRKG7RKg43UaehSA+565sbiDWUpK97x6Myw0kGuVxRq04y/+gV/i/oRGxa+XkPPPX2T+r2bj+vKMbKt/7wDTJb9X/WsWGPa8GcMVFwkMuty9v2tcqf70Z6bux5RMrwGbD/FWrTUsvM01LEFXnoT+MEzGLq+aqfcKkNtrOYAd24/CMf8ABPpgdodYq60dTswGwrvtrf8ACNLxWdmJbDVSmQ8hpIlsyQe87D8Y1VI8STp/5EnHJTi/l/sxfAeVka7xZreI2h6pj5P9v/8AFHSzoFkf3oCXwVaA9KYUnKo+zrOP9H1QcDsnx0iqpq2zVGKUIxe6X66kGozKJdJW5837rxlqjPTL000qWOhUsfVaHMTTk5ch7Zv5nmP56RWyUt6NTFTL7/yKuf8As5dYWxmbzbg4+E7iZFPw3TMJy8xldeBcmxfZI7H36xkOC9GDVIdqJ+Ufy5P3tYwPETEbmMcbTVWmGyG3lctA8Ep0H3awX8CNolKAw0hASlQuBeKfGuXCcPuURjncpo0joPpC7O+yf9IEPAxKHeNMsXvVHOsL/XSLXgmzU0qXQ4pJyhCNoC/D+oKpHF2UnF+sSaioL/UUq145/gcc1Ko+9v3DSTVSLZ0H8ILBlTrLlHrOHJf/AHjKu3dc6elHSpKvqOb96CVgypTtRpiXJhnlurbSCfmqy9USpynmoSbd3bJzXMSJOWElKoZZc9VlN46knmcX2NsVa4moMtWcv/V4544jqmMV46/IenFwtOHPNkbI8B/GN7xo4hooEs3Sad+cVmcHLaaHs39qPeCeA1UKUNZrP5xV508xxw919YZ3hG3VhowVSed+Vfm+xucHUCVw5QJGkyo6EDX6++NLyuW1/XhCWUIKM8ScyUN5orgi6c3N3ZEWTzW8o0ELfdPMJVqPCHAgFxJGh8I+qCUBYUka98FaCykQHppMuhbrtg00kqUr3COOJOunFPE6p4orj5blEulf6jXZT92WDL8I/GZoOG/yfkyfT6wVJP0GTv8AbtGW4SYLYbw3nnWGXS6518xvMlfen742fZL6maPNK/b9TOV6oqxJ/wCkMwX5fDVH+RB7cy5/WgjBVuRmq1NNy8xLvu1WpuiYbC+4GCjxIkzRJwzuKPR3WGv/AGVRJRzocX2c/wDMn3CNlwAwA8uZOM8Sps+7/wAK0fY/V8hDZ8izGqNKFWNn5V/fxOYGxUKDUXJeel3kcpRStpSSFJIjVUyrS052XdhbaOv8a4Gwvi6WckatKpcUUqS0+NHG794McgcUME1XhtjAsEF2ScP5vMew9/r4xJRjid3ZnExOElpYskqK3kWFrd8WYcdYaQSApNjbXaKSlVOVmpPnZ9Drt3xObfS80EXIF45VWlldzzlWnflPHA4houOk5BqnTaJLClWSoquPCPhMZwtuwOgF4ealibnLYGw7UZqmizGKXLyCkKztnTzEM5sy0kp79B4mJjOW/WLIOxj5LCVe13/ZFGxW1dDZvn17fteUMqQefe10DW/iYtZhobIAtl1PjERKehATsDBhK4Iy1GJxsOM8wr/VVA84ouqmHmgl6zbejaPPvgpZBNJEs0236zL9GKDjPQ5KkYRlEW5r4fu5k6N/m+Ijo+FtRqKm90dnwxZ3nWzLvDnqqpMNcr9MU/fG0UQEI9U5t/EaRh2OaMTT3K/765/9SNhJZnUo5uTl2z9yu+LKq5keqn5GSaMFuNIUm5WUDvVc2t0dnfzi1aWh9CEuJunKeog+fSNN4pKasXQ412uSAopbTom46hr2ouJdLjklLLOcFVykZNAm/b33hZRMxVFIaDDjYYWjMUqB799PfDVSmZdC5d5pMv6sZrjvFlffEpht1aWih1KEXUFkpVr9Iaw082gspecKkoaKSSErskWV17xIrUgDq7jjEacWPy0vUEtNturyjMVhGh89YnHiHXZSTCVuSj9xmKtUnfcdW8bedwhhqYcdmnGUZ1lftG6VWXroNRpC6ZhugMS7QakJRakoNi4sdq41OYdnWOjKtQt5SqN2YNfFCbVLD/dTCilYWLhW/wC7H05xNnkOpCKTJ5UqC75t79x6d43wo1MbW3yqHKhsKJzBtJuvw33h1mmU58obXSUJC7rADA6lDu7W8BVaPpF1B6jinPhKj8XyyUpPzu420Gm8JlOKM2Q0humyRA06l6kaabbwQPiaivNIz0cHL1gBu3ULe/WIslQqM9MS+WmZOvP2N1aeW8TiUfSWamTb4pPBaFqpco4htzKAmaUCb28Y+PEgqSgqpLRsQgj0pRKuzG6epFLIl21SUs6VKzEhITexTr2Iak6Ph9xbbypSVWVqQqwF83Y1Fk+cKqlDsDUwTfE55pCEppjCmkEJIU8sFSdIkynE1lKAFU1KjYmyZhWqb/jGzRhjDrobJkZVa169LWih07XHnHhoWH3lMZqfT+5FyhKbjTyicSguhNTGt8SA56pFKUeyDlcSLo084fPE6UXNtOvUl8BJDer4Nx027o0zmFaMjlvrp8hmCUpOVsHvGsMP4Rozk5Kg06SWhNlElAF9EecFTodiaFIzxOp65SWbelZpLrdr5LK06bbwpHEqi+ktoXLzFk2UrMwk3OnnFo1hWiOolnUUaUASmygDewujwMNM4QpBfRmpvLsgE2CrJTp5RM1DsHQhucRKG3y3HZd4FYVnQlrxO4131jxfECihaEIYeCVAqX6vseB331izawXh91KWxRQkpRkW4Vr0N99oYbwHh4lN6ccuVQJzr3HtH7In/b/MmpWjiBRmmXFluaSq6lWCe/uI131h0cSKWq2dmY1RnsBoFW/W3h5GCKKSkOU9eTvOdWkMvcPsOIUmyXwhaioHmHoPidYK9n63JqNM8RqMEFz0SZllEKdOUiwUe7fYw/K8SqGJhpHozrWVBcJSRcK+Zv3x9KYKwurlpPMUVIUBdYsFeB1hUjgXDq1ss8ooU5nQnrFwrz1iJ4dk1NmhxDrUqv0ZWXlJuAPk7p7Q1h6WlmwWy2HW2ysHl2OYG/ym8NUpMrKsybIOflyybAoTdJy7KiVIlt1Usq6SVvWCigb37PujHPXYqZUPTAbzHTNvr4RCemGS2pdwEEXIPdF5XWpdMmWVNWcCsyl+UYTEjyBJOrSogJ3A8I5FGm6kzjODctDKSDJxBxEkpOUHQ4+kfYY7cSC1Jsy/soQE/cI5S+DPQxVOIbU6serlypz7I60mu3mj0FV+8y9j1eHjkpJdyZKAFpsg9pWoEJU1MpnCpKkpbI2MKlHUhhKlAWz2iVNqCWwTuBcRmasa4ny3OW2nuN9YZdWpZuBpDyzzEtqyC19Y8UmxsLWMEbYpsU0uXrtNek3AWM/ZcZHUj3QGq9wor9BbVVMKVdUypIKiy+et0eUHnLqPpCE5LhP0TDKbRTKlCXQA/DriXOLqjVIrUsqTmWVZS27uSN7RF+EDQZYTDWNKQ84ElzkFtpv+99e0aHj1w7+NAcTUjpq0q3d1sfpkp+b5/jGAoeM5Oq8O6lTKs8W1Buywfn+ypPndKYvTStJbNpGOd1eDMvUwKvTG2ZclwKAeT+vbUfXBq+Dri9dbo3xNUVhM7JkNqSTqUg6H6oFeHqZMN06VlQ3y1uOXQo9wI0MQUqnMG4nZxPIPqDSXQzNIG176/bC1Fm5f/wARorJ7w7FPyAy/sw17QzftRBoNXk6xTpackXkPNvoCklJuCIZxHX6RhyQfn6pPsykuNFKKr3V4DxihLNobZSsrl5nAHhGOxfj/AA1hzP8AGFQCnR+ga6nT9QgRznEWu8Sq67SMKv8AxRR2/lJgf8Q57P1RrsHYCw9SyPzUzE3zOt+Y61Li5xhT3KXJyd72X5ng4nYqrUxyMNYImXGuqzk09y4xfEbHXFjDlSk2KqZCmsvdY9HGb2svUryjoOQpzMoOYABFHxZwkMY4OmpCwam2RzJRz6WXs/XtEhVi/NFCzpR7v8f4BxSP9p1fpi0fHlKclyLkLl+hxHmYEFIkX5fGE56GJTltO8k+j5uUvuzJi5lsW4yboYwU478Xty5sXQetxPvi1wrJSVKZdMx6551F2M/2dX92I5Wg423EhGz/ANlrLepkJlx1rlTXUsL+z74peJVKnqphhoy77TrtufMZ/by/65o2SJOUnHnHXj63sIH0f60ig4nzopdEmkSQ5V20t5/1oz03aal2GqO6Kzg2/wASUYfV+TblPbkmTcqf2im4zVXGT03K0vEVUp77BIdUmW2EHjg9R/inhZIpe1LyFOfq5oE/GGQkVT7FJkZG83PTNnHPvKv8MbKdVvVCVaMYyyS1f37m9wrxkwJSqDJyQm5mzTYR6uWVb6X3xraRxewFUlobRXGmVq7nhli0whhem07DdOpKpSXKmGsrhKR7W8MYh4bYLrR/3jQJJZyZbtI5f16RTHLa1rFtaFRyupXX0LeUnqPX08yVfZm5f9IUKvA5+EZPy2H+HswmWJEzU3PRQL92a6/qsIwXEnA1X4TEYrwdXzK02+RctMO+0fm/OEYPHvER7iGaGzNy3JclEL5/0lKt/KNVOik047GWVWThlluZDEtJekRJz3dMIzo/zfwgqYDqLMxRWSparoSBeHcW4aYqvCh2YY3kBzv4H7tYy/BucHJcZP6mvu/0jB4lHj4ZvqaKSyVXDoEWal1OtLzHoWLXgDYgU9T8XPvsKyZJi4084O89NBEi4476sIvAKmmZjFOJX2qWxe2co/VRqP8ADHP8AShGS6K37gxMU2ktzt3CNX+McJydR75hhLlownE/ib+T/wDu6jtel1d3Rtga8v6R8uqM3gTEk9N8FX0SL5ZqMpLutn9lNxl+qAbRp2oqqnxnKTj5r3pGgLefP9Inu9mOxQptx5uhKkouolD/AGdMcLeGWSZTi3FDztRq816xSXf0f9eEFsABwACyIAWCOMNew0+KXxFpE42r/vPL+cmDXQcRUeuSvpNNnmnkHL7W1/DwiiSS1Zeq+fRK1uhfyaAWwn5u0PuhRIS2ND2oYl1jObbK2iU24MpbT2u+EeoZSPmlgIvFLiaeYp1NmZ6ZmAyzLoLq1eQi17K8h0EcufCWx+cTV38h6ASZOVmPzxxr9Ir5v6o/H3RbQpqWj2K6krP5sy7s5PcQseTmJ566mApIl2/mI0yp/rzjojBFFlJOigm/LbXnR83s+cCzhvTmqPSmm7WmSNUW20TBbo0y49ItNEZU31X4aphKkszIpZYZS0mcJYbrT0rUalRpaadHyby0dWX3xd0+XSJHKBZLegR7oakF5FpUfkinRMWCE5kLT4p0TAbbLs11boRvRQ1PXP0f9IpeJODaXjPDjtLqaQkOAqZdA6m3BsRF5PNeuHN+j+9e8SV6KSr5oMRTcHdC2ufnpW6bO4Nxe9SX78xp3Its/wCXytGlZyONJeR7XrPt/wCkHn4VnDpiuYaGKKclr4ykm/zjxLWb+Gn1XjmjCVScQhEnMdlO36vf/CNeIpqtTzx07nAx9BQ5kaNleVIBVe51iYysFSR9kRWhLqRmQPa6YkttgrbIVazljHJqKxwayLOVbJb6zcbiH2mibApylJzX8RCZP5IaaxKTzDLgWsrNpGGpO5jUbCw10qSk3Khf3CIstLpbmst7oOtjFq0jtdN1ZYiNt3eSSdjr5RRnIoq56hDYeCi335ez1RSfCPqCZigSM0w4pN3MidO7+kxoppm4AHXc26+nqjL/AAjZVUrQKbLOEDkmxt3n+jHU8Kletbtb9zv+ErlnIvGWE/lrUQT2ak/p+0qNBJrcStDgcSQArpzHyigmbt8QqwEXGWqzAP76o0jaGmW2lXUFEG/UPERpxH2h6F+QTQOW6JVd20q0sBezYujqOm0XrLF22UthrqtpplGqers7GKPDsqDJIRKglF+hBQnMvVHSddou6UFuiVQlJIToLNmyjdPQbHugszFRysgbypaAAKU3CQNh0m0QH5RapJmWLaFoU8tWUadeuh12i1mSpxjmANdpQOdRGYWFwNN4gOKRy0hwFZKVKTbvGum28BZs12ADuK8YYhksRzVJZqRZkklScymwqw10Gu0MDHFeklc30mXmOYixKWsuaxHhBHqNNpjzqZhUtJ3XcAFlCyRr0++HpSmSyA476CwhCmyFhEmkWFxqnWOhxqeXmiLqDRniLX1qQhUmw48UhacrJuRrrvtElziBXG30ufFDDbhSnMtxlVu7UQSGJWnoVKOS8u0laU5M2U6I8e1Ep9qWEuyrlpytj1aS2om/TvvpA41P0E1BOriPWm2zanyabEa5DDMtxCqTAcSJKXzoSFqGVdkHp2sYJjamgzlXKIQOWMpU17WmnZj6Vl5D0FJMqyHFNWXmbBObTQ6RONT9AdTAJ4mvoQlwUhtJbA1S8vpJtoIdkeI73MSn4s5aEBKkWeOhOW4gh0qSpa5fk+iywzWKLoGht36Q0KfIuTAQ0JZIAA1bRvp5QHOi/hI7mEa4mrkUp/3SCho3BL56CQnaGE8UHGX2V/FaUlBLgSXz3pEEZ2j05UrLI5Ek8tJJbPLR5dqPDRKU6EFymySlalVmk66RFVo+kXUwC+KLgGQUdYCFDIrnHQ3Gm0et8V3W75KW6BcWu72dE3vp5RrxQKS4pPKpdOUmwAHo5utN09Xv1h2Xw5QwstfF0m6VN6j0cjmHT8LxOJQ9IbyMdK8UJQJBdpjpQgerGfYEi4OnlDJ4ksj0dpiQcCW1X31ykDpjarw1RXJeWU5SpSzyQlVmbcw6Wt7rwmaw5R8qD8RSVgQFLShPWbJ8oOeh2JqZBXE6W9FS0mkqUQu2ZazfdOu8eDiQEBDYkXVZTcJU5YHVOh1jcjCNCXIpfVR2FqUM97DXVOm3dFTOYTw2+6HXZFpZWkXCNArVP4Q0ZYdaWBZlA1xNZSxlcpTrmuYet7Wux90MDia2izjdOfyk36nt99fqjVDDtBXKFv4qk1ApAuNzruNYrk4Tw6yfXUyUCcuyj79N4ieH7E1IMjxHpoRmXT5t23UbPo1N067bQ9IcTqU+plaqfPIU2cqjz0aiyfLaLiSwpQ0pZSKSwhp1FyRfcFOva2hqmYPw+lxWentKSvq0v5ecLmw/YfU1TE8xMONOFkPIVLoN+b8pcJ00PdEpDiUmWdSvmjMSn1ncCnp1EV7bbEty5ZtjKj0dHL9YekAJ21ifIOpLUq0UpS3nNlBSjlUSnXSMkhJaGZqNQmJmcW2vbmKuoxiscTIlKc8ze5cNhbvjYzq0rmVApGx274xOPmVqpiilICUqBud4z4SKVRfU50aCi/72Cb8DWWS58dTmUdC0pAPdHRFSbUEZkG2wgF/A1athutzC0WBfSAfGD051jLYElVwI2zlarL6npYrkX0Q5TUfmxI0OaJjiAdTEaSspkEix5hBiSkgG518IrepZDSIgiyRl2MJUQELNtUws5k92giOtxV1JI0UYFidBbmUuhB0B1Hvj1A1IvbWIhmQt241KdvfElpQIObci4gsOg26hfpBzWKCLGOWccYTawnxUeuz/ALtqbt5fw6ur7jpHU6lZnAb9MBP4Ucq/8USFSb+Tl5lSD031Va34GLaLvFw7lFdWjm7FaaSXJdmdec9YhXJTl2GsVuIMOzM7TX5VxQ5Twyp8Q5rYxscGsLqGHm0ITkS7Zd1d1rXjRv0htlkryFxVr7bG8UxllYJxzAZ4X8SUYEl6jSa068TLaSwPtn5qf3rxc0vCla4l1RWIsaO+j09X/CSrZtk/rxhjiTw1drle9NFRDXM1QjkRnpjDuKljLOYjqKWGW7Cx9yc0bM9KO7t+pVDipXtd9OxUiXqHB/iUwHyHpEq/+Iz/AF96Y6noKmJlCZ9lnmB4JLf8FffHIWOqHPvy/Pfqs5UXWvky5bs7/wDmg0fBfx/8b0r8mqmfz6QR6j6bY/lC4iN43Bh3aYfEDOlN06eMevWA208YQlXrQgK08IW6g2PVp4RlsdGxzX8IOgHDXENnETDHqJ7VfzPBSf4/tRWSb/PmBOhlos/2nzLq/nHS2LsP03ElHmJCoy6HUuIIQSLlB11HnHJFHFUoWOZzDb3qmXJnlhs/w8P9RGhtVF9DE06ez3CDXKtJUKmipJ9dMO6AfP705fOKs4Tx5xAlZOYm6RJSNPS6HFc1eVSh/X4xWYXkGK9xpl6FMPl1iWTzLfSSk3/lHVjDLTUu2kCwA28oqs6bcU9WWUqUcinJX+XTQqVyqJHDrck2gJQy2ECAnh9kVvjw0k6tUxGdzJ85Ov190bXjHxBksNSzdOaZcmqhM/JMI0UYrPg/YMq9PM/imugpnaoM4Qe4E3iONo2GpvNV4j2X69AwNfJkw812YY+TyRCrPxpNU+abpLrcvO8lXJWvVKVdxtAiGTOavhX4mM7iqWwqy8eVJ+tfb/5h/kPxjEStHp/5qWWeXMxQ47FdluI065iPmqqPMPMW57Xu8o3+HM5Q27pnQP2k90dCtyJGOjzXN/g+nFyhTlOmi56PPyykK+kTAIwfM/FmJHpWYF7nKR4Hv++D3gp1SGkLfCktgZkLHjAT4rSKKHxHmXgOWy85zkW8D/rGalHiUpINWeSoi/4oVpMrQWJNtWVya0V7u+JPwdKfJIp1WqTqc80hsNpPzQq5gaYtqDlQqCWlKK1IbCUeRMF3Bc9S8L4MalwHjU5ofJt9p75vT+1AVBYeml3/AGJCeacpfd+JBwRieXoFIq0uvqmnlhUtL/2hVcQT+BvDiaamXcW4kQlyemeoJI7AO2Xw7oqODPCt+cqv5T4kkCE3u1LOx0MkBIASLAITpFc56/Jm2FPhJepafT/ZVYgoFLrVGeplTkWZiXe0IUNR5g90c6Y04dVzBFQeqeCp6Y5LWvoqjt7vGOnVOoDgbV3q0ipxIy243nQPWoVDQm47GepRjPzAs4NcX26rPtUbEP5rU2+j1nt/6wZw+DqCMn+KOYvhCYZplLbbxIifaaqhILeROrl9vrEKoPHdEjgTlzjJdrDY5YR8/p+UUYaVF7xZnhUyBC+ELxUGHaEaBSX712f9Wj/ktK7Svf3JgM8M6GZZk1GZu2+Te57/AJ0RsJ0qqYnqb2JK296XNOajm/5fqjfJdDMjZ1j6Hq/IQtSfRGmm7LN1LOhVB4zaUqCViy7+WsbOkVFKm3OY6ptIyAnw1jASziJdLam2ikqUbeWsayQUmZZmUHKVFCbEdxvGVOwjjY3lJnUONobCzYCwjRSL3MSnuPjA+kHrtMJQvqQbL8bxrsOzAcbAFtvGHkW05altNqvNIb7aOk7xKmm1kpuBkJufIxAKiJ5SV3uCk6DSLFxd2PG28K9EPLzEKflG3WSlQuhSchEcQcecJKwXjuc9Cv6I6efL/qq/l1D9mO5+YlR+uA38JrCH5S4Ieq8uPz2l9f8A/jq3+zpP2xqwtTI2Z8RDPGxz3QJkTdPDvfk/Z/r+cW0rLXcHM9lXV9GMDhGc5Mw7JPHZxXR+1/8Aign0kcxLjrjjax0/SjB4lTnTk8x5fFUIwhykthISUZ+ruv4xOQlAuSLC20R5VrO2FeAt7omMILjhQNem144VSVjlRj0H5dlt1s5TfS14SZJDQzZSD+MSZRkNo8Da1oU645YpKcwta/hFCqNM208OMuNN8kOuDsdr6u+MV8IKbdfkZFxRCMiU/fG7mtGlXgY8fppky1OaSrPzLj92Ov4LVTxErfL9ztYOLp03c2VaTyOJWIkqHSmsTQ0/8VUXjruZthtTZya2OUeIilxIjNxTxU1e5TWpvQ/+MqLhTYIaIyki+mU+IjpV9ah1b8g9SnHHOU45KhKlpF8jfYF0a7xYU5PS0r0fIQR0hBsdU9Q6tzFLQg021JtNoSBlvYhObdGh07MXEs62piTZRkAC+jVF0m6dDp2RDIyzEzrDimk8wuaKKiCpRyXAuqKp9DyJiXS286QsKSBdZyHuc90WDs2px1lHo7oXY5bpSQq4TcGxisaIQEBxi6gtSUKTuTp6s6wkc0ZXCAzFpxGvE8wlTdR9GadKgGbpBPzhpsY9RUMTS7KUU9VVHSbFac+Uki41guTeI6ZITCWnnWWVgEuJdVlJ2sPqh2Uq1Om2W1oelpo2N8j6yHActyLDcR0VidLZStoFlOn8dPLaaRLuuK5V20qZRYp8T07+UOzM5xAQlJTSZpFmASUS6T09NztvBMkFMlMstCi6ok39anq22uIckpltDSG1us5FDqUFtnq6LQPaX6ESwIV1HHrCGyWp/KWkqReXGidNTpvD8vVcfIWWUSk04tQCkq5ANxprvBVcUyRylhtxHLT2cmqu63lHoKlpSy20GXU2C1pSjQ6ecH2h+hEsC9OIcfMN3bkZ1JW2DmLXlvH0riPHiFqUmUeWVtpIzMDXa5gmScu2UOJfQVIFkL9YelzTp3hbUsbBbQBS0EoICxdKjl6YTjU/Sh3qDc40xnzglujElTfSDLHqNhc6QtGN8WJKHnKSlAQk9Poi7k2390ExqXU0GnUKUFITld6h0AhOghbLilOJSEqOVspCidLZR0wvFpekXUFScbV4sIeTQkeqAAIaX9HUeULTjuupdBTRmTlIBKW1dO232QRZdOoIQ4kNMcsDptfp6TpD8pLtrmJdLaOWOXmTcDQ3FwenzhlVpL4SA0/L+tIYZQ5RkpAFkBIX0aDUWHlDjXEKrJbayUNVmxZQKnfo67QRWSgsNBLDRBTmZKkXI0F76ecMBlj4zSA22Gl2ULt9/TcRFUpP4QamFZ4o1RlltCKMpKdLXdc6epNzEYcS37Ib+KABYFJD6+1pbu84JsmxJtIbX6p4KT6pKsp0u3e/VENMpLOMMOIk5dWVYAs2DzOpu3f3XgurT9JNQfp4lTLIUPi15HRcWeUcizuBpDLXEqbykO0txS0ErsVE3JUmw7MEdFMp4YQHqeXVJUlTZDXaUSL390RDS6eZhKjT7C2dZKT1npsNoZVKfpDZmGp3El1tbZVSmyhnpTdXcSnXbeEyfElxl1nkyLIaQ5ZIJ1uQnyjbU2WkcraRIgletiwnXVOu28SpKmUtmcabXItqzDm35CdTZPlvE4sPSNYelJhUy3KPtuOtJDCA0FhIy3yXCrxZUqZWlCNgATy8zYVdQyb2EQpdwDO2ApfqmwbaBwDJ1DSJUioqWww4ht8hPZKQc4OTUaRjmLIyoWDNrzAqBNgBGcxvZ2ilwtq6SRaNM622hx1TSi2oOd/dFZimwobhKM9kknzjDh241op9ySo6X/uwTvgjJUnAtQt3zmvnpBxfbsps2I0EBL4ISw5gidbTumczHyg5TFgtJUb30joyj7yX1OknZL6IdkrpasoggqMOyxSQNeydYZZWE3FtoTIKCnXAoW1hZLUs2RMXosgC4itqTvLVkQg5t4tbgNAq0uIz9eeW26soULpTeIkJOdkVrs4GluISbLb/ABi1ps2p5hC1W5mW31xhp2ebcYeccVlXm1PnEmTq+aXACyE6AHzgORRGs0bdpWdGbUe4wN/hBNNO8NppTvq7PtL6/wDxBpGwkZxsejtc7V/2PowGfhU16ablKZh+VdBlpu7r48woZf4xfS3Gq1FKm0jTcEqlJVfCcuiTfDjzSAh9v7IJ0lJ+p9Y5n644po1UreAKy1VqUFWJ1T7Kx3iOpOFfEyj40pSlNuJlqg2BzJZZsSfLxiqdJbx1JCsv/JuaudorSzmVcFKToPOMNi6mpMo4lKMqAo3A31glMPl2+awjP4kYS4l4pRZYubd2kBajVVYB1SkmXX5eU5PMbX2+vtK/q0DfBU49h3jBKqlvVWneX+yqCliRrI+VPeqbDyevP9sDTAtOexXxUSqSBdyTue/0UxfT1jJlSjnqxidpyz3OSFeWX7Ynacr/ABQO+MlRqFE4fzFQpsxyX23WUG3elSwDGkwZOOVHCFNmnXOY5MSrairx0jPOEopNmunO7sXqzcXVqnLtHL/wh2W6Zxfp83KOetdS244PeCP4R06s8sXTqrLtHJPwgp9VV4yhppOUyjTKV29wV/mjThHuU4np9S4+D24qrcaqnVOXnKG3Vg++/wDOOl6xONS9OVOO6ZRc/qxzL8ENQONawq/V6OoC/vgzccKoKZgGrKButyWUhCfFRsP4wJLNVsLJ2w6fy/cGXCmVfx5xIqWNah66TYVyJdtxv2erKmOiCtmUkVuvuJaYZSVKJ0CUiBPwHortJ4fSDjYOWZWHI2fE7E8thbB03NuEKmnk8mUZHacdVsBCXzTNEuWnGC6fqUTfE2iO0SqVqQnubLSGiwfn/R95h7gsuu1mlPYhq8xnFQOdthPZQPKOe8WUs0ThnTUPsPIdqM/zXfpWHTm98dX4Eal28P0xiVtyzKN7fXAqtQaXe/5FdKCjd9rf7OZvhjU0s4+p9TAtzpdCPsUYo8NOuWDnb6OxGs+GNMh3GNGkrdiWK7/tGMXT5uVlljUdhOX50bKusYmaLtOX1Cbhd55DK21TKUNg5kIPhGE+EYwFz0hUEWU2JQIz/OVmIP8AiEO0qsstH1dSa+v+vKJPEBclXsIuMAslEi5o59FSbfjljJh70sQkStJVNUCjCFHqOIcQty9NlS88SBmHs+cdWcJ+EbNCmG6vX5oTtQtdDZ2REH4LWCE0XDYrMwn87muzcd0G5/ler8Uf3YetW4j+RvpQVBKPxdfl9BJbUhCWzoCdYeSi17GI6Xg5ZSjsdIWt9LS1a7C5ihsFyLyj6dzfmdj539WitxrXKZh+lP1SrTCJeVaTdxR3We5IHzvKKviLxComBaeicqvMcU/fltN9pXj/AAjk3HuNsScUMTNsm7NNbP5vLt7a+0r5xtF9Ghd5nsZqlZ3yx3YxxJxnVMbYlcnZOWdTKME+iMlNwL7/AFiPMH4afnqj6bVByv8AT6MFbAlBkKKGeUwwo8v1l/s6olzMikc3lANOOOdj7Yk8V0SBCiou71GMPtejpSyLBJ1QR3x63MEOTzrBHSbBHcVd5iBNPPUlpxKUqW4FWSruAhuV5BBmFqUpAF3Ep74ycPqG1mPtzqHkOGZAASnMlKe7yjT4LmVJleWlIUVdQ8YyEuiXcLs0sFuxzcr8I2/D9uVnXEFtPfdSh7PlAnKysPlLpucSw6Wm05lL1uI12Fn1pYOYErWAU2MUtVkZamIS4E5xaxPeI9wpVWXClloELQdTaA3YTyzCG4AHQ9cBJKQLjvh4KGRd7kDQCGJdwgIDliCAYTUZ6XllDXtbiI1oXt21JMr8oT/diFUpNqdkZiSfTmafb5Tg8UqvcRKdWEsMkOd8NPKzvdvuhosjVzgPFtMcwlj+bp7q8y25g3/eVY/WLH64IOGHlJo/MzBxCv5Q18K2n+gcTW5i2k020/8A3cis37kRMKFLlJYbz5Gz/KNPiMVKHERwcXSzRdM2MikrWlpdgrMe+2g7osG0r5PqGQoqsFd3TEFtKEFp1d0JCc6Tvqe6LeWcbDLKZYlS7ZwLx4nEZU7o5lLCyW402LJABUALlYI7of5SFKKgqwH4xIacStS1qCSUjKbabwtDYUrKBYXvGfiSaN1OnFbkXlOcrmu+sb/y94gO/CIbkg9IPSAcDV7FJ8cu8GecSbbG2u3Z+uBL8ISTl0yVOeaDoduBl8rbx3P+nql6zNkI6M22L2UI4t4ssSo/HE197ijE6UKHHmWlI6klRy928N8Q05eL+KwggE1Z4/aTD8mw5ZlfaKgekb6mO1X+0Ni+zHKOOQ1LqLby0pBbIsrr7PRvtFvKKBQxyg8oLNgSFDP8n0n3RRy6j6M0krOVSLq6kdI6duneLyQCBKoWOSp8pBUAW7BPq7LFu/xhL2KGUs2Ch9pT7qlZlWCio3VqnXs7iI8yiV0V6sLLdiL6K+ltvE6pBK5phKEjIpGdVhsenUWMQCnI02FtuKypLiiCrp+kIidggVxTR6tNYwcmESWZhZBUpsA/xiO5hmuGzjEg62opGVTawmyenTeCuKvSWVj0qekWnm9AC4m1/PSPKfXMPuNNNs1GRStRzJs4k5TpdJ0746Kxdb0lVkgcUyk44Qm7M84yASlCefoB09Ijx6l45S+ZozTiihgN5kuX3tpBHan5dbsslpciEa9BdSSg9NwdN4mAMPhCGTLoS4znFlJ7Ol/rhFiKkXsNlQKZyh49WlaFrmXQ0ykgpctl02ENopuP0trXmm1BCBdKlqJtp0wVymUKVlvKFtNC11botudd4U86wxkWplSiEarbUbKRprvvDe01OwMqBiy9xBlVBtLUylCEXOdlOo1027UeKnsfLeWMs0kqbvYtJAAt+OsFdmYYMqpUxzFBbWxK737j74hJmdHEqLxJZspWtlEAWI+yB7TH0Eygynvy3cdStKpgK5WgSEjpv3+esfNSuPjLvsZ5lCFM3CStIvvqPOCuHkKQhC1KUtLYW4U26iCLHbyhU3MO+kXIK1JYCswUnU9x2iLE/wCJAWMjHvLUbzheKPWHTsi+u++sOtTvEZKRyVT4SoFV7DQXOpghtBxbr2ZbdnLBWUN3B028oktoyEhavVZCHMoRvrbv2guvboiAzLnEa4ZR8YHM3uUp2t24+bneIz00Ffn6llWhKE9VrdR8tYJYYDTGUreUVs+sICelWlgNdoW0lIcRmQ4laUArsBr2dtdoPtP+KIDRFe4hho55OYUooSlN5a/7UKl8RY1C7ejLdugDKZPtbawSJNTqkpK08vNlJWEmwOnntCJZD2cAApULKCgg6djz79YCqr0ol2DtWMsZhYa+KQrIkBIMqR4Qw/jTFonkOqpLWZCU3RyFfbBGT6UhTQLNlqSlROtx2NPr1hbLalzBUHOWA2kgHfuunaAqsV8JNQbS+MsRCUdb+KkLWFCxS2q6NNj5bR6xjLE6ZhKk0ptKUghIyKtew/lBCpsmmWeQGWFrSQATk1T2dFdO+8IEipKlB+WWk3OYBvS2Xu6fKAq6fQg7IIU8wo8tTWcJBF9jdv7tIsJB9aJlllbSwrIEqIcPqzdFvtiraTy1eqbeQlIShROtuz07bxZ0zKZhDZS4XSkZNDoi7dwdYzTIUpbDJOexWSSRGZxcpTsnMBq2Tl6xqp9aWUuEJzhIOsYusPqeYdFrAp3jDg4JzNCvKAS/gaTCuTX5TNY5m1Afb/OOh59wobb0/ajlj4JU+iWx1UZTNo9LlQF9yLR0xUZrM2n/AAx1pR94x4T5UWTK86nCQNTcfZDkusJeWu1h3RUS04luWacKuob/AGQ8/UUZis6IA0t42ipwZeq0C3dUVoKkkggRjsXPutatEZ1du/hGjcnW0SaXDm1F4x9bedmFl5KUlLht1RGJOV9jE1WZExPLl2VLAK9Mw0IivlaqWX5tp1Y5jJ9SU+MLxpMP02nPTodbacRcNBW5gWUbFTDwdbnyW5pxztiBSpZymU7B6odVHxsG33uY5ZWRf7MAniPP/lLxce5L/OlGsqG/2E/zzRrKpVmJOlfGaZ/sNWXy/wC01gecNpT0itOzp9g3/wCsWwfCpykCms1SKCZTKDLT1HEvNNJW2oWSSOxAyr9Eq+DK98YUl5bYbVmQsG32wbJEJTLttN6jeI1bp8rUpSzrWfnWv9JMeYw3icqFZ1Kj0fQ6VWhCqrIc4XcbafUmmadiA+jTtrc89gwTFzkpNSinpObRMJcO6FXHdHL+LcDNpnFu01SWkABKU3sIp6NVsYYTfUJSadUi2iVElMelpyhVV4Oxy5xnCfMs36oI/HmfLdATyL5+cUrWdr3MaL4JWHks4dna/MN5XZhyzavFMA3HWMZuuUGXp82ypp9t5TilW0USI6f+D20uX4S05YAK1AkD64srxcYJfMuwbipSd+n3k74QM2G+F86nxWz+9zhpGh4Ztf8AoPRT8n+bI/CBlxmnXcQ1Km4Mklh1+amUvzHflbB/nBel0S2H8MN+kPBuXkZdJW4o6JCRrFU7tKJfTStKr3/Y8xfWqdQKLNVioPctiXHrvM+ykeZ2jjCUq0jUcSVnEVSf9FcdcW8L/SV2U/vWjTcUcfTvEHGD1LlJ/k0Ftzob+fl+d/ehNuHklSKlJZS9OcrJLucvML/OjVTp5N9+pjdTOk7/AELf4JUoXMS1mfL2VpEvYAbkk6fVvGj+ELVlVJMhhiWWszT0yg5RuoD+G0CLhBjtvAs3OzDra3kvtZQ33ZhtfygxcBMNqxVPPcQcQlxx5T6jLtq2A7svltArQya9WW0nxNPhitTYYsxcxw2wBS6cnK/WS0hmXlvPvPuEUtAwTXsU1BnFeNJ4za0dUvJH5JnyCYyLM/I4z+EwEn88kpZWRsH6KPZ+vNBWGLX3uK4wXSOSJOQl88x9P2lJ9wCkxVUWSXDe63LoVLpzW7enyJWMuHEjizDIkpx91gjra/5eX8YseHtFODsNS9KeqTk2xK3IcWLWHuvGKZ4n1B7iBiSlusMtU6jSy1ge0vL7X2xl8Z8U56f4ITtTDTUpNz016G2gfMKbn7s2v0oWVNuy+Yqq2V7dP3B1xKq7WM+ItSrhZddpMseRLhvN8mjpzfWfxidhaq8Nac7/AL6wjOAZMnNW8pX12iowRLqRQgp1YWpe/lE6aDj0s7KtODZXdl8Y0XT0aKJZoK8Xr9xppmf4EW0pE6O/PzHP3b3iglKVRsWYvl6ThKXfaki7eYcccVt83fujC0tlycdXKutTbjivYTl1+2DDw4qtH4f8NZh919l2vPaNMe2FK6eryBVeBVWuVDYefNnm9F07sIVfx+zh/GdCwLQ0JmpjobfX3It7MFaZ1XrvbSOSOFLLrnGCQqE++ZqaUVOKV3qt7UdFYhxdTZStStLdnPz+YOdDf0fP32MZJpbI1KcvPLds0bisjfRHyFZ0dcUE3imlCfepyZlCptlGZbYPZ9/huPtixpbzjsl6S6fWf5YqfKWKVwN/DBlJROEKfMrXlmUvLQhN9xa5+8JgWcNUst05nJ6Ol+xJUdVGNJ8LusKnq7TKUlZUJZkqWnzWb/gBAuRTsQ4XaamCwosOkFKk6i1o6KgnTVzncSSqyy7Buo+GvjTnzrFTek54kgC92jFf8cz1IxJ8R4qY5Tv6KY/RHfKr7e+KHAPENl1lbbwMq+gAWvdKtYLGJ6HSeIODWVOnlVNofm7gy9PelObwvljG6Szc6uPOcZxtEzVQkxKy7jzr1wdivzHfFI+85Tktts2dW5/ExCwi+9VhMYKxBOTEnMNG0vMJNiT8z3RYvcPMeSJW3T5mUq0m58mrPylH9lUTJbqTjX6COZ6VkDbvrD1HJ2UmNPh1wUtTWRbLOQ5zc+zaK+kcMsdVCXLcxNyNIsoG7ac67e+NZRuDFCD/ADMQVeeqbwSCRzcuvu8Ik4RfU02kt7L+/IsV4/wW876BN1mXV/7zSM1X8Q0bDs03UpCeCpbP0ctzN9v3wSpPhdgBxjl/k9Iq8yOqMZi7gHRZllb2E516kPjdpxRdaX9R2gqCluZ5Rktnf7iwl+MGGV06UcdnFOrULZUC6vshOHaviXGVZmak7JuytLbzIYQttWZd/a95gd0upP4DmXZDGWCWkOA+rnUS3R0q+daxBgxYbx1J1Omtzck2ShasvgEo+jCVEokp5Nppt/kayQZVLyjbOpUrqUk914lyyVqC1LIIzZR5RUSNRL8xfNfqtmi4pyT1pcBsTcRQ7s1s5w+GpJvJaok96OooLLjIV55rwL8CB5VMZIbU4dUgQd/hoyxXgCkupUbonVJt70k/wgFcLng7KplwtSFJVmuY2V+bDRObJXlJG5am+hEuo6DtDe8WbSRlJ7IAuCNIy8w6tup5kkAakEnxi7prqVzJ5l1oyC1vGPP1cLljdHPlTL6nJK3boVlRYAE6xaMNl1QTcaK1MQacsS0i6tQCurQX8YXTXipwLVmTobCOHOMpyaYI2iXZS61dnmj0ZxH7O3hAH+EVOZpeQkCw6HELtzPn2TByYe0bJ+T7X2GAd8JyeE7UaeSLDqv/AF+7He/6eeepmtudBPkcgg8TEKb4w4p2uak6dPeIkyOZDbZWopypSc3f24jcWRk4z4oCbpIn1HXzymJVLmUurQ2UgrUi2Y7aGOvilaoXR+zG5W6WpZJCRftqCldBunr+uLaUSpTDTbbSgCoXTm1GiNdRsYrafJgMSigWlFCNLp7RuND1bRZUZqYMo2tKm7pIyG5GbRF09qK5alHUqZ26ZllS0JC0khu/LtsnfyiIc2dtSEtZF5soOTpVpoersxdTakc7K8kqDiDstXXojoGh1iubs6tK1MuDIghQGbrTcabbiGiNLYBk3hbEExiL0kU1brLhskJdSAfM3j5OD69NLaRJ09aErI/SpzBQy6mN1UcXYalpv0Nbz3MQoJUoZCLd0S5CtYc9KbWqotXUkFwpWlPzbGOk61ZdCnKgbNYKxMh1hIb6X13DoUve6LqMT0YExJfIiaukZVJK1r07Nz7oJQqNMel5ZlVWZTmVdZJSL6osRrtHiJqT5MxLmpS9g2kFaVXN7JsN4p9qq9hsiBvM4Hr7TK0LnmQFqz3S4u5Fj90LODMSJbCxUWjlFwOeoX+6CGJ2UcaKBVmchbyhRURYgKumPEzTKMim59lyXsciC7qBfUROPVJlQPBhzGKVuLFQCykZigzB89PdDcxS8WIDg576kpBzZZnQ6K0HlBNl3mFuPcwttqydC1r990HziEpcmeaOa2AUEJJVoNDpDPEz9JMph2KLjRS1ONuzJyXBCZgdWqrCErp2PZZD+WZmFcvpUC8Nb30EEGTmpJDZS07K2Sk8s2Bsq5ulWu+sLnUypUFqMukON9PQPO437URYqV7OIMqBwxS8bsuKc9LfskEEc9OlwfKGXpXHSXJhK3pspLeVyzqdRc2A08oJbglyXSHEKRyyAciezY767w6ttn0dSc2zBJOQap9ZrvvpB9o7ogNFtY/aQohyZXklgFHMmwRbRO28OsDHTzjrV30OplSlNwNU3298EdKpZsusFC1NKbsCRuLK1OvlCpxyQ9IacbBKkJKVKsevXeCq6XQgLyzjrlupBmrNspA0SAUnu98RmGMZsoccacnUEtBKM6vZ/ntBcafQ3kABcDjIbKis2J0svaIqHEnMlTguhoNuEq0KunqERV7dAaAtll42ZnSpt6fUrkheU65h/PaJ6UcQnkrSh2oBZQlQSBrlJ398EpLl25d1t1skNpCioJuezqPKPktt51BfKLgaSVXULhRtY77Qjr36BBjUFY+Gxm/OxR7Pte/swy7PY3Liw+/UeVdC3P1e5X+GCkxKgqczEoGcZsuS+f8AlDstK6LvlcORWbLkz3/lE9o+QLnsqhbaSVIWpxKUrUFe0Ojq/WiWy645UGABmS5YFSXCM4unUe7vjxkvI9JFkhQILmfuPTYbbaQqmpeXMNJdassLBBQlXqzmTrv33jLIJTrC0yrrbxAQTvbWMhXAkPPNIUnKE6C0bKqrclzMXUhVttIwNaq8kzMq5y0JdWezGHw6m5yua6slCAzwTqZpPEymu6jO5yz+1p/GOr65PpYlvSH3wA32/wB2OK5Ge5GJ0zrH/eQv+vKCrxdxNPYiqVMwlRH3At1tC5pKO9R9n6tftjvzppzujOndGgxBxtpkofQ5JL00Q52wMqcuaLfD3GSiVH1E64ZV1fYQ52dI0HDfBGGqJKMSTlPZfnSPWzDoSv5vzoxnwi6TgqWUzL06lpFdmDn/ADb9GkW6lphVaeysGdFU9pXClK4gl5ymqSh5ClJIKcp0/q5+6HZ6ZbUyh7ValAhIG39awG8ATBo1K5cwVuoII1Ov9awQKXNLdpzSXHggIINjv/VzGKTsW3sZDja1J/k3yJ2Se+U6HG/YUq6h7/agCPyK2UqnGVKflL9FnM6h746S4mzXotG5hk/Tw38v9cC2gYKwniSTfnKRilukTftysx0p+qNdGplKKq1sD2dnHhKFDU2/yXR1oUm1vdBB4RSrrgWu2hig4g4VncOegIfr1MqKXT0JZVf7YIHDGWVLUxDgG8ZvFq2SjcvwVO8zXy6Ah9FhsmPp+YSywp1aiIcQotLLrnS2E7xh8fYjl2WOUmYCUx4zDUFinwTqVKmSNz6vzCEtqXzrBHrACdLXjB1CtTc/OmWpbCpmYWsISkJuE3EWuF8NYj4g1IysmlbFPHSt8+GkdFYR4eUHBVJUZeWbmZywC3nE3N/ER7DC4ZYRW3/YzOLmlKfL+rOUca4bqtCp0nMVZQDk1cpRbUGOp+Di0SfBynTLyihLbSlKv4QDfhGzfMr8i0sgJZBzA92o2i+x3xDbZwfS8JUhpUvLPSjfPmxuLg3jfOLqWRjpzjlll72+ZL4U45w6riZOVSpqV6TPP8iV0uEJvYWjffCarypXCUnQJR4pmKs/y1JB1LQH84BUjW6JPOUln0YUui0bUvOfLzKz9GF8SMS1HGlXTjJmXLMhL5JWV/eUU/tGAqfPmY8pKNPIn/f9mUo0qy5VnG3kqBupFzpcCNNMmVlWlJaaSltKb/VFVXG3JHFcutwgtzLaXkhI2SvWPsWLblqY8UKUOcjKg+F9IaXNb/IojLJmK2SojruEZjEoLZbZmQjlrRcH67wT5nFnESV4ay7vpEjIU54cpoNaPRjM6JbhZRqK06VTNXny8oe3YaRvONDa2KJg7CjTQUfR+q3b01iyXM0XZLxt9F99rmf+DstMlxilkOqzFxnlgnvJSf5xtpqe+IPhQuvqeIEy7/iQLQN8UZ8BcX2XJQ/8HyVL+tKf5wRPhHSTyqjRMbyId5KmkJLg9jL1D7QpP2Rnas/uBKV437Mg0kNynGjE9GfasmrofbbdO/USsf3bCBhUJicVhOew8oKUqUmkzYB2tYpV/AwROJk25/uDiTTDdL6A0sjbOj/TSIfECXlaZiei4oYZSqh1llC32x4Ws79m8G+b/wDb9iqUf7+ZlcPziZmnMFpZbSr5UeEXLLnMz8v2IyTC2KBi6cpqnubJp6Ur+f5/X/GNrhfDONcSsn4noqm5b23z2e6DUaj1LYwlPZXGp6nSk0w06HuU789Hs6/yiPLU+QlXnXSS6vKEhS9dYm1rAHEGjMF6bk5dxrp7DwzJigTOVRqa9Aekfzt35NtfztYCin1GjeO6N/8AB7kDU+J07UXw4UyCCEq7r/6iJuBirF3H2s1Q5y0w8otr7kgdI+yJrSxww4aOzeVZr1XbUhpA3zf6CJvCKmjBfDmp4pqQWJuaSp9YO4SBm+8xTKSf1qbfRGzJb/1itfqymwAp2p8VcXTYcBShTy3Fe5yJvBPFldr/AMe1OozBeZlwpY+pPZ/wxA4VqXI8JsWYsLX51NoeJV366fjDvwZz6Fg2v1A21UT9kK03B/MpypNU30V/xAxNTM7i7Fb03VHyuYWSsrI27re6NXTKpVMLlyXqDHxvSHdHLt7dJ/gIz+Bw7UcR1GbA0Dp+8wSGWBOpLE2z6pGXJ/zfGLK07OxRTpZo5rkN/hhRMTUx2rYNn/X8u5lvZ/e7vriqwtirEvD2rN0zEck76Og+rW4k5W/dF2aHP4eklzODJyakH2m+Y/Lqcul7S9gFbQQcDYiwzxRw65R8RybSam2LOIcAClfqwindvsCcbkDGGHKbj+Tl8UYKnJZNWaHUlSsoPn74j4ZrdYlpdqXrrKmnpVu36/8AX8IyuNMBYw4XzRreFZt6ckULzLbPsD6Ubrh1xFwzjmWUxU+TK1dCAlaFe2foxKlKLV9yQSXnLGRxFMvS7YTMLaFz1d8X8pPqKVKQ6srUB1d8Lfwi0whtbDyHBob90SxR2mZdsomEh0k3HdFMUn0NDp5fiL6i1ErmVpVdPUF2jRsnItxechMZGjWRP9Kg4siw9/fGvkiVAlzw0ECRExFXkJCrSy5afYamJdxORbbiApKh9cVIwbSJYBMnKejN5s2Vo2jTJAIy+EPOatZvCFkxoSKBFJalXWyhsZR2hE6XyLzG+ubSJDyVdIHedTDQRygspSNDb33hHIZyuBn4ZqB/s5knB3T4/wDpqjmjh06WJR11JKztHS/wxyRwxlLAkmbSoj9hcc18OZdJk3AApIKiT9sb2r4WJi/80kaKYdWuxVcJUrxuRGgpCltqRMjVsdJTa28ZqVbLzwzOZk3uLRc0wvEoZQq6LEm8c+q1FZWYascpqZaeIYKFHKgqNtbxPkJgONFSiNBlTfzigSlLgW0slIRrcaRZU5XL5WZHMSpMcjE4eNsyMik7l1e0py75/wCcBf4Srln6Yn/lwbHj+iDXze32cvvgJ/CXbPxlTR3csxf4Cvfm+mtGEzjGCeN+Jgf++IP2tR7TFFpTSR2smg0+dEjje2pPG3ExTYKL7RI/90IhyIdBZB0JQCFaX3EdfE/bM2Q+zHBMksBTkwq5TuANezoOiLeicgSITNLGiAQABY9jy3irlLKpaUZxcIBJu4eUenzi5pQbRJFLmdN0JJQULJQejq18YqKCln15nmTLWQ2Gki1033b84jS6G+UULOpAuQr9TUWVFjMqU6ttIVysyEAKKbf2f0e+GWWwqwWhkKBG+yex5QyIBmZwBVmqs7US+wlo62U1e+o00iQrAPpiGi7U0pzJzLUlm2XbQXixqHEiTRPIkkUjnIlU8tVuklNxr74SjGdFLaSpssjL6lCxmvtvHSbrMrViJ/syeWoZamVdJK8zZ2sNIS3w0WQhXp7aboK7ZT0gX0izl8b0ITQZXNlV0EXyqtlsNPfEljGuGELK1Td1BBSvRXUNbH6opz4gbQo3OGEznK3qq0AElwpsdtbCEJ4auIS2fjhACUFSQCdD1aRqG8ZYeccu5U0nMkpFyrfWxOkNzGLsOICA3UMxSkhRCldSurXaBxcQTQy81w2qZkG3Waowo5My0blO/wB8IGAamGVF6ogOALUEIbJyjXX3xuE4woDCXZZyfS6paCVLzC19deztFNMY0w4p9Z56kBZUgqyg6667bQ8amIJaJnWsAVB3NyahkQU3QS2durWH3eHNXU6203UVqZSnOgls79WsXYxhh5LaGEzC1KKbBQRt2tItW8b4f5aEuVQJQRkSAjUHqhuJXBoZJ7h9VTKnJWF3bGl0q+lrv5wteB636NzU1lWZOhGZY0sTf3Rpm8X0TKU/GzCLpzatd/rOn3aQljGNELai1VWzzQSO4AgHp90DiVuwLIzDuBqu26Wmaz7GvrV7dQ+yGVYLxGgPhNX1GZY9crs3/CNi5ieh8wLNYaJcb0AXqDrce6JDWLcPvFZaqaUXzIGdzzV92kDPW7AVjGO4Xxiy4kpqxASbJ9eo2BvpCn6BjHlKmE1pWVrsp5t7mx0jZy2IqEtK0CelQS2UoCnkna+nvhDdRobso2ETkqyOSrIS4k62Nwdd4KqVOqDaRjkUnGT7Mw3MVZaU3s3lXsbnphkYdxjMB4NVIpysesOc3B103jWtVGjttGYRPSxCEnICtPeTfv3j2mVyi5VreqLCcicrtnAMyNdPfDKrPsTUy8xhnHCGXnRVUqU22Qv1p1OukRzh7Gom3vzl3KQkrAfOu+nujd1CpUlRdmDOywZUFaAd2v3xDmK9QGlrb9MZMxcJAHhrA4kw2kjVUxDrcs6hSllxLKUqznS/Vpt5R7h99Cak5ykDMFBBSsi176j3RG5bC0PtOtqCeWpV0Edj1nnvpEmltS7DwLS31hKFEAg+sAO/vEY5K2w1/UY3H1fZlJN7udWciEfOVFNwk4c/7RnqjMv1gSymCCkEX1PdbwhzA+EZ3itiGdWKqzKNSpOhRm/V6Ynv0bG/BOsuVNhUvNyq7gu29WQdh740YXD8Cnw82pZJ5pZrXRj+I+B61garNy8+1zWHTdh5v20+Non8MZ5gcUqROvn5RxDbl/3Y1Ulid3ivj6QFbZlpREoxyktg5QtWbqiDxB4b1+lYxYNBp7r8sXQtDrafk7KubjyjU551Z6EhCzT7HSaJdTT5WtBSGwSlfzh/0jlSWqKq5jKo1qbUXXHpgn6WXuT7o67QXnMMpTNotMIlCFD5pt/KONcELaZqU0252SdPtjPQ2bHqq1ghBuZdIblfo/swQKC76hsO6zAR2OztA3pyXWaslxsm5ULQQcG8om7XMddWfb7Sk21P3xjqO7sWJm7o0ixPU14TrAdv8/z8RGFrnAjC9WL09LrnKQ7f1nL/AMqfCCVSUBltCVfpEgD3ncxesNZOvl+P2w8JuGxaqec43428OpLBE/TEy8+7N89Kz6wEZchsI3PD1H/oxL5vm5od+FrTm2zRp3XmnnNe9III/E/bEHh/MczDEvbTpyxm8ajxcKn9SvC8tRos8WT5lKU4tfq4HfDDDT/ELHQE7zTTpUqLkXnFOqpVS1tp6oc+ClWZCVqtWk3ZgMvTGXlgntf1eKvC6Lo4JyQ8q0XiEn0OnKPSqfSpNErJS6Gm0bACImPavLUfDk1Up65bYbK9Bue4RYS7nNQhSRfWx8oo+LNNXU8A1VhGqky6nEp+cU9VvujdSXMol9eTlFy6nJVfXPYrcnK5OobWog5SPY79I3PBFimYvwdN4crLaXpiQKltk7hJBNx9cY7BzyAXaW7kCE9OvhuPxiy4DTKqXxZMi4QGZpLzK/P5v4RtrNtP63ObTVmvoS+G2FqXO1bEMhUJRLjkuhSW8x+SsDt90QMFUmdreB65RGFKKZV9M03b9IUk3HvteNhQGF0njXWKJMi4qGdGdJ7OfqHv0iq4dleEOLE7QJhxSpN55TZv7GY2B++KpVGr275horNa5SSjMrXuF9Rfni4mpUFIQlafbacXZI+qMMiYTXK7JyU68JZgerW79EHUwRG6Y9Tse4rw1LpceE7LOoQynYnPmbMDGv0ecpCkrdIS4ypaFoJ1Qe8fbGymtLfh95S1lln+/wCjC7w6ozWLuIAqcslLNCoVwhxzZYG/22i7wM8nGfFSoYrnGUGj0kK9FJ2SEG/8IwUrj+RpfBxnDFFaU1U5m6J5/wAr7/YYvarien4a4OSOG6NNNOzlVSoTTjeimgDb74plG7t+P3fya+Py3/rb6/cUVepU7jb8rMZjVEs/dH02hoPsTY/VBB4OYqkMa4CqWA6uc03Lsfmij7baRf7lWH1RSYsXTKNw1oWDKJN+kGpj0qdIP7qPo9WsDCVmKlhHEyJmmOjnMghPh9kSymtSipyu0Nlp9e4U+GFsRcJcUYammP8AgCZ6VPhZPZ/d/wAUYylV2areEpfAUvKqn32qhnlf+WjKr+OsVmEcWVinUep4YpTBzVU5HXAOvLfVKff0x0pwB4bpwrRvjSryw+N5oZ0rI+TCoWpPhScVv+xow9BVW5S1glr85dkVfDXgNRpeUaqmIVOTk8rUoWekfVBrlJZinU/lMNhtCPZTD3M5YR/eiNMuJQ3zHHMil9xjDKTbuzZmTjbZGS4hEimKVzeW2BzF/qp1yxzvg7GGGafXZ/E+IQ7MzZKfRWkN5uWkX38Lx1HiWRaxBhybkxvMS6kNxxNXqU/hzEDtDeZ5pbmevJ7fzU/3o1UI3TRjnLJK/cNGDZSo8Q8aKxjVlrk5KWGeUaJ6WkDXLD2M68/xFxAcJ0Ecugy7lpl1Gz67dkeV4Hdc4hVtnD5wc1It0rKVJmVpPUtF+yPpR7JY6mML0g4fpFFTJVN5KeVMK1yIIuSfMwOBLf8AqXyLY1oXXRLT6v5mk41Yjp2GsHs4BoC0hwtpM6tGvLA1t+tFdhLEn5J8B5tDqUibqy1tSwUO0n50DarKQ22lpyYXMzsySt95epTre3vj3EcxNziJCTcnlzkqwOhLadEDew841KkmkjIp1GpdW9P78ja4ApxpMk3OPDmmd61o+hGrYmE3da+S5ebl5/nf9IxuGk4lnA2KXRahNcvsXaKbRqEYH4oVz1z0pK0lP/MzRinTu9Xb6o2xvGNsr/T9T4VNozAcJc5hRkX9FQVp90SK1h6Tqk/8a0eY+LajKi+do/LZU+1/OGjwTxk6OdM4jkm+8lClCMniWWq2EZrmt4ops46D8kxMG/1jSLOEuj/IwTm1vZfeG/hHj5WJmUYVxInLWGjy1he0yn+cD/jxwnmMOPOYmwo06GlO53wnds31+qMNKVqZqE0zVac56LV5NeYa2LnlHTvDHFTWO8MuGoJQZxtPLmmDqCCLXitN0XZbDw95HUEfC3iq5VKc3h6qqInEEBpRPSsD+MFmnTTzqQt9858xABOwgFcc+Gk7givS2IKClaqe4pTgy/oT5xquEWLjWKKozRBnmbBaSe2PGBXoqC4kRIXhLUNdBmULeLpctrYRs6evOLeW/jA0oE44uasZYcsC5je0maW4hsgBJPZ91oobTRqg9LF+nKHLeW8eKK0uKJIKLaQwyoByzhupQsBCnFEq5ZFvOK276BSFIOozajuhtTi+vKY9Url2bRrlERJTmEPBR6lHSFfYtjpzAX+GLMXwjJMc/lev26evKm3+aOdsIXakbOfM/uwV/hlVNCq5SKbmuphtTpH6xt+CVQNsPDly7brY68kdJ6QRihHNVbHacsszC7qJTtkv90aOgIZUrmEhK9gCeyIqWmVO8tbbRC1DQARcU5p0suAMFakm4tuYxVWpFVajKJaLdRzNdUq090WVJsXU81eVtGqde1FQy4TJraW0cyjm2iwkplsS7QUgkDUEeMZK9Pl0MFKN56o0sk4Fqzll11R0bypvY/zgS/CmHLFKBY5RI6P1fq08IIEo5NpTnDzrRT81VrGBb8ImYfPxI0/rZtXWYfwqlkr5jbHRML/G1OXjniAlOinWb3/8FMQm1MoeYOW6uSSFHLYRa8e0FPHCua3BMuT/APBRGeaQ69Mpb5t2Q1onS8a8Ur1maI/ZkuTQQw2uXQhy6RlBY7SenfWLaSRzEgt2UoAZMzaxm7FwbHuilkHSmUCW3GlJDSQTk3PTrqItEZGgl2ZDViEBWXKM3Y1GsUNWKSEFOuPoDZz2bAFy4M3ydx9UQwVpbCQlSgWwbm/V2NNe+Jzjam5thbPKyhCScp7PyeuhiJz3lMgpDeZNjlDSjl7HXvDrUBhlcPqJMTcxUVB9SiMyyl3KM2mvuhqXwjhxUoEPy7rykjMfWXvttFPifGtblq38WSZNPZbRy1GxIUNNNYjSONqzJspZdKKghI9W4E2KdtDYRvVPEMEbF+1gzDaEp58isoVdalB4XO1iIcXg7DozKblcthmILgNla2PuihVj6ogNBNHdVlJDd1nS4F0nSPv9oNRbzr+JgkpbLQSok3Sb3TtvEUa6F0NHTuH9DmXXkusggAleVftm+2u0MrwFh1hJQhp71aTbqvY9XntFDLcS6pLzBW1SGzmb5ZGtrfZvHquI9TWpSvi9hCi0UqBTuOry3gOFcblLdvAuHFzaQ4HyyhCub60gqOvTtCpvA2G0OzLC23jkGcETB1Tr0diM/LY5caXznKQhz1a0qykC2+sPO8QA4lWSmuM26bl3bfWGtWBoXK8A4aKX1NpeAyZ0/nGw6tNo9RgrDHKDipJ1QUnQ+kbdry3ilTxDLLakqp7uUpykc4fS12iUjiJKiX5a6U81lG/OH0tYjjXJoT14Cw+HQWQ8W8gWSqYGguvTaHp7hzhxMi5MtvzIKxmypmBYDKdNoqxxOk1WJpc1kLf9qO11dW22sPniTIJlFpRT5sJFwLuA9WvVttAy1xdCc9w4oyr2dfSpxrPfmpJCbmKya4dUqXmSFTE0octRNyLW1iQ9xLp7hKzJTIKZfKLEHWytfdDLvEajzIUpyTmBdKhqnzOvu1gxVdB5SQrhnTXJLnNTU2HACsWy7G+sQjw5YLP/ABk0lBRfVI89domf7RqMWnEeguNOlOVNjppfT3Qy/wAQqXzVtmUcyIbASU310NxvtDe+BqNTXD2TadcSipPFSrAJKQNierbaELwFLvMvIYq6gAMwBAGZWvltEmf4gUlWZxmVeUpQyg21trdO8ef7QKOzL5kS82slstlNhoNemIlWF5ive4foTdKp9/RkhOgOov57RLlMBMy86p9FSQFNlLwDjYOo+uHWsc0dDQU4460UNqyEouSDfTeLOVxzR5t8SqG3XplZDLYS1prfTfeBLONzGkmUM5FpSSgFakEWTor1mvu1h5pFnlMFYDqkrsnKm2a+lvIwlsKU04Cuzq1jMFAbdXTtvrEl2cdkwmcc9DmeQMzTYy5kC+t4xJ9ibeYweGsN8TcDOKxXSaUWmCkly2X5L6Sd7ROxJi+tcUpun4cXLiR9EPMd9b8pGnxpxoYq2D5TD+Fw61VZ71Tt20+p+dlV57RCn+E9XOGqbiChE/G8ubzLfZ2+b/GNzk7c25bGKzKUdIoRi3glXZCYptVw06JlawFrReykKvrB1lBNS9FkxUrenrYTz/1soESMNTk2nCkm7VAG54MAPA7Zu8wPsaYneK5kU7XIev6P0hGWcnOOZ7I0SkoOy3CVKTsu44WFEZlp6U++OMsaUpWFuJ1Sk1XZaU7dv/w+77o6QpFVvNsThUS6WbpT7oxPwk8NfHtElMWyMv66W6Jm3zfZzfXmH1xZhK2aeTuV1NY5uxWYdlPSZMumZyZOx53gl4LprUoWm+Vc9SL+9Ov9ecBzhrX/AE6VlWhK8zl/KfVB7omsvK8ln5TMvP8AMt7MUTVmXwfKjSUiVJdbDv8A2dBB9x2MXDXQj6rREkoljVH7VoF7F8AJ/Cyk3XsJyEw2zf0ebOc/NBR/pAz4cTTblEQ077C46I4wyYqGAKyOTz8jHNCfNJv/AAjlbAlSda5sof0jnR9UW4qnxcM9djLGWSul3JvFZbRkUBs/XGYoOC65N4P/ACrkWyptD/LUB2h52iXxJnQtaJZF+Ue+OlOCdEErwtprKmAeajOb+ZhsOuBh4IOXi1JMyXBXi4iaXK0PEayzMj1aX1aZj5wfW3GJmVKQQ4lYI0745j4vYCcVNqmqLLch8esIRpm90O8EOLUxh6b/ACbxWCWSbNzDn6GJKklzLbqJTqSjpPYoOLOCahgvF65ptkCmupzMueFjYgxlJeopl+I9LqNMcsvnNLVfZJO/1R2biGiUbF9BVLzraZmWeSFJUPDuIjlDidwsxHg6fVVWECapjTpUl1G7YvoFRfCoqqa+ViThlaf3m24lM+gcdqU+2sr5rDJUEn54tf74qeMrsphzi3LTrjS1hSGH3kJ7SlHf8BGLqeP5mrY9YxJNSDlpZhLTTI8UCwJ+u8aXh0mY4l8WPymrQUJRopVlVt06JHuvAdPh6y9NiUvepJd7lzhvBOKOIGOpzFU16fQZGaRmQpB6rZbb6QVadwZwOxKcqap6p1xSMq3HlXUfPyMEZDTLKQlFgMidB7MLPL9j9mKJV29zZkjHyR/kD1S+D7gt2mOMU8zUnMrXn5xWFEeWXw8rxmJ34NrBZCGq6654nk2t/eg9T9aptMYdmZ2bZl2Gk5luOKygCME7xRFTqHouGqNVqyj+3aYyt/aYeFSVmyqTi5KK3AbV+G1XwnM89smcaG1+n7ozFYfZqS20yVMUqrv6IA7X2QZOINXxvMPvmfoPxFJttdtxebP7vCHfg1YPl5lZxjUJd0zQc/NtP6+cmLHUsiqlScprNojK8GKthfBEwF4tpU9T6rfSYdZ0+yOlsO12lViTExKTrD6fBKoaxXhij4ikBIViTamWFdyk6p9x7oBOK8GYs4XYm+NcDszlSo/Lu438zKrqzRnlFVH80PJypWaeh0e623u4YqMYkJoE1NtloOS7Cloz+6Oe/wDb/iCYvLsYc5z4b+Ttt9kZtivcTeIlRfl/TTKMy/yjTfTk/WTuYeFBLdicec9l+x0TwkxN+UmG5V0vsuvJK2zy/wCu8ZYEnG/g7XXq49ivDZ9L5rvMcl/bR+rfQiMXTJ/HXCoky7Lb0rNZvWdtrRVvtixlOPuKFy/oE3Iyz/uGX/DFlODg7ornMzquFGN5y8+QfT89+W4vv9+14y8zLVamTbs1Vea3N9n1nzoONMx3i2q0v1WDKiP/AN4scva7SlQNqkzPYk4h03Ds4zynvSRzUfSUb/yi5TaTb1sCPNOMcuW+mpr+EvBE1uT+OcSzDzCHRdtCMv8AijYfHPCbhx/uthsTTw+ULbfOd+uNDx2rn5JcMJenUl7kvTQRJoX8xKe2pP1J/vRjuEnD6TuzMzckzMPPS/Mufpf1/ejPKpC16j3N6lLM40+WK/EkTHGxp0f+j+FpqZHdnTkivlpnjVig8+XMtSJM/o4MtEw+xLtiTZabQ2CdkjbuH1RYzFRoVK9S9NSTVkdjm/wirjP4UUuNNfaNv7wNyvB/G9WcSvEOMn1tk+tQ0ctxG1w9wcwbSmxmprM+u3bmeomJVR4tYJlPUu16WI+Y2M3V9UXWD8XUPE1PW/RZ30lLSylY2y+GndBlOfxBhUp/+OKRz98IPB8hhDEVLq1HlRLsTZUHm0nQq8omfBhqf/rFqkgErMu6xnUpJ6UqHdG3+FPKF7h5LziQkqlZjMSdwDDfwXaBTZPDYrDa0rm5wnPe2kXVWuBdldKnzaBaxPRZTEGG5ujTgSpmZaIBI1Se4xxdKNT2BuKD1PYaJWl8NONKOi0+IjsjiDiuj4Ow0/V6nMIyITZLaT1rV3ARxVWKpPVHFS8T1BsoXNzBfYJ9lHdCUIt0uYmIabsjp3Bcy5NMtrVcZ7XEEalrZ5BSEqARoTAYwBUFnloZOYKTe/hBXpk8OS22pNiBv4xghFrRlkN7GoQQZhLpB0TqPDSJLpuNNSYrpBwLTqTmULiH+eELQHEkEkiI1qWuOo8tQ5mTwTDDJ9S5y/61j5avWOr8ExkeJGJPyVwJVa3ezrLdkfSUpPQPtIhoU5T8qJJ2OUvhC1Ryv8X55oKJSw4mXA92n4lUXEtTA3Tmg1zG3Lf3u7eMNg9t6qVmaqs56wk3Xn9q8FJoemuBz1mdsfjFniVZQnltsP4bRvTzX1ZVyEu6l8JCstztbsxfDMzMBqXSEqKepwCH6ZJOKWFoQAE9QCjqYWjNKVgKLZKhrYnQDxjje28VXRpnhYp2Z4tkJliogKc2SQITSGmmQ6XRdYNkptomLVDS31rcaSOVuVX3MMtqTyHEKasg7gnVZ8ICr5lZmR4S0rpHzzrRmByfYzKX/H69IEvwjz+cU79L2uuCmyJlx/0m3LbX7HswIuO/NzM5tU36PofRjd4VU99lMVVaB4+EEAOONZNyMzUuR/8ACT/KM5Kr/PmUrCQOWeob9kxrPhEN/wDrvqBA1VLy51/8L/SMwtrlzKT6tACDdSiLdlcbcV9uyQ+yJMgt1pkFYULJBHSbNanQe+LQOurcDd220hsBKVJNm9BodO+KWzRlkpbCWiR05lp7r6q03ialTC1AFKFILOgum5tbT3xSUDLjSmJlgJLLliQbgWRom6DdO3hFatDOcBKFErSogDLds9FwYnVBeWpg9TzTiLJbUm1xYXzdXaHdFdVElmQdCGVB4snKsAkup6b38xBjq7IhXv06nqYlphcm0+oNEkrAJ3Go17oTISkqBZUugAtZ0EWGdHjv2oDDctVZmrzOdqputI7GRCwAL9r3CLL0PE7K0intVEISAQSD2fnC4joxw0rXUiZgoFpiXAaZUp0lpdyUDwHV2t9IflWFuyZeUFAqQrVIFxo5rvvAubmsbpCQlubWrKpxJLDe2vltD8tOY7S6pTSXkqWgLCVNJsBbX6tTFbotvclzfzD7SG3UHnDIpRCQkdJsvqiUllKpd5SSslKQsdA01X1becCuYmMaOTkwlxl8OqBPyYAHSdT98eSs3jZkgETI6LC/eb9+vnDPD6bi3CpUWZNlTxQgqCQLpLWl7r12iK7ISzqZhS2JZSVKWQpTWt9d9NowrDnEFxpsoTUSh5OUBbQ8e/X3wiZmOIAl1FxM0iwLerY6/I6xXwv8xrhGcpkqZV9txmUWkpWrNy9Qr1hH1axXzVOl1uvKW1LOcw2sWt7Zvu0jFPz+P2V5VInCtDakghsWyG90nz3hM1UuIOYKcbmw2lBQLNDsnNp79TDRpf5i3N+KJTBLzF6bTionrJQBmNlecON4fpTjU0RT2F57C2QHM4M/TA99P4hJacSZN91DgKVFUqDYa2Hvh97EuNsykimJcOXKoeilN97bd8M6TfUGY3ow9Rgt9HxXLgDQnlW9ZbsCG5zD9BM28pNCaCS0UucsHx7I84ws9inFbAUpVObSq4un0dZzab++GVY5xCkOZqPLFQTkKsjibi5133gqhLuDQIS8M4f5DgXS5ZQLJJ08Aqw23iK7hCioZQpynNKdfbPZPs9X36Rincf130UtqpVxay9Dsc33w2rHVcXMvKNOQlDbWS5CttdR57wOBiPUHMjYT+D8PNh9XxeStPQ11bjquffpHhwZh8oeU3T3EpS0VAD3qud94x7vEKpImCZunNrCjbQK7r67e+HTxDqzTrq/i5CMwylN1bdWu0Pwq66hvFmpXw8w4tpamw9lB5h6/Inx30jw4Dw1Lvr5Iezp6/lPM+e+kUKuJtTZQ8hujlAXo6M6t9s33x7KY8n52oybLbJlM2rpzq23zffEyy7gCNLAS8vMJeBbVdQUAgdmy7HfeIaJczE+pkS3Oz6JbINl6myj5xOaUt9Mw6uyQpSlpuTpobK90PST6ZWoJnZg5OSsLUyFi6jdeo6dtIxqQLAOxNhmvYedUqfp78q9e4sOn9ZJ2jqD4OVXr1TwSlNcSVcq3IeI7aTf8LQJqfxOcq3ER16bnEt0hZU2iXIyoG9v8sdJS81KzNDaek1trbcAKHW9QQfdGjENtJNF9CVrkXE76XpZKG1gm9jbwgc4gp3JmBMSvrebdCz4Rt1NB2bCATZaRm8zHgozc2lDKDyy0SR5xmmi2EcwO6fdnlPWd5jfQv8AgY21ALVdw1O0afeBRNtOtD3n+MLrdK9DHJAHLLef7dDEPh1Rn5OacLwLgccVaKrZdVuPGJzzw5m04UxpOyFaDzTDSiteT+0R7P23EG2lcX8Fejj86mGv+Xyvf0xgMXUhD/wjpppNOdm5VUw36TkGiboST+MHIcOqI3LX9AZ/+GlPfG6tw82ZLcWNKT2lYbpXE/CM2LfGjEv1ZVc1WUg+EXVOxbQqitbcnUZZ9xPsocBMC7HWDMJ0Wjz9Xn6PL+r2UM2bwH1wKcMSmGcSz7rFOcmKLUHDkQQ502ECNODV0UyqVYSte/3HX0wG35NbKQmzjakE73uLRxTiSRmMH4ynaW8wQ8hRQPp/NV9ea8bnHFX4hcMTINs1lqo09wBaLIubiK/Br3+1jimKhXWHWi1L3QhvxT2c394xZGLhTl1uMpqrNRehmTQam1jegy9VAdcnih/l/MT7OaOyqfJttSXo7QDaG0gJSBoI5yrssKp8IOnJaFghTQ9wSi0dJgLACvCKcQ+ZfQ2YfWl97/YyeKGd5VsZM/t/15xzfi7DlSxFjxdEpTEut9KC5dXTewvHVuIWlTEutTYstIuFeHf/AAgN/B7YNZx1imszQuEOZQfm/wBWhqU8ibKeHnZh+HnE3E/D6fRSa+287TQq3Lf+UQPGOlMJ4gw/i+kuzEo61PSj6bKbVuPIiMrxU4aUbFC2XZxCpdZT0vJGpHnAhXw3xrg6aXOYQqq38qroRe2nuguMHrHRlS4lPyao2fFfgWxOh6pYSAl3cpV6Io6LP0TAtwRimpYFcXSq3IqQ02uy05bFJ/jBFwrx4mJB74uxlTHW32ulTre1/ON0Z7h1xGlFJDslMrI6SpIS6k+XjEcptWqaoVunP5M+w1xDptVDHoT3UprXX+7H1a4hsUwKfnHPUNJP2/NgY1bgjiSlzJn8KVbnJb1bbByu/wAoxWNVYyYkWJPFNImJVlp3VxY7f+nTCxw9/LqB51uFHBtCq3EqrN1zFKy1S7/m8l4j2VK8TB0MrJUympalWky7LY0SNALCAzw94iYXzJl5ee5TqQEoDgy5R4RpMU4qTPM+jNTJIuCooOhBiuV3K5eq3Lw0DT4QWJJ17lUpt9Ljb5AISdTcwauDkv6Fg6TlSLLbl2yr6xf+Mc18ZpJKKnTp5h67Kst1d6SDHRGFa06mhyU0PW+mNgZ0dnutD1ZvlaEpSytoILfWrPsfGPVpCpdSVC4IsR2rxWJnMjIzntLh8ToWh3lkdJirVmrOkct8QqXMcMOJJrUjLcqkzhvyz/8AS+pX+WK/CWOFYX4gzlfTTnWqPVUE8twQWfhSy0vN8M/SVt5n5d5vlL+bmuD/AAgLioPYipuE8Oy6QeaUB7T5uZMab8l+hnglKdl5uhtcKykxxQqk4oT7kjRkLPQiDLgrhzhDDbB9ApLJfH6ZwZ1H7bw9hnCdCwzLJRR6fLShU3ZZAtmV4xa/GEqxzOa83p/djM5OUr9DXeNOGVP6vuV2P6nL0ihvOrCWWuXnFv5RzBwUeZrvGNM7O3Lq3XX/AFnztSmCb8IDEUnO0KZZklcz6/aO/wDXnGC+CbIGYx1Nv2vypcn+vtMaP/GY6Ms1fN9QgfCvmGXMN0KSWnmvuTCnfut/5Y0nD1T9KwsJh9j/AIaWyfZ81UDf4QNRfnMRUSTmEctTalJsf1rf+WC6xT5ifZRT2PVNOpRzfoJT7KffliuvK8Yj0488gR8T+LlVmal8R4b51O9iYfGXP9JIV3e+MDM0N2ZYVNTpmzMOXPNcdUd4ZxKlui8S6uEpUrlTLqLAZ/EaxYVOtV+vS6GqRR5sctvM4rkqtlHfGm2TYoXO7tXZJ4SYVpdek55mdYDvoqyVOpvc2jRcAXfiLjBUKACUsvpWEpJ8NoifBhrNOp1cqkjVptuXVNghkPAgFRhE66mmfCCp09KKAW86gEA+G8V1NUx4u8lpYMvwlG0p4S1Ak2AeY37+sQP+FuLsPYHwNJzFQmzdTZX6PfVXhG8+ERMpneEL62m1LTdtZuPpDWMfwh4L0Or4TkcRVqacnnHkXZYvomx2icvCjnHjFzm9bFdRpPEHGbFjdbq8q7J0GXPqpdPs+P2wr4V9CkKRTcMolEhnJzm9B+p2o6FpMjK0tLVNk2eUw2gJSB3AQK/hZ0/mYLp050qDUyoE9+uv8IWnNuSLsVGMY5UtP1+bBTgCaqmD62im1tl3kvW5bnsrzfNjo6iFp5II+TMC16gtY44Y+ky5/O6dJIfbOTqXZPUmJ3A7E3xtRBLTj351LOFtYO9rHWKJu0k+xUnlDfKtHMChWqf/ACwvEc/JUqnLn559DDbaM63FmwAhEoByw8hVwoRhOMNWlzSmaE1iSToVQmv+8t80OJ6u0L9Iv3/RhILM7FtaWWOYfPFvAgNjiOSvk+d/pAG+EfxSk8WS7VCobzwlA5nmHD087uTl8u1FuvCmL5Rsn0LAU+AL+l5EfygKlx/EOMCmcQybH9F0oyp06cukb6cFBtow3lVik+v0/k2PCymuK9Q7+kR+PfBKXJ+iSXK7+nw7MZ3CEj6CpiYbaHMG3n743svLc4c54f1fsx47xPFKdVVH1PVYai4UskUMSEkeUAVp1BNjuYVUWWlhpxDV3UkAExMfcQwQqwGUaAw1KzCn2lABIVcnXujiOc4+SJoahLzSIoSVmwBHmBHj8jLlC0JVnW4Ba2sWjDAylQIIAtaPVSOVxLjS0kDwie01ISjBdR40OIpSfQz1dbLLYyheZJHSNLecBfjVKvsSDCXnwUqdzixvv3Qfqwy5NvEpcTukXte/iIDXwlGQ2zJWbDac1gALXtHpfAa06tfXocHxCgqEHbqG34SQCeMkze4JlGD/APLVGQU06lS3EOl9vKfVqv8AMXGw+E4lB4wPLKiD6EwbfsqjGzLpea3Q2Qk7Aa+rV5x2sR9uzmQ+yLBwNqYDed1YU0CdTdds3X90WsqpLjOZPNBUi5VY9QHtDTTaKhpalNqCkMGyQVFKOzquyRrtFjIpIlVlTdlhsZlBGiDZVh2tooZSQZxlLDzzZQpQdOYkHVe3WNIrZ9l0zADrhUA2CokK6jptt9cWlT5ZmzMOS6UFoWCgLBO1/a2MV0+pLrAcZCk+oIbHN+R8Qb957oeO9mDYpahOyEqhQdm5FiYcCUoQ0dt/pbQh59IU8n0lsBTICcouALHXtd8CJ3D9ZcqE0t2kvvpK8zZUkK0urbyiwfwtXXWXnZeWU0G0BZSpYTdNjHQWGja7kSEtQnvzig4ky6gpHKUgWSvayvVxIU6VvqAzpSlBAFjfdXR+EDJWGcXMAupnxluoqAmDoCT/AHobdw7i0POK+MHFrQAVKTNG1iTt9KK+Au4bhRnVvPzr5deKQtBTmHekFzo232j5uWSUh0ucxpbABBUL2v2Nu1AyVh7HDS83OdKEWN/SSbDTX3w38QY6bdXlcnFKDYcCUvmyU3HVE4PzJcLTd0NqKpUlLfSFEJsUdfVvvtEdaZYmZS7LhQVmIuB2O4jXeBcumcQPRh1T2VKQvIXt9T5QuYpWO1S7S+XMqtbKeZ2QQL30gug/WAJ00y2uWLqGlgFo2ATc29ZY7+6GnGJsMzSVoWkBYcALZ6U3V1b+YgXGn48lsoc9MbTYhBKwdNTr5awsIx0We1Nka2OYXgqk18YtwsiYVLF1LgSoW9ZluLKt2t94YTOoAeWuVUErQFqNz0Kvoo++BUJXHYmU8yZmgspIXdSbDyOnaiW5+XyEoYaVMFRRYhS09IuntecHgX6gCV6YkqeccQEKSgKsSek+MR5hTSVuLSkqTlObvA3122gepRxEZBRlnnELASDZKibg7xHUcf8Ao5s1NrSleVRWkDN2tN4ns77huFV9bBl1hpCELDZvdI1VZeu20RXVSq2nm1ix5ZIsgak8zXbbaBzMzHEJayXpebSSkpSQyPpab7RGFQx0hxSRLzDikJ5aAWhqNbj3RPZ2l5iZgr1hmTfyBKGUtIBSTkFwfWfdtDXocu6/NZG5cqSknrSNLFenugXzVSxs2euVmkXWBq1fXXT3RMVXMdLU8BKzCkBGRwpYG/VptCLDSXxECU5ISb0vNLLcusuM5khbQFlefXDMrT5RpqZUJRhCjbspAzqzHQ9W0Dh6v4yEg4tcioXZDa0mXPVqOoaQ9RsRYocn0Nz8soNuFKFqSyRmGYWt5wZUHa5OgTJZSkkJSrtryAnuN1dG+0Smm1TE+4kvJSUrKFJCthdzp32hinzjgeBd5SBmHMCm+yO7v3ifJpzVp5xoNuknP0gdQuvz3jHPQNOOoB8Y4WfojxmbF2VcVf8A+0/13R0xwZxBR6xgGRTTkchMuCiYZJ7Kozlfo0rV6aJeZtlX3W2gRvyeJOH9SM7IPn0Nw+rt7f6yYlHGvFLK3Zo6WIwboc6W51dJcmakubfl+uV/0i8kB6ls2/6QCcB8YaLVBKSNVY9Em/0jjnyX60GLC9TYnGnOTONTLaPmLGXWLMjg7sz060ZOyL+bkmJpKOYjUbGG2GGmULQlFnBsYmJWkKQQdu6Ii0qdmlqBsfCBJGxIiyNNk5CYzy0m0h19auc5bXNe94tl75O7tQgJyrTbs90KWdMvf2YVOw9iNVKdJz0uuXmpdt5pd7oWLg2gScYeHKZqXkp6gU9lmqtTPba6OjKVKzZfApgylxJcUIQnISLxZTlYrlC4APhDUl6Z4V0mff6XZNYC0fNv/wBIX8EukST2HJ2rZTz1P8vP5RvuPlObm+FlZQgfJMpdP1LT/OBP8ETE6ZZdRw3MPgc310v/AJvutF8vsPozMnlqSl3REwfW5YfCGmDURlDz7rEuT3EaCOmpcgtaG/8A0jAcT+GlKxhKmblAJKsNatzDemc+Cv5wOMGcSq7gqq/k1jhl7LfltzB/u9XeIWUVUSa3FVSVLk6B1xnMty2HJuec9WiWaU59ibwOfgtyfJwlPVR5NjOzZ1+d/V4n8dcQS7XCifmJB8PJm2wwg33zncRCpddawHwFkZ42M04yn0ZHi4rb8Irkm1GC6svhLnlILKmua8Q7y+X1ZIpZmUccZPK+U7H0csC6lcWJ9/FLNNf5RZlZb0ioznzOkq+7p+u8bjh5i9jHFEmajLSD0sy26WwXBv5wGspHml0KetYWplWYLVRpbU6T2CG7f3t4FVf4RIp6X6tSZ96mhr1nLWf498dFVFi0vp+v9u8ZfHTBOB6m65qhuVezj6OQ9UGjJqSj3KJUwA4WxxxJw221VE8+pUkHJzF9aen2fKCjhvjbhuvkS9clBKvHTlvDM1Fz8GaV5vDgreSFJVMrsCL+EK4l8GKFiP8APJG1Pmfntoze7QWixypt2SsD2eolys8rfCnAOLZZM5S0NU97dK5IgJT7x3xja3wMxlS5Nc5h3EwnrbNKbyKPuMUk/wAKOIeFG1O4cxI/NBvUoaJFvcO+PGOK3FbDbTcvWaWpxpGgU+0U5veYsUfS/wARJf8A3YfgUmMKBxHdpzoxFhp60q38pYeyntaRN4W8SpSl0cU2tl9j0b5FZT2Oq+0bum/CJlS0lGIKA/KnYqve/wB0TU4+4N4hOSoyEm2Vd78slH+GI05eaNxW6cerX1Fy3FTC/Ouak37Xzols4+oT7wVJViWSHsua6svdET8heDWIOunuybd9bMTJR+MOT/A7h3UGiafNzEsRly2mQr2Yqce6DCKe0k/79Sp4rzktiXDQokliCmthxy55jn92BhQJiRw5jaT/AD5g+i/pB/igoMfB1ojRvOYin3B3LRZP3axZyvwdsHJd5jlQqrv/AL1I/hDxlTjDI3Yup0aqlmUk/wASNifinRjJtPN1hDnL7SE+MYSqcUWZgrKHXXCvtJT4QTj8HrBbMxcrn+V8wvp+zaNTh/htg6i8tcpRpZWVeXmuJzKMVciCsNJ+eX4L/RyfiLEUvUJF1ltLySfnjzEbf4LeJJPD1eepdRSU/GeUS7pGS3V/GOmZ3CGF5mabmXKHTHXkdlSpZOkZvi1wuoeJ5CXLRTTp6WFm5htHteFtItdWNSnklpcDouDzX1BdxvtPcacO0yceHJbQ0vT6Sj1J+xMHXDTHJSHQflBpn+j/AA0jkmedrGH+J1KRi2osTjkoWg25mz2ajr+iPy03JtvSLyXGnW8zK0G4sf8ArFVWMoyUGtRsPK9387nN+BVFPHXEDrakzAS7NZ1EXurmG8dGGp0eRpfp9TmJaQlkt53FuEBKRbvgCVjhXxBomKKlP4QeZ5M8p3lq5nrQlRvrfv8AONJgjgtNTyHXuIVXnKs7boSJlWTtRdKMZNS7EhCok0tP1MhxLqGA8aTvxfgfDJm6tf8A4uUHJR1f4vsidw44DYibrsnXsSz7SUtOfJIN1+z7UHvDWFMP0GSQikUqWlCj20o6vti7R8kvWEliVJ5YrQuUIweaLvLu/wBkDTjlKMucLKww3dtLLAy28lCF/BsUHuFVLIzXQVJ198T+McgV8Oq0Ehbt5QnTYEERA+DO+lfCmRRbVL60Lt3dUVzTdKObv+wsfO9L6fuE58WKNOjJ0/OgT/CcMs9gF1h5fLLYS6k30udP4wQsW19mksLM2tKGW0FSnFKAAAjn3PUeMXEdpJzfkxTXFZPmOKT3/ShqbUHdi5J1m4dvyXcIvwdZHNw9YdI0dFjzB3CBXjaXb4e8apR2RuzTp9SS5+qr2f8AF9gjqKiy8vTpNEnKMIaZQ0AlKRAD+GOZH0OiFGT00OOEW7fsWg0W5qUe4MQkldbIOtCSH6e0GzmKU9RgMcXH6u9VpxnFfDb42pLeknMyTfMX9FWZOoPl4wTOFkxMzWE6auZWVvLlkZleJjVPt82Ts59LqimnOMHqPOndHE+OGMPSVEW9JYZxZItew5UHcjQX3X8e+KjhPIAzBnj/AO7/ABjefC2xdLz9SlMJ08h1Mi4p6c/8VSbZc3kP8UZTARZk6S2R3ITp9KNWL/8Ap5fMqwmlf6fT9mb6hK5Z5jjR5f4+6NbKzbRkcxduG/wgey2IqbJVSWqk8oSwbXmW2g9WncL/ANaxX0tOMOINWnJCgB2Tp97uTHtLjzE/CaldJTVl/dF3O5DGSi/d6v8Aur7Gpr+IJe4Bm028t4fplVQ5ax9V8/7rxnq7wDxCEXkqs0+9a9luK6/1TtGAw3Wqthuuqo1ZYcQttRZdbcGUoIPeI1rwaCpXpTu13M7xzp1bVlo+x0LRXUKadSk36iSfKLeWQhTWg1MYSkVZsoTdRBGhCT2o2NMmAuVSu9iVWSBHksRgqtKvmZ6rDyjOlZDEyWkLbs3lAUdEm1zAF+EY5MOtyfNWFpLispBg6Vg2bKkXuQTfwjnXjjOqfVJskgJQtR0Eeg/6bzcazOD45RtTcjpP4USQeLDZVoDS2fr6nIHzrjbslNtssqQbG2/X0wR/hTIvxYlxbtUpr/G7A1eCQxNo9IWnTqIB6dO6PQ4lXqSPNQ+yLptBU3nU0yXCmwUVb9K9D0xZSjhVSlBxxlCiCnLlSbDKrTsxVNpXy3Vn0oEDIRZVinKvqHVuIuKfL82mLLbil5U2zE6qGVXXv3RQioqqtLj0krPJdZQzlKCrKMt1+e+kRXG2JRhYSe2wCLFRzJAGp91ocr5d5r3OSpSS1c5Hbgn1muo2iJMyyn6ZMNcttSuX7LibpJvbf2Yi81mQzj2NqEysMmourUpoIuhBsNCMx89YefrdFS1MoVV0BKUWuVDMq+bq384H1N4dVpYemi/Tmwl6xC1C9/q7ot6tw4qSQp9VTlAVpupKSd9fLaN/CpRVyXZpJmr0Xnv/AO8pQFIAUOZ2rhXV2IQ9U6S3MPFuoyqQlwAkLFxqfo7RkZjhhU1uOEVJlZBSi2TdVlaHXaHHOF0wl5TgqjSjz8rgKO0bnTfaA4UPUTU1S6rTS+5Lys3LFtI1JUmyVW7tIcYqklziw/My972TZSNCb7+UYaf4eTTLhZVMtrOUqOVru031iC1gucVOoKX8+c2zcntgd2+kHhUWtxdQtPTlPZaU0zOskLlwBbL56HWI6agEsr5U1dCk5UXVa/ik67QNJrANTZdWFTTeqA4i7ZTcaiPPyHq6kuobqLKktgLUbnUeAhOFR9QdQpVCqyli0ieSVLaAS2VXB7V077QlM63mW2ysvB1IAGe2fxQddoGb2AawHtZuXWhtsKBDigba7fbCTgWthb2adYTqM2V5Wg30hlRov4gZmFNh+WW7MPXKgtvIMyjqPDsw63UZZDapZ14Bt1u2t9bd20CxPD3ELKSHJxpwIRmJS+dvGGzgTEL6kWm2EhCL/KnRMNwYeoGoUpqoSyyFJeaKFNZDpsB4RFaclZicdSsSyG+Ra6Ujb5w13gZzOCcQMMtgTsuhCBoMyjkB7j74ck8FV1TQDNRZZKNeor0H8onAhbzAC0p+VXKTEuEhTfL0SR3WOva3iMWGMrig115CMt/Z67HtbwNneH2KEurb+MZXIDZR5pFjbte6Gn8EYnadZbTUGFodNlL9IV0Wvc+7eF4MFtIcJ00Gue4hsrAykgd1jn13hlmablxOgFLaFXynvvc9W8DebwTimWyFNVbWCfZmFaQlvB+JFucxM2m48ZhUHhQt5iBTdfQZeZ9etrb1bmf979qFzzyymZZdeW3oj9Gejr7QgXTWEMaZ1tl9x1J7JL56vfDiaJinD9TTOTswXWkZA+PSVOpy5k3uO/3QFQj0kKEkJDrTgJKFBy1wq4Sq2qtRsqJ9MCRUQu4QOYlKfk7k3V4jsxFkGX2pR8ttOlLigkZ0nqFuzE+hoeFVSpaxlzJCic9iNegecYKvldi2h54lvMyLC0JmpVGYl0hWuuWKmdYkZmUfQ80FJW2cqTsoeEaJ9KGKZOvNNqGRz1aYoi8h6YBU3mHK1tsmPKQeSUZT0keuazRlGOsQf17AMu5KqmpZ9ptahzQ0rsxjpGcxrhWbVOU155CVG+Vo9EGKeKXfSOW63n6eiMvVx22rOZP7qu/WPR4XxCVnfU4dXA06rtaxc4B+EHMIfZl8VSf0DMo/EiOgKFWZGrSSKjITKH2HOyobRxrieiSs2vMyOXMfcYk8JOIdWwLXhLzxedprptMMH2P1Y6eSnWV6b2MEKs6MuG3c7aIWhpsFeeGZ0pQkkryxFolYkazTZSfpz7b0u6nMlQMPH1rXMP0uiM6epvveFyOzNMtLdW4oaC6j4xJk5th9sFvUbXjIYkdLS3H0q1PQlA2MVNHrzrSllVwgqCFWO0WyWUyqszZ44kRVMI1Ok/20opr67aRwpTZ9+jV8zsiotOsOnIRHezLzc7JKU0bhabfaI4LxdT3KRi2q09wg8iZUn7NP4RrwslZplWJ1sdf8LsYy2IMPNTbb4GYWfR3hUWeL8GYbxtJhuryQcUgdDqDlWPrjl/g5jVvC82tiebUJOb2Ue4x1LhSrydQbQ5KTrcxLqy/JHNa8USjw3p1Gpz+E5r4jUPHOEqa3hmpFc3RG5hLqHcuZtAHcFd0PcTuI1KrNKw9SqYn8zp7Gd0eK06JH1dUdazUuiYTyVoSoL8RfpgdYu4J4NrrLjjNO+Lp5X/aJc5R+7tDqspbodUnHZnNNNnFDBzzcqbz1be5Th8UDUn6umOtOFmH/AMm8B0+n21S3dz9pMcx4mwFivh9X2am/IKnKbIu8xt9vra/0+uOisA8WMK4hbbYE0JObWAOQ9paFxKbtYshVhFNS0d/0/wBmvm1JW0shB6IxHFGf+LsA1ieXnzqllN9PzlaD8TBGmHGRJKUlKTn7xAe+Em861w8mxf5WbbR+1fswIoWq7XZpfg8U9yQ4YUxt3QuZnPtMEZaBkt7MZ7hpKLlcIUdlY0TKIv8AWLxo1IPMt7MZvMzZlsvoRVstlrVFjaxtDL0pLlSMraSLWOcXiaWQtSwlzUG9hDjDaFNXc2B74ZOzEflMBjHDdEqx5M/SpR9v/mt23PcYwFa4K4MeH5n6TKun5j2bv84N9XlLvf8AL/1isIDpbLLDn9j/AF9cWOrKPlZmdNM5d4gcKJPCmHjUpaqvkhwJPTbf64fpXDjGrVCYr2HK8p9pxu/L5uXJf2ddIJnwkpRwYFbWUBzNMoCcg0v/AEIJfDCRblsAUpDjCW80sypXTqTli2rVlFRt1Ep0qVRvMtrfmc/JxLxeoNmHqWatbxbUv8BEtPG7HNI/9r4OKOX5Kbjo52nsKBKU5c2liNrxGdw9JvpcW6QvS1iL3/q8KqkJeaKGeDts3+Jz+r4QVeqQ/NMJ8w/rHL+ERRxj4kONsIkcKtpTfpPJc0MHsYYkWXEBlhKb75E2tChSJdwOPBIDYX8nbwPag8ZdIoHsveUn94D0Yp49VValtsNyY7hykD/HFfOUHjJiYkVXEnojPfeYy/4I6AdkihCXCkKWsklI7hFZMS6VMOgqKXFiwPgIksS47Ins8euv1uzmjB/DdqtcTZnC9QqDyjLI9Y6g37h4x1jhilSuH6OxS5IK5DCcqATAE4aF2T4/Vtuba9ZkcR/937UHsTPLd/X7MU4mo3UaLsPaFJIslOKvcXuCAfKF5khN0k5woEecMMLSsXzjzhv0hpCrlwbRSmy7PEuWfkdfOK+feLLLfKa5jef91NorahXWgG/of1rGPxhxAolJludUp9pgtfowq6le4RfTg5GWddLYveJ0625gWrLdFlejLCWTrckd0DLg9jGk4N4RuO1OZDTrq1lMor5RXhYRSVPiZifGU+aXgehZmXBlXNzCbgCNLw74JJlammuYxnBUZlVyGQehBMaGlENOjOVPNLlj3/hFHSqdivjHiJp+otzMhQWz0NLByrT5x0BhbDNIwxSG6fTJZLDaSMxT3mJzL8jS2QywhtpppIsEiybfxjLYt4i4doLD01OTeRpIJyjcnyEZ7cWV0WSq08PDIna/4v6mgxTiOk4ak3JuqzSGWENFZUT90crUgT3FPigazPc406Xd6Ef8pObL/XiqK3GeJ8R8VsQdrk0hs525fyt7XiYNvCTD1NpoZaa9UbesX7osq3p03BdSmg4Tkqkum38hUw5IJkJFpKehtCLAeEOYgq0rSKG9VJlwBiVSp1y5sbAd0Oses+T2F4E/wo67MS2EKbQJdi71Xm+63ZQUn8bRTCOdllZ2XzAxTOGWIOINTqtel2005uZfW82l4E3zG9rgmMLXcP4rwpVPiSqB6nLcTYG2i/pJVBikeIGLcDStNYrGGjT5PsekBX+JX70bSqTNEx7hr4sqifzeaGdp63WwtWbq8o1cd0/tOpmklJ2UbWMVw8+D+qqPSM/iSr86Xd9YG2j+12o6DpeGKdh6TTJUuWbZYA0I7R98BrghiifwXih7hxXn+aGznknD/h+sa/8AWDzNOvGVedSbEjqPh3xjrScnqbKNZuPKrLsU9NY/Odfkpc/9YCXwvMEl5hjFtOl9ZccudsPZ9hX8PsiDjyd4kcPp9quzlcNWoLzvXZGXRWvUjugz0GoSWNsCzDPNcLdTlFozntISRb7RFtN8OcUtmUTqOqnfc5ZwDVnnaTb9I3/X84LmH5/muNAs29X2/dAKwi4umYjqFHmu2FFCt+2CRpBlw3NomWWQrXL7XjHH8Xw6jU+h6fwKs6kLJltWi4inrANyRHOXGVGV+TUo3JzXjoWpOOIk3cwzJGiYAPGdDRaknUm6ypVx4RV/0/JOtYbx+L4LZ1P8KJIHFSRWTYmkt/8A1HYFjkw2S+HnEp1GXQ+HfBT+FS2RxQpitwaQj/6rsCtkAKmCppDlyL3B6o7mI+0keRp/ZFi04gtLSt8hoL10QSOleva2i/oypVUg/wAtKApfQTy027KtBrsYo6O2tSFqXMqWCSMxQbXyuer98XUotxNMLSXuW22o2TZy6TlV0m0VRVikpcQK9FW+tRIXYnsqI15nq/dFFU5vlJFlKQjl3cOZQBHV6vaLquIcWJkqZQsIbIPUlN7c7fz0irnENuMTDSgkJCCtWVQIT8oL9rfSDDV6kMMnHkmy69Ly7Ey6B2y2s6JGbptbeLF3HNKfS8p1yYbI6Q2Qq6ka6e+K1vh/KonPSHKi624rrIS2Cchvr2vOEzeApRcxyfTZsuXzXS2kjLG5xhbUGpb1TGtMYMzNJm1uJCw2coHrL94iAcdUguTD780suqcTmAGlvLzhie4f05pxzJMTDKWnU5Eqton93ePv9nlMSp1S3XdXwlm9ui9t9IFqCFzsZquNKW6+8wXHW0Z0gqsbr22iJJYopqJpYZmlKL9g4CDZA8Uwip4A9FmFoROqWtJCkXPZBy6RSnDaWZ4o5xCU2SlQOxsOk6xbFUWtAptm1GMqLPLfbmJtpoqSEJ6ifr90SE1ejc71FelUlxISLOZRfTSB05SGLrUHFiyerUfZtEtmmSa2Oal5wZAEoGhzdm6Nt4DoU0G7CqrENESGAahLZ3EBIUHwQ34398JmMSYfL7oTUpVoIAKLuDyveMNTsE06pM3Zmn0EZbJNt9NNu6Jsxwyl0l9CamsqGXdvNzNjbaKXCjtcmpr2q7SXs7rM/JtJIFhzEdm+8IYq9KacSpmoSpCgCepHZ6Lxk2+GzCeZzJ9+1wQnljXVOkKRw1l3GgluoOg6H5HtbaRMlB9Rbs1c1iChLmVJanpZtvIDcq8ttITN1+hrQE/GcqoBHT61Q8OmMpM8M2rqDdQWpoIFyGQMxsI+f4ZtIZ5zdUdCMmhyJ1VrDKlh+4Ls3gxFQ3mZhInJNWZvMCXtSkX6Irp+r0S75Q9LquPVhLw1T1XT+EZFjhcoMCZdqyFuKF7BlIAH2wy7wwczFPxuyhq2Yktjc7d8BU6d/MHU3MxUqUlUyBMsgkdKQ4k9HVp79of+MaTynVCaSSTawKPk9fvjFyPByqzqy8apLtNBAzKI1UftiBPcL67JOrL042hKR1Ee1fbvicGHqJqE6YfkglxtEy06o2uRyur3RGrEpIVb0kOzQ50u4hfqyn5yfZHa8/fA3OAqjlPMqEv6vLbo93T7u1FnhvBFWplTlqmahKkS5becyHNkzJAPvicOMdcwQlMs5JZxDvU3nAKw2kWGnUNd4mUxh1ufAZyKSSg2Psj5/viGsurk3UJdIShwaknQdPrP1RHlHW56YM4BSVIO2pPcduyqMM/Kx4Lnia+ozTC6QxKOJUVIWVuKSND9G8ZmsrErKPPNJKOm7OmoV4GLhiohunTLMw2gJ7Qv3W74ppydbmZZKmiHs6rpUe8jwjy0o3nmirtHrIyvDLLQhvOtPpWWxaYyJv8AOinqBbAQ4XOj+MWVY5jQcd9UO1kX9LTpiEtj0mlc0WyfvRteaEbx2MynGUrS3MWeZMTpR6Tnb6sv1aRXYhowqUvdoctz2FxoOSJJ/luC9+182/hExLbaB8lk+l82OvCrw7Zeh4nE1KixGp78H/iS7hCqpw/VLpp7zlkrV+iV4x1Ml8TKWn2DzWT3o8442xnh5E02Z6W6HkN3U2O8eMavghxhmKCsUHEb5epx0bWf0MbZLiar70dSjiEtJHQ2L6c68ptbRQGkEkgQL6my/JTihLpcWwolbg84NctMytUpueXW28y4nMlweEZuvUNi5mkoVYDKQO+E3NEoJDWDX5osCVda9WjWOQeMmvE2v2P/AG93/FHVNTq4wng6p1qeUA+iWtK69tXZSnz1yxyDLGYruJEmYu49NTV1rPtKUbmNeBio07spqaySOpsN8OKFivhjR2apIhD/AKGOXMtiziD/ABgd4owVizhVNpqmHp9U5J36wD8358dMUGT9DoknKMi3LaQj6PZ1iuxnJMu0lZetokn7O6M9OafLJXRqr01dtma4Y8VaPi7JJuESlRHQtknc+UEkbLsfajk7AnDWYxw1PVqm1b0KbZmSG1hHb/d21jVJnuNfDxVp6RVXaa2flO32fpbiDwY3dmVRqVYJXVzoealGZthTMw2lxCxZaVC6SPdAsxxwNwtWMz9KQqjzm6VS/ZB8bQjC3HfDFQe5NWbmaW93ocHfBKp9do9XlQ9T5+WcQT/aC8BScdx41KdV2YEJbBvGLB8mU0atS9aZT2WXNSB7owPFTFmMa9KU6QxLh56lyzMwFrUWykOkW/D+MdjM8u3dEGfkmJkgPNNOJHctAMNCs1uhXQgvKwfYA4pYNnpGXkkVRDDzTSGsr4yXIFoI8vNNTCELZcQtChcKSbxgcVcIcG4nnXpmakDKTTn6WVOS37O0YupcGsW02Y/9CsZTbEqPYm3Fdr6u6EUYdGMuLF6K/wB9g4y6szjnXdfzofz5GwMl1fOjnR+c4/YYfcBpxrDXsLQArb74Zc46YwpJDOIsGvod8klv8Yb2dy8rTF9pl1hI6OLd5ZH6sRpiUatzWvYXn+j53jnuY+ETNpQOZh6aaHcMxhJ+EMw6wA5Rplo+2c8LKg11JLEx7P8AAu/hLPf+hMk2VK/9pJzctWgFlfygvYMGXCFJQNvRG7X/AFRHMPFHiPSsV0CTpsow82ETCX15m8t8v/WCFSOP+EKdR5OQMrUSWGkpJDfgIsnSzRh8g0sRkUm/kHFkuNqSFkKyJtc98OtpCWyB98BH/wDMbhNZsqn1RKPnhH+sff8A5hMOqHqKLVXm/n8s/wA4EqMokWJpvv8Agw1OaN5vGIi9E5bbwEJr4QbTqrS+Fao5L9y/P7IQeMGK6kxakYCqbn03PqheE+6/FFkcRfaMvwYZZlKllSk3QrN90QnmQSVJIKQnUQIZjE/GWeVaXwgiXQfacG0RJikcc6snWoylPbPspMJw11kGUpy+F/kIwdMoe404nmJhQH6PU+Fgf68oIdZxHRaa/d2qtN+wjO+n69IH9A4AVN78/wASYmdTOOucxwS3t9XtKjS/7CMJvH88cqDvZ7b8PPI31F4VVRSbX6ns1xSwdKtnNXm1rSCC2lO8ZKe4vuTRXK4fok5PuKAQ2st3TeCnReFmBKJKctjD8q6DqpTwzk/bFz6JhmiSpSxLyUnc5rISBaIpRj5fzFdKy947/wDroA40LjPi1lhDnLozSySqygkZYv8ADXASkJeRM4nqLtUmSetIuAfrggVHHFDl2QGpkOrQOyk6mKqax1OzbA+LJFxKjbKT3+MLOu15tBqaox+zhm/P9TXUCjUGgS3odPlGZZobW0P2xExPXGKe8WmnA6SE2ubAQKsX4xk5FXNrtYMpMCx9HbN1q+qB89iHE2Pqm9T8LSzzcorKkurN1Wv490MqUms3QSVWrVeSOr/T+De8QOLLFGdLEs4J6eUkgNJN0pMYKmYNxdj0Tddqy1sspTnSV7JFr6CN/wAMuDLUpPJma02Jpy2ZalG+vvg5rprLWH3pKTYShHJUkJAt7MCNeMXaJcsNCCvPWX5f6OQuHLCitTQdsGl3KxsqOj+HSQ8y42tu1khQI3VHPuCZT0OdnZdwELYdyBA23joPh0l911CswCWkjRO5hMQvesrpryhKp4eCTnGQjugF/CKfmDxOwlLyzXPeal1Lblx7ZUrx7uxB/T/xQ9iAhx9lzSuI1AxWJF56UbbyTDnsIyqOX69f7sNQ3f0BN2S+qM/XsdYyo0szIYswhJqprm10pWkZVW6v7u8bfCgo9X9DfkQwwXW/Vtt9jL+qPai8pMzI4plnJKbYbeaeT1uI1vfeBFw+pVZw/i+o0eZlZqVlm5lSJRbvfZSrKHvgyacW7bCxzRejdmWfwlMMCnSMvjORe/3jTXUB1wfN6cqvq/zQQsDYnaxBTZNxt+5mJdN/o9PUPxhfFammv8M6zTnQ22Q3zOevspUix/hAf+DvPTyaQU/KtSkx2/8AN7orq81LN2HSyVDbfChmXEYKlqLLSq3vjKZQwVoHYQghSte7YRf8EqZ8T4WEo8Ow3FopgVVhr0gA53NL9Ptfyi6o0oJPmWtyhm/jCyd4pF9KCTbW5xpxOlfirjbV0JZCEKmnHB7jr/GN9hqZDiAWDlyRSfColvQOL7E9ysrczLNuad99L/dCcKzJyaHLmEL4rT41FPqdD/p6twcS49DW1+ef5LTaNhqqATxcXdyWI7yo2grTk246vOVHLl1gQcUFBTksSdNY5/gtDJiWdv8A6ja9mujsH4ViP/WLRMytPixQ0/XXrApWG+Y4oB4p0zHvPZ6oLvwqwn8uqGq3/wCz1j39Z/nAeK8rEwEOKsVpykAXb7H3R1cUr1pHhqX2ZPlWkvlSgyhZVuO4iyur9aLmSQ+3LvpMuoABRunvFjr2t4q6c8vkhaUKGoIy3tt2vvi8lpl1TL6QXEgnMboVpp2ttopTukUsoqrOuicmH5hxxJWjKkGwCO3qbRVVJSWmKitakhKk+rBIOt3NvfFxX3kl5wvABI0FwSQbK1P2xTzxARNXQFJIIXZAub8zTWLaaV9SMHTuPZ16pvSktS5MNNKCSorAKbFV4UviEkuBCpEoe5gTdPLVZNt9om/kJT/TX5pD800l1eZxIUAEm50hK8H0pK2yiVdmxzNFF0jmHTQ22Ebvd2BqMT/ESlvzRebkplSUupCCpFjl01MN/wC0dnkqU3JvrSHg21rbMenUxajAtGuXWZBKvWZV+sX1G4tDv+z6nqGUUwKzLGcodVZI6dR5xE8OLqZiex8h9KXhKvlsnKtGYXA6ddu6K5eJZF0pD7c6hJUCsJsQ4LDfSNcMF0MKQ4aetKbDp5yhfs3iLNYTw5zG2W0uS4Dl05nlnPoIeLorZB1MM9U2SVOoUrKs66eFoW1UpayVLKiFAK7I6Yv6hh2SbkX22ZNZSHOpWYak5dog/k+0mVExylhpBCFdXZMW5o2CWeDsT0qRdeU+8tsqSEpGU6++NA5j6gOqSS+41dGVZynS2WM7TcLSM5TwtDZW6VgunN3aRdM4JozTa1KRznEpAKMx6QcsZp8O92K7i2Mc4eWyFLBa5qglyzWpNxrDqsb4XaeDbT7g5ykgqDR6CLbfbDUtgvDfKefLDyQFJPU52VXGgiYjAdDeYJSytIITkOfsn1ep+2EfB+YbMbZx/h1uTUm61KA6vVnTsw2jHtGcl1JW4tlLiByRkPQrxh88P8PMtOJKnQtppsAcztE5NTDLvD6jKCsinsqUpsM/eQD/ABiWw/zJqJncd0RbTjaH55LpTZtWQgJIvdB98fDHdKK1M+lzYK7Gx9hVzpttDrnDqgucxATM8tBA6l9tUeN8PcOoeUEpfKlLyhRJJ13H1RL0GTU0DXFehMy/KdcUHWRcXTcJ0Nxt3xVPY/os1zlLm1ZivMlJQdAb6RBnOHlJLrpbL6kIBSAQrU+em8MN8O6W8WuWt2yEHMVLWCo66HSD/wBuloC7NXK4iorj5zzjTKCkqQlTQIbOlxtHkhifDlQqTMpIvpCnlNhI5Vr2te+kZx/A0shTiJeoHloAbF1kle2vviXQMEpp8/KTCpsTJbWhTqAqylWtqISUcPbRjKbNU5LsFlKUuqKkH1Tak6K0Rv5Q5T3W/TUWcAKVN6oSe109HuhDiytm7SQWgU+0M602RtCy0lSkuNthp66UulJTZSemwH0oxNDueXUbcf8AVK8XHDn/AOkMsJDB5vyYHb+dqLxnXqhMvz6n0oSMhFhba0JVUp6decv5/u6RzvYpN2Gh4zCnFssK/OU6bl+S096zOr2D0+URqfPSyJFhokt5M36sVS5Q5OYNs2aG1ywcaJSdc14vVKjKDgzn/wDMPiKaJbTzr67m2Qatnwhxp1xakgKBv0iGKQleZpLhuEg3T9UOhkKmmi0cqwCLQZOyu9jBWxMa1XMtyfIhteVuYbAIB6vHwjH4gwjNzrr07LpCQsXyj50btLASk57JWtAyg+IiwprxXLpLrA6lC6PIRnjjvZ55lselwVGNWnzbg3wJxKxZgQ+hEqelP+7uQQP/AMyK1y5bOHErX3BT1r/3Yer9Co860VLlc7gHZjCz2FaSh0vty+RYPZjqYTxXD4h3vZkq4CUPJsQcUYorvECttPTxLMm3m5cu32EfzPnC8A0n07iXR6WB8k6DzBEzleiuejBpsaRpfgzSPpXEKoTzgumWay3jbKrKcXf+3FoQtUX92OrJcZUJT4C0UnEdCG8F1RxZ7EstQ/dMXMmpTjaVZLX312jD/CBqKJDhTUkrOswAyhPz1FQsIoprU01nrczfwSJMjBL01/bzSgPqg1TACpexFx4GMTwOov5P8PqWxaxWhLx/ajbHViKr31LGsjydgc474eYbqz/NmKM0+71Z3Bpv7oEeIeEE7SZpL1Brs1T8qc4Std+qOl7LcdzxQYgptw46fpfvRfCpJbozVaSWxzvSeInEfAlUaZrZNSk/0nM+Z85KoLmHeMWHK9bPN8l35i+n2orazR5R9LcrOyyHkOt369haB1wc4aUTGTdUcnjNscmdswtpdtOrT8Ia8JJOWhnjCS8rOm5StSDyeal5PX2dfGJLcywTdLgIG8BOo8B6qyQ3h3Gc9Kti6yiYuq3uIismsC8YMPM/7prqawF765bfbCunB7MtVSut0dEhyXeBU2sG0NOMS0wUh1hC7eKQY5qfxhxWw3y3avhZ4tdjoHbVqe6HVcbay2UNTmHqg1lsSoA7GBwanyB7TJfCzoh+jUt9JQ/Jyy0XuEql0mK17B2E31nmYepirnW8um5+6A5J8d6ewCt+nVBtSRlGZCjeLCX48Yefs+kzQWE5SktbGJw5oPtKfcKr2EcJcoMfk9TCgaAejp0hpGBsJ8lf/ozRlJ8DLAmBgON2G3JbmPTLqVk2CeXvHy+PeGghKZefebWehQLJNoOSYPakFhjBeGGEo5GH6c2bd0ukQ+zTKbK3bakJZCSdg0kQEJbjtSgpxTsy7tplbiomOOUokZ2ZmdN1aWaEDhyD7YH52Qk2GzlZZCLmyUpGmsMvqlWVA8xKAfqjn5/jaJl8BxmcSjNpYb6RUTfGBTt2/i2aXmWAnNeEdOrLqOsXm+H9To6Yn5VpaELfQLqtvEM4mpLMyphR9YFdK/KOdqfjnE1QdW43SJl1BVlQVt9mJHK4gzuok0Nt9XbWj8YR02vO/wC/cNxJvZfl/IeZnHFNaCvSPk0r6VecVUzxBkxOcuWUlYyZ9T2oAeFcP44xbXKjSEVUSrkr/wARc9P6sbKW4BV154GfxBzGvbQCQT5e6LJ0VT8wtOFSo49L/P8A0aWpcSkzMzyEzcpLZxqVuk5YytZxbQVDmTuIzNOAEKaYTcke+NhJ8B8NSiULKHppzQkrcOgizb4VUORllus0tlxy5yJSASB4xFw0tCx4aUXdtAal8aPzE5ysPYVdmUnpbXMJuT5w5ONcQapTA9O1Nih09CiMpUEEHyg5yWGpKVWhxhAbKE3BCAm0ZbinSqG1QudOUCbrcxmKmWmVKspXnaLKU03yoWrCMlabb+v+gQNU7CLKXWqbKVXFdXUO2B6lv64JfwS0gyNa6QHBNJ08O1GSqM1iVqhIln3qVgqlKHyLNg859e8a74ImsjW9SXPSk6/bBxivRX/sv3LKLyv7vkvyWwfkpCXA2BoBFg3LlUkRbQg3iO0yovC4tm3i1T6uVCLbRjWo9SRxyunPMcQ67K7ct0n77d8HTh6rlPMOczIMmYX8YEeJdOM9et6z1n9CCJg55ybbDjoLQS5ZNvCLcSrTsZqPkDWyWlqCxZRCcpPvitxFRJGv0VVOqTfNacRa3enzTDsgtjksstuHMjqWYmNKzuBAGp2iuMrD2BzwxwbO4RqjtMS4t2TBPLcWb3vtGxq1JlpufDimutKk/wCkXeW7xd8ExEzc1onwVCqTV7jqytYra/eVo80tTQKEtL/DWOdvg/N3k6vMOIJLrpQAjTvg58aKm1TOGlYm3Zz0YuSqkNr/AF9Mvv1gP8DpKaYw3LzLyApLznMOfS8aISy01LuUyWaWXsgsUkqVKyvSVEK1MXoZUJVa0AkK1hilstOLQUpKG7XAt4xoGWQlgi2g2EZZS7Gpchyz8MylvcyhV9LSsgbXLLXbbKbj+MYXDE0h2QafaUFHJ1x03x/oTVe4Y1RpTQUqVR6QgW+abn7rxyDgmbUyy7JuJskLt/KNlWnx8Pl7AweJ9mxmfuEt9sLkO1aydRAa4oAZ0eS4LDc2QPR3OohNoF3FqWLS0frxj8Ng4V7M7/jVeNTBto7G+Fjpiugq0BMo7b98fzgQl9SUOoCkrVcEDp17G9xBh+FocleoBUjMTLPW/fTAZlmecy+6pCkBI6rHXcRqxP2sjyNL7MnSPL9DITygEqBbPRYq0uD5RftvqYlDZnPdYByt36rjTQ9mM/IguSqkh4LUEagAZVjTQecXUqUuJcZWpKFAJSbpT0jMNO1vGddCqWxT1pTTq31pBQttzMEg35qbbfVeIU7MS7TEy8tK5wtqKldSU3HXptuIk1d5bUzMsvLUglN9L+rOUbWEQ5lKhJzSXJlxLivZINk6q6jp3wyfNqAElWxVVZjEk6mWm1Sksw50oGVV9fPeEflnWmnXGnFNzCVkBVkW+ZqMvvjfzWFaKoTcxMyrXOUodK7gp13HviRI0ORlnkuy8rLyygAlGZSP+Xobxv4lJLUlmYWX4h1JhwvJpkvlRY5FJVYquNR5CHk8S6ilYApUmlt1YcISVdNsuvuMERmQlnGnRy5cJ0SQpSLova6YhS1CpaUIDbbSTmsApaTYdPTC8Wj6Qag7meIFUmMqVyMrlWQu7ZVfTLt5QzUMa1CZ9HbZk22ig5lEqOxA2gnLp0sH0PtsSZNuW3lAIaSMt0nTcx6xT5L0hh9Mg1mKgEJU1cZdLiCq1L0k1BI3iya9HSlco0Cty1rK208ofbxlMNyYZZk20p5lu/bo8o2OJKfJBTS0SbSSlVrBrfbXaKPl05ZA9GZV6wC3L7XY12i5SjJXsRK5Ry2LVSyn+QyE8wgDXYdFztvEhnGym0XTKk2Fr5h5dW28bU02gPSJdRTJdak21yDqV0a7bRVLlqSppdqZK5Nr5U6q0122hOLF9CWKGSx3kluXMyOfMUjR3uuOo+cW0rxLDTKUN0wKFgkpLvaHq+r36RaSdHpK5NTjUgyoNKB1UNdRr7otvyXoIQtw01pK0LRkNr5Sba+6A50OqJqZtPEVl9LWemLKlJQSQ8Oq2SFs8R5dbbqlU9yzhGazw6tE7fZGoksPYdRLvNqlZZASsJUS1fIrp1HkYXNUDDt1KXKSTWUpbUkMdkW7cVudFdCamWe4iyy2kWpj4bTYL6U3O1u6PWuJEi+8pCaS/lULqIIBJHhpGsm6HhwsEMSEoiwSFryLs3qN9IbcoNCUHXUSMuhawkZQ0roAA6tu+DnoPoTUyrvEuXEylJp0zy3RdwhwdShtaGk8SZZKmryD+VSuYs59yI16sK0d1lanaXKJUFAJWEkAbaxGlMJYdWFlUiylCehI+Yqw6j5GJnodgZGzOznE2UebS6JKYCi4lVkrAGfT7omUDHzdWrspLsSsy0h5xN3c4JQvTT9WLoYPoIAbVKspSkhADhPQNNDpuYfYw9h2nTkpOysm2y8y6hKSk3SBpodN4jnh2uVAUGmX0osLZSt0rSttxOZQt0myNvKJEuVhTpGbl5gQNDZPTdfviulQy6CGXwkKUnl58vgi4ifT22ikM5AEqdSNFI17OnujBJ3eg1RWRk3E2fLaAEi5I+2GVtkTJUF5QdCREmos8maJbUbXIH2x46hAICd7XVeMLm8zPDynJCJhj1I6swiA7LrsoJTYjsxZKOdNr2iA+t4JcA9Yb9MSF1BjKcri6e1kmkqIByt295h5DWZ1KwnqBhuWQrnmyTa0TabmcdS0Wikq0MV1J2g1LYtjB1ZxVPcnuy635Ul5BS4bBJHsjxhqWV6K+ltK1OBI1MT5pJZJaQ6XFgJGXwEe1CmiWaXM57KKRfyEc+MoqLZ9C8Pw8oxUXuOVGflXG+TyBm5YOYeyIxdTngHlrBPggd9onVucblmuUyolzIM7h7xGFrVb5Li22SFzHj3AR1fC8FrmZrx9fLHIWlUqLLXrQ963Irt/OgpfBIkc0pWJ50dTruW8BsYTn28OCszxs8856ps5sy83spjqLgFhNzCmB2Gp4WfmbPH647dW1Omoow0ITzOUui/UJbSSkXTonwgSfCbPpdIw9Q72cm6qF37gkD/WDElOfVWivCAvxYeZrPGDDGGHL3liJlZ7tdvwimlKzc+ybLZrPJQ7tBcost6JTJWUSu/LaCbxPFkpKSM1tbwzL25Y1A6rQ7kUo79MUKNkWNXd2e2CgCmINRLSlqzWVYWyw664W9jtELpW844lBUqDGdnqGUbq6MTxAWiXo81OurCEyqFH69QIr/gwyLkrgIzzxuqemS5t3Qzx4dWjhtVygda0JF/POI0/A9hTfDKiNKRlUWM0X1nyr6mWjGzl/f7sEG4Nr7Wj5SSUAJ2vCGAcwzbWiUi1wBteKmy5EVTKVM2UyD7+zFbW8Pys6x6ltF/1R2R7MW7ael33w22CFGFcsoYg2xDhKnOOqKpBotpRrnaG8ZmfwpR5bME0qSF1BRIaEGOoSqZhQDiwQuxOg74y2I5EsrBKsqL3NkjZMWZs5TUjlAljLDVC+NcOSbMgyPSp3I6Mu40/mIM0vwxwCZfqwrTzlGpybwN8Qsl/ivhimhq7dzM/qJKh/wD8zB+ZbX6Jp+1BqTktmPSSy3+f8GE/2QcPGlpSjDrJzKzdTiz/ABiQzwowBK/J4ckz1ZutBV/ijb5koZCk9oq1ht5SiAlPZKtYXiT9Raot7mMnsH4XW3kRRZBPK7JSwBaKSYwbIX0lmWv/AHafCN3MqylYtm84ZSQlkEnN5RRnb6l6va7MJM4aYbUHEIypZTcad8RHZdUkGWALtkBz64IbrTU6hxGUJSnqPuikr0iw0Gra2KlfUBCrUz1I2BfwAaeOOsVv8v0drnKzs+9S4PMsptSwcu0BH4PbodxPjK2p9M0/eMHNpAShRtFs1eX97D0vIh7Klw5hrCHEJClE6Xh1AAFk6aQlywSnNreK7D3Ir8rLck8xroyQGePM5W6XTpPk4plKJJO/KNgK9IX9FPl1Qci32PqirrFApNYQ0mr06UneUrOgusg2PiPCL8PXVKopMonSU1qcqYdpkpNPpewjh2o1+q981VfkIIfwSRMjEGKpScAEyHxzQnshWt7QdZCSlJNhtEtLtMoHsoTaAjwBnWmOMWP2Gja805b6nT/OL6tbiU5O21hZQ5kr9/7ZHQnM5as7idEjWHg9z5YLbGhOkKCEnQjMCNIQ2kNtFNrJvrGZCs5PxM07J8bqyCXOtxz8b7xusNTqVNpZHWtzLcxj+MHJkOPavU2Ezyl/r5kogh4bpMu2wy7dLaHMtlXjRXWZ5iiDCLh538x/OXfWL7XvjQNIUppBTvAsqnEDDWF5iVk5mdD8845b0WXOdWX6VthaCU1MrcLbjWiCLxRKGUtg8xY5hzCFfNvDCFAg5ffEVT5zBSu/WPmnAlJN+nVR90KhrWAl8K2o86RoGDWNfTpn0hztex0p/wAX3RpMNUaSS1Iy7AfZ5TQR9/Z+3NA4w9UpfiH8IJ6pzawadIHJT21K+b7QB8TrHSkjKMcm7QEW17qWRdCU2ms0uuv8DdLZDMu0jcZbXtFgkoyqBVDViE6EaRFUt1DwuUlBVa0Z8ubYa7kNzyApgIIztqFj9KONePXDufwNXjXaUHjSJpy/6iu11fwjs2d9a2jldCP8MYnixISNdwFUqTMPctSW1uZ9OmwuP4/bF+Gq8ORXiI5426nMVLqvxlh8ZeSp9DaUGwssQNcfPqWtBSp0pvrnN7RuOFskw8zPtTC3MrbpQVHQlXs/dGZ4kyzDFLZWkspe9IXmSk3UUd0XUqPDxd+4alXjYb/1O0Phcj/eOGFHbJN//wAKAnKzjzUtMKl5pQbUrtgap1RBu+FwPX4YV9Cb/wD4MAxl8stFbDCULKtUq2VqmBivtmZqf2ZNojUw23zluOtEOjK0AbN6p2i6lpkl90Z7qSQUpUO/p12ilw/UpdbQYbcAQlYy5wLjVPSYt5ZwB4uOvIUCoBNra6p0MZihrUoKs825PrHeLEk+9GkQp9ClSqywUm6wcilAaaaHWLGqNSpnM2jilEAgAderev1RHdbWJdwLl1ra5gQrIVAuDTaw3hlqN0AOubfmaxNOTM3NrcDhSnMq+1rRZGs4kcWEMT88+j2hrBZn5OSWwXEMNpfBSsLvfmG6PEe+JCpSXclCgtpXMcpKnUpI0Fm/9Y3yxcPSIog4Fdx8iSdmVMzBbISlavRx3W74hTGLcapATkeJ5SVhPoydhbqvbeDBL5W2w0tscpYQVjp1N0dW3vhxtcgxldUpopTkF7C5NkfR23ilYhP4SZQNNYoxgtYXmWoJBcUgs7jx98SZbE2L3nx/u5LpUAsXY3P2QVhISbiwrkMhIcKFlNrqHd9UOtybbE8Gm0upUlQupJ08hFjrp/CQCE1WcTzTSW5iUW0VzBUohrXbb3RWsVGdvctlvrAJ5Rve40EGutynNafeU2tC0KsChOgURtA1Qh0vOcwrQQodpOiNRF8aqn0BFWKluv1yXdbWwFhCFAaoVr2dI9la/WGWnEejNc1RClEtL2NtI2lEYLzoKEIcyEHqGiezvGulZaTdp6i6ZdpbxbCFcsXG2hhJ1FDoO0COXxlV5ZCU+jMqzrBBGbXbT3aw69xAxE2UJRkHLXmUEje1rD7oJknKSra1IU8wpCUtp6kJ6ASi6dt94nmm0d1lkoZlUjmFOYoR1DTT3xW68VvEXJcEqcfVpIbS4y0oL1JUnbbT7omS/EKouS6c1MlFnLYqyq6xpZO0EVik07kNc2VlXFgnlkIGgIG9u/WHpeQkGxyEyDfLzNkkIVcdi5H3xOND0gy2BqnHlU5QS5TWHEJNhZS+rVOsLVxEqCGbfFLedasoVmXZQsN/tgmTUjJejtuMtKyFd8mU3V1J1Gm0MvS8g4UDlJWsEKAy6KNkeUDjw9I2phneJFSbZ5LdKRcgDNmVpENWPalls5JtoB+kqCM7IsOzSW1yyElQQo6C/sabQ4zR6K6lDj0kheRCSpNk6aJ20hOLT9JMrZgDjKsqkVOy0i2oOBKl2WbkgjX3RaYTxZWKpVUJn6csyhWnMoE7i2o8oJVKwzT2pNpSqaymYad9YkMi24/uxbS1NpyEqLdNSwhx0dSGwAk6bfRh24tbDpamcCn3Q2VNqWFOaWIvbKjaPg8vRITmzltC9r29XFnOoRJrUhvmIdDg1tonpRqPKIsmwb8wOELL7V1Emw+T6vdGGa1BVWhmagsOzKlJSlN1dnwiOtGZbgCcotqnxiRMS9phRUNQTdUfOKCRlT1X7457T2PDTbc2yO2hSwLJNhEKcUEOO6DQROmFJlpZboUoADbxjLzNWZKHBYlajbWLqFHPoaMNhXVjcsUVZTbpbQArpG8XVHfLiVOKRmctbXYRipdfNmvSCMiANR4xZUeefUvK3mHUde6BiaEox0PUeFYGMJq/Q2cyhPJamNEqCh2djFbimZdqTrIKyhLRv0w1PTbzbLbDbSipRBKu6KrEE0qRYcmHHQklNreEZ8PQy1VGG562UVCLlLYo8a1f1/JGswdEW7KUwQ+DfCtb0ujE2I5bMyLFlhQ1J8TGX4I4KfxpjIVGeSfi2VXzHCRp9FMdYzaEsU9akizTYsEezHdUsvKv6zluLS4kt3t9O4EeKDMtOY3wvQJRHWZrmFI7ki1vxMHyVGWWSnwAH1wD8JNHEHwgXZ8IzN0yVsB4KG/4iDs036n1n9awKsrtrsGhpBS76/sSgvozwB6UPjv4Rdbnt/ipkNI+pOX8YM1Xm3JVnM33pJ+zT+EB74OUs7UVYmxG9q7Nz9vtuTCW92497EpvNVv2T/gMFLemXAoTDWUjs+cXcuj1aFLIAOtojoYGYG+0SXAABvaKm7jyIz7QWogC6d4r+S4jmBtsaiLaXUhT2QggHWPDLpLqlJUbeEByJm0AZ8IsFrh4vmvHmTEw2hCPnKzX/hBK4ZMLl8CUNp0WWmTQFD6oHnwnXXWZXD1Nlsh9LqQ6e+w/6wZJFhDcmw02AlKGgAB3WEXVF7uBXRVrv+/3UllViCjeHrhaj3CGWkpsFWN7XhawChJRcEmK/KMMq5mqU6JCtTCgSRkvcqEIeCUoKVKNr6nxj5A1QoX8/KI1caJ4uXuoo2J3Jisq8uJhpTDaSVp9oRbOugO+Hvhp+4QtaQALQsNAS1AJhIOTXwk5tl1Bbbk5IJF/DIR/GOgLWUtQ1A2gJ4FS5M8fcTzzbYU200GSR46QbwLSpU3qRvFk/O/u/wD1QKStTX96jZzBYCenW8R6itQOUKt1XvEtRBObdVohz13E6W98UssiVcys80kLzXMRzc+sUNDpEoN3cAFtI8LaV2sdAYqtYuR9KizZvpEWqNtqlznGZVt4sUhKWiCm+9hEWeYDkspRVlWE6Q9Lyiz8oIPg4SrbWI8VutKKkCcDdj+1B1aT1cruVAU+DUlbjmI5wrzIeqBCfqv/ADg2Mnv70wZSvOT+f7gh5V9D1uyQSDt4xCfeShSQtVzEl+ym3MumtvfGedYmUVIuLWVIGyYm5G7GkbWlS0uZbDuEeqUkoJvCMvq0i1rDSGOpSinW0KlcNyTJ+rKL69MArhMhlr4RWMkKRlzLdKQB2eu9/vg7yqVZupV9fqEAnCbqZP4VGJZdCcqXkuFV+89JvGta0Z/cZ75asfv/AEOklqQUA+AtDeYgG56REVl8rupWxhzdkuKPSdIosJa5yb8KCXkm+LkoalNTMtJvSiS4tjtC20D+aqNIZlhLSmLMSz99pVprk/5zBI+FjL+k8TKW2yBzHJJFs+3aWIzdNovEGTlpR6lzdMa6+haJdvo9yrR1nKyRgUVJ6rrbp+5nFyFTkaa7M+gHD0qDf0qb1fmP3o6u4O4llqtg6noQ7NzKmmLOcwdv6X2QIMB8PH6jiUTeLZ52ozLeuZxxS0QapUydDk7vlEiw0PlOxk6u/ujHiZcVo6MNIL9f9mr7nO4f4oCvwheIzuHqW1hmhTF6hNfK2PyLSlKT2vE/hFJxS4/tKJp2DPzp35IzK+z+yn+JgYyWHahM1B2u1WYaeeOq7uKV2k6/X1Q1OCpLM/wKFKeIlkW3cyXxfP00t1alzL7L17nXq/1EdAfB744mbDWGsSnlTW0vMn9N+1AwEi3zfk9Pa7oyOKKaunziZyTSUIz5jl7os5MQlxFd9xMTh+C3KB+gjM3mFxq2ntZISfW5HXDp/hga8BsbjFWC2kOn87kgGn/pHx+uNO7iSmh2cosu+18ZejrWG/PXLHOSbbRojUsSK7iqi0GsyEhUZ5hp2dTlbC12gK8WqtijBHERVYqaUVDDNRACS3s2k+wfOMu5NzHFanT+Hqyoy+MqKVuyZ7HMA7TUTsM8U6e7QX8CcT6fMI5beXMpPXl+dGuMHC1tTFOtmWxhuJruEJzEHxngNTrDZZCpxKPkm1eHu8YxGKkek4JaqCneY4ucUhXll/6xsGKRQJyiTlboNQdp7Mq4spbffCnFJPYFrW8dfOMRU9MCMtWuPTef7XWoosr7I3wRStLndPwtEZpXDqv/ANZH3Nxz1VXS4BzNLL60e1+tHQ3wvVcul4eUO518fciOa5Z3nKadLs2616R2/wDKryjFiF71l1N3hY0tCY5zClplkqWtwLKhf1mqYspDmpLqOUVBSwVK16hdOguO6PpGXaXKuKZCGyFjMEgdOqdREyjB1bLrib2CwlSU+zqnqFjGIWZmKy2FTedF+kJsLjUXb12iNOZDT3UNNLLgUClQAOumo6osqyXUTwTMOrSkWGYFXVq3tEUSzjbK1+mIulwEFQBA201EWRdgrYDMvQcWTjz3PkapMpaWQVIURlOlra+6JrtLxtJTCnVSk823ysli4FEC4tf7o3TeLKP8ZuSPPl0KDgCSDbKQUb2MTperU9+riTU8wFuAKUkuE5hZEbpV5+kSEUYJma4jCVcbbmJvltKCRdaTYn2fwj5I4jJbZSh2cUkEW1BAJ9n37QRlTEv6PMrZek12WhKiHD1pBT03v24fklIUGgH5dYeyFFldqwTpfN24rdZelBygg9Hx60444TVMrQKVJJ7+4Q06/jQTS1zCp1KuUAtJI0Pd9cGyYn6TLBsPz0t15nCc97eF9YrZqs0hvIlTsuslYccPh4GLFib/AAi5AWTIxw46JcpeBKUWygWKbd+u8RRRsYGWC1SLyjfQG3ULjUwQm6jLqqBWpDQSHbkEnRQ2+qLiTm5Cfl3UTKZdCs6StKV2KDcW+owXWcegcoLJL8s6Yh4NS802p9TeZISDm7OsKXM45mVFsmo3uNEoAEF14ya0EhpKSVNhfUOi2W1vfFZMZEusKBSkZ+vIoaDTzhPaL9A2Bg29jTlpsJ51JOfVoXUNLE+cKarWMMoZQmYDgWFAKZ0+qCQGUIBISEqKwFBK09Kjy/A7axLRLLYZDnLyctaSDmNwb+XdpBeIj2JkYLBX8VnkJVzchcuQGTucv84SMT4wBbN3EhDhtZk9She31bQV5NAZcUlarr54BGumiNNvKPZV2UDxbWpCFKWAAq3RtcawOPF/CDKwXnE+MUMtpfZWjM/qoNna4iKcVYqKwha3QOcDblHTs9PugxLTKOSyUBxCitwZb26TcdMIWmUDN0ssrCVA5rDTs9PviPERv5QWB9JV/EhcYe5yl8taVX5ex6fV+6LWlYvxEnEEsw+hfIcdsbNb6D1XujaUlcihpKUyac1wrLpp2fvh2RcYcdbQ2GkvBVkk26dvvg8ZP4Q5CnpuKsVzlPqTrLzYmmphKKfLzEuj11+00pXf2lbeEeYZx3XhjRnDFWkZZxnmZHORL/OSD4kWB743LL8n6Kl5bTK3irOm3d5++PGmKf6YwVSjSloXzku94Pj74biJ9CI9mmXZybKypAaT0JzEZht0xHcB58lkSlxIXlGqdD07xYTylNyinAyp5DnWrKo5k7dUQaeA0qUfUlTjbi8ygD8srp20jn1IhMxU0hL7yC4D1dMVLs2huYCXMuRI1t3xd1tkNTClEpSoq1Se6MTXi4idUoDmZjohMUQipq55alQUqziP4snvUtJbDiEkd0Y1aVLXzEk5vPvjQVGcedRyXWi0AnS8Vsq1nNli/fG2jHgwzM9R4dgVfKLkkFVzc6pi7w0woPFfMAR3DvMNykoQtCUotc7eAi3S0iWS2tAHfe28Y69VuB6jDYGMJqT2Js2sIKRoAnqud4G3ECoLfW2nYrUU3MbarzqnJPpZsoe0d4G2KVqdnkFTZFhm6u+NHh1O08zMvi2IX2a2OzOAskxIcM6VymkhbrHMWbbmNXWOYukTJAAIQVD3xluBlRl5/hnSOUpOZDHKVrsRG3elS/JPtFYGdGUeUGnLUyTedMDPwZR6W5iCtvavPzxGb6OaDU4oA5grUxzrg+oT/CHiQrDtdH+4qirmMTDnn2VfzjoMOpUjmsAOoXqkw9Rc7l9/4C0Z6KPYznEifckcNVOal9XkSrikjbWx/nGZ+DXKJl+HDDo3fdUsxG+EfV/i7Aa2kn1lRcEv+ye190bzh5SmaPgqkyLHZEslf72v8YNdWS+rf7D0XzT+5fuaYKKXBlN7aGHXASnUw2UBC0keGsOWSRfNrGa4bHrLSSkqHah9ggXuIbC+XcworudNLxGKwGcSUt1z4Q2GqWtZUiTk+epA7lZifwSINuTKg27xAKw/zKr8KquvtuJW1JM8sK8Bly/jeDwM/PXfb2Yvq7r5RX7/AMhhpBLvdjrRDYSlQBOWEkBNwVA3EISQ7dd7WG3lCJpBCUqTfQ/bFW4uw1NkZQBDRmQEgKUBbeIU9V0JYzcu5SopUfCMrM1hsEvpcKxc2TfeClcV1cpqpqbUubQlNloNsyvAQmbnLsutZ8umljvGJXiWXlUJAdIW4OoK7rx8Kw81LemrHOSQcgHfcQYIqdUouAqs9UxNP6ELqCk5u+DOw4gpKidRaOdfg91nNL1pJ7S5wOZu7eDBJ1kFvOs6Kv8AdEqSsmXU614r6GoQ4oqNrXOhiO6EFJTcgpOsV7E0VM81S7dVhDylqUhLhNiDr5xTmNERslDS1qVcgbR6lIQsW1B1hp5y6zbUX1EKXMZVttDvO8JLUsTH/nRCrUxyKRNzZ05cusn6kxM+dFRj9wN4HrL22SRcI+pMNSV5oStLlZgPgthDuCHHnNzOqJ84MCzkcN9c28Cb4MiW2uGiFo1vMuH3wVWyVLXl1vtBm71JBprlX0X6Eias5LWG/fFe2kAkrVcp8YkXKUKNybgwgZVhA0CieoQLBJCHcyNU2IEfMFKtdI9PTlUBqRaIzLbgWtazZNzYCCgMs2kpSkBJ0Uq5jnaoP/F3wqJtbDd+c0nMP/dXg9vvKQ0UoOqk3Ec2YunfRvhDonA56/lJzj/3Vo1UVe5lraWOjk1LRr9J/WkWbLrrrMD2lT6Wkl11ZF3NffltaLFeI3muW0lZXzHco8kZdoqiheLboBH4WEz6NxMpbjXbbkkaL27S1bbx5gfEMnUaUEy7KlzIHWAeyfCEcaUCrcXMMc8Z+YhttzN3jmL/AJxScWcFVbh7iP48od/i2ZXfJ8xXay/+X/SNs0qlkZVyxzfMIn5VU3C9OFXqToS2lN0Iv1OHwEBrG+McScSagtPMMnR0G7bQOhjOmYm8W1hUxUpha22Rf0cHRPui5ZeYl5NLCByQFX07xDUqao7LUeEeN55cpIw1h6TpvrS1zHenr9lUadc2/MyXo7qr92by8IzlPM1M8ttZ0Rl/a/rWNAGXSmx9npjm4mo09Wem8Pw8JQvFaHgQAw563mdH97z8PqipnJV2eTMstJCUZMwzRfiUyM3PtaRkcYvGmsOu3tzEZEfrEQcNJudhfEMPGNHMa34ItY9FxpUaepVhMsFTdz81X/4osOMkvW8BcZJfHZWVSUy+kskHRaQepJ94/wAUCvAVGmX5WqVuWqZpJp0qtxp29ubl6ldr7NI23FPGDte4OYTpVUXzKq8pT4J1KmwMiVD3n/DHSdL3rlfzfweWcrRWl7fya7iVhZGIUM8VeHU2lE6NZhlo2zr6f4bwPMZcR0YuoMtI1mjS7NTDuR6pJRZZT82MhIVfEeH6LN0cpWiSmx6xtZOpi+rFepmI8J0ShU3DfKnpM+teQO15wYRtp0FcNc3Up8UUF+jYtNClaomYZdaBbWg3C83jEvHNIdpPDenlXrA4+V3t0+GkbPCvDyeYl0z8y0uZccb9YtWpRl8ITxuLEvw5pjOnqncjbbn+bz7X7sLDEcWrGBqnheFBz7nT/wALsf7ooR/5zo+5Mc9ygDJ9c81zCU7ZfmGOh/hci9BoSj/3pwf3RHPkmhllpaGJYO2cTkT19G94z4r7W5RDWnYuJJadW23VobKglIsLp17+mJtEUAy4lSZdSkPZkrCbk9nexjymuLUFgIfKioEL6iV6n8ITIO3U6uZRmbQ/13KTzBpqMwO0ZEIUk8UuTbeYzADhBuT32TCJ118U4sofUpLtkHMe0Oi/d5x5X2Gg8cxICilRsNtrfVpDAUlMupa7gJyLUEpV0djb32i2Oj5SMGEhgmtImZibDkqEOO2ClqNyCEkH6rxPfwDUVzLaxPSRCki6gre5Gu+8XQ4gUgzDjHInCWXALJToLADv90SG8d0BZQ1eaZ5ZBQFITqbi428o2qWJtoLdGVHDyr8i7U5KpsrKnI4qygf+sOynDOvvpumaYAQcubmHwvGsGPqEmYWiTmX0JFihC9gfm7eUOSHEWiU555c4pwpLZIGY72taIqmItsSyMMnh1iFCXLPyzuRZQSpyxVqdfuisfwrXS8tp3lC3TmD9rnX+cEGe4g0BIeLImHAbLTa+gJNxFBN4tpczLuckvBKXfV5hqRrf8IthOsnqiaGYOH6ssOtiYRy+wpCnDor5lzvCzhavtKKrN5FpAWQq2Y30Rf640MrVKSiY501PJdYQo5LixUPdfeNNRcU4eelkKdqzTa0LAcYUL3TcWVvoRaJOrVWyBkSMbI4JxIWEpRONozi7qFvqAAIFmz56wwvCOLm0lhp5SwUFKuVMEaa+r174JFQxbh0JU03WGVoQpJJQDdzROo17rR41imgll1x2qSSVNOhXU4QXBrrvvFPFrdhsqB4vCOJxMJSmbbQ4rLe76tSPZPnEKfw3i9hbjpU8dLKtNHoNzBGOI6S4/MITVZZSk2SlSh2h873x9M4gpq2XlqqMoBmSjKXE3A1ss6Q3GrdgZUYFii42aSQ25OcwrzpSJnQjx33hD1Fxqp1BUieczFIC0vDqOmu+4gizVWp5DiUPyTy1OJC1B5O99FDyhUtPUmZYdaXMSoeCwOlSbFdhoNYHHqLoEHHxXjyZUhwy02AhwKCebqok9oawn4vxuhLbapeeWhxYWopcJAPcd/OCk1NU4trWJpghDqULs4LpIPs9XlC1VCREtnRMstXUEABYNlX07++0KsQ/STKDCns4tYeSJmWnkZzYmyjmVYWV98S0MVlUml52RnOZzcxKWVG/0hBEcEu9lbVMNI9aBYqN0KyjbyNobl5ulqKmTU5dgl5KQbrskC1wPfDrFP0iswVKYqecLSqeCjdbZuRfbqi1wfPTrOIZUzaZ11S1EKzJWAnfq8I0hq1Dbc6Z5lsZ+lRWDk26PdFvRazT5goDVSk1uKfyJCr3J16fdAqYiTX2YYr5k5cwtiVHMfvdy6zYH6xCpWYdllZVy6UlbqTnQk9N8llbwwVuJQkpcAyuFKgV3CD09Go2MOMLDhYPNSAXggBxaens3QbiMGTUk5ZolHU18151x3NzCogiMTiCaC3Q23o6lQ6ovcQOvy6nD6UFFtw2IjILSFLVOOKK0rOo8YNCmmtTj4KlKM7os35lLxJyBSiQCfCHpJnKM4R1g3t86GaWGnlpCUEG/f3RYLPKCydEJG8LXTSsj6F4dTjTipyJKRkUm/sjeGxMKU+tWi27anwhr0lhWgeswhNyO8xS1Gvsl4tUlozDwFglOw98LQw0qiu0NisfThLKmXE0+lxppojM6BofKMZjKXVzmnUqC2wdB5wQcJcJ8d4y/wB4zLhpbX/PzJ+wWjd//ltWZdvnYkvMd6uTp+Mb6MYUtnc4dfiVvOrDPwcMQsjDXxZflzLC1fz/AJx0FTptl2XQUupNxrrHLVTwvibhPU3Zx2QbnJRzo9Ib8/oxveH+OJSsTDaFvFpxGUFuKpU7Rc0Z1UyScQU8fMTHE2P32ArnSVOPo0oj6ftK/V/+2NFwi4qzGD3ncP4jeNRkmF5G5hHXy40mP+ENMrBVNYVJln0NuuGXP6RebMMqu7wgVow7VqY9SMIVanPyHp0zzplVu34J9w6o1SlCqrRZFSUtwh/CFrUhiCn4ZapEw1Oc2dBI/d9mOiaMjlUmVbO4bTtt2RtAHxzwPmpefl6vg4lXooDvoTjnzfmmNphLik0psU3FdMdo1Wa05T7arLjNWWZQS+FWLaM1TVmFVetk+MIDiUlWawEV7dTS6wh6UWlaVi6Sk3uPKKx6cQpakjOUhF733MVKA/FsajnNrSjKoEq/AR448OQpW2hMZynzJUkqWotqaTonxBiDjetCnYKrVQvbJJuK/aylI++CoBcwbfB9T6dj3F+KM1kPTC2UHuN1Xg4S9Wls7rPpCS4gessdr+MBvgdLytH4PGrTi8rKy5NLV3kpTeMjS6xPs4EnKky0puo4nn+W1r2Gb/yyiJbO9e5Y7uKS6Jfn/s6TkazJzLLjrT7SpdJCFLv3wusTqWZDmtEerzLgHutoTWWWpyfLWHsOSomJkX3X7R+kcyrD6ozlFxdXMR12cqk5MmVkZnSWl7/IoT2fffeAoX/v92RTN5f7+f3hIrlbd5B9e16xzPy/onxjHTtWbl7OlIPMPSCrQHz8IzmJqxT5KX9OqE5ZQullto9SvfA+k5jEWO6iiSosktTIumwG/wBImL40rq70MsW5SyxV31NljHHckzUPlmZp1v8ARy/8TsIoqNWuIOLXzLYdkX+Sj5g7H7fdE3gtgWj1riTOUapvN1JEqjOSk2zq028d46totNolF/NJNpiWR8xEWVJuD0RpjSpuHO7fJfycq07AnFzDbE3MydPOup9HcSr+6DEuU4n1+j/mWKqSpl1s7kZN46pddl+auxRFRiPCtDxNSnZCsSDL4WNHAmyk+YPcYp4mbcV4ZPyuwMMO8QZSoyLQlHeY2vu+uNA7jI8lYHyn73SIDmK+EuMcFzL0/Q3fS5JrX1ebm2ze0n+UNYYxyZ9nkKDYmh0OIPtX3iipQcdYK4ik/iYcJmuLm5c8uwOmZQ0hMxVVeiFNym1hdWt4wrL8wKcmYCi4AoZe7NEqUqM0tl5xxOcZwMg9mM15l9pBAp1V0dd5/N9XEPG9VaXwrrrrxyn0N4faMojMST7TQbdbNnPbQk+z3RV8ZaohHC+bZZJHPfYYPuJuYupq8gXtFmv4CS6ZLhrSrCxWFL+2CGm5UOrLfeM7gKmCQwXSJRCr8uVTr5xpLlLSEqsT3wsXnOg0kzyZAbQClWa8R3bMywc7wq9oZqs42w0SbggXsIz03Xm0qaStYUFDsJ3hlHLqZ51svKaQzYsW79ekQlVhlLCCXgO1GEqeJwxLz7z55TTa+/2e6BDWMUYp4gVBqiYYZfTLFRQpxvTPtqVdwhqNGTeqKHUnKWWK3OgJ7EbMxyQ1MJsDr6y+WAjxFWZjixKTLTozC2uW+aNfhrgJJqlg9PVyqCa/SBDm0U/Efg5MUGXdxHI4su1Io2nG1Z9Oz1DtEny7400srehXVp1ILW2hfylXdFwpQW2F9X6w0Ji6kJzngELSHFLyov4DcwFpXE9WobrTeKJB9piZHq3bZR90XdMxLO1ynfF+HGOY7+kqDn6PN4RWqE4+bRC509OvYtOIqBV+LGH5Zj1jzCAtwo8nP9YL3EyRlZ7hhWm5zlZG5NS08zs5xa14H+DqGMKkTK+bOzrnykwe7Nfq+2H+O2IR/sqcl2ZjlPT2/wBPLbphovNUjHuO2oQ13RzlQzyHnrkXva6e8RaS6kqcHq1FKVk28YhYcZcFMU6MmdShvFutC0SySpOVQsSpMbs15GJaSPZEuodSvORqb9Wu+0adl4K705fKM5J8lvK5oDck5huYmSkwpC5h9xADY2AN814wYqk5bbno/DcaqC+TNJLzBBAIuk+MZjiHRJiqsNiSspxtWdSCbaeV4uaZOtIUy640VhRFhe1tYvqtMsTb/MSxkUbhKQnY2jncWWG5uqOy4xxkcvRgUFMxW/IsSKpN4My+blp7heNFhTBz4mBPV0+sZ+Sav/X2RsnXVjJCQbvanJ0xon4jKcWoqxXg/AqVKpmnqTPRWHZRxpbCHM4J2j2mUxIZCAwhrUDaFyjlkC5ItFkl0rZSEKJvbujkOrUpvQ71TA05I3GFZ1EhSF0xxm9m1BSydYBHwjF56JTzyihBdJSb6qgmM+kz0yxyw560ALAPaga/CbpzklLU9ClLKErOW5jpeE1HOs0+h5TxylCjTuup1l8LhlbmEKQtPsTt/wC7HN8o0X2OS6y9dtz+fa12jpr4WGc4EpqU99ST/wDScjm+hFtLa3XVlxwHrNrZu3HSxn2jPM0vKmWdIRlaWhSA1Z7qIUm6DdW2uxifRUJyqTndZUHDdfXlQfDTuMIadZTmSjoUp7W99BdWh0jynLsl1bbzd1q6VZE5SNdDqNYxJilZN8l1zkmbOZKkosq4uLgBPZiIGCJV5L00rKoBpGt+5NwfdeH0vh6oJfecS4Q6kABZOY30799ITPvuScg7NOArabstRAPVoP5RYr5uUgO2eHSkTi32qtZt5dwCySTfv384dRgCQmCgu1F03AUmzVvereE/7T+fMNNNyDqktruVhW9tBuPKHkY9kEKbVMSryCUhSuhBsRfX3RvTxFtARysYXgulNKDjNTWtxL1jmSeo/O++K6awxKuvl4VB3pCt0aHTeFzOJaXNPN+ufZsokWb0v/QiwlMQYUMqGXpt66U2upj2rbRZerFCKxAkcDyroQg1KZIF7EI7SbmH18NmXErLE9MONJJ0LJuAb6/fFi3ijCkgr0hh/O8P0amj0gExNVxFpR9IeSEsq5iSEJQdU6/yilvEXuhtCmlOGDLq1IM49yGldsIGqvEX7olS/DOQRMXeqEypObIFhCL5j4+Ii1Xj7DrDUwUrukrAShLQPcdCLbQ0Me4cl0PLUs55d26ByU9YOa428oN8QHQq3OFkomXQ4ajNIQF5XClsAhWlreUJmeGUmm62alMtrvYlxCDlOutvCNErG2HFtKSicUvICpCFJHUDe6Tp3WhipY4w7KErl5ha1otZIbSoFN1dOohc+IQHYoF8Klhu66qkKC9AlgaDuERTw1WXy49Um2k3KSoy5IK9bJjQ1XHOH+WWUTsyVB9JKktg5k94ERxjfDKm3GTMOOIzZxeXBuNfPtQ2evYl0VK+G8y2ls+msqJJSUqbUnLrERHDucDrSU1GTaSVdKlXBGg0PnGumsaYcUErE6pSw5qCyRdPdex3EQJnFGH0MtrbqCnrLTzCoLHMvbqHugRlXJdFB+QM8hgKTPtK6rd+/hDa8DVXKAmYlrpVfVRjduYmw6imuJTX23DzkrFkLHMvfUecRvylw84lJNRaDqFCwJIBFz1e/SBxsT2GyIyowNiAy7L7LrbiVqyg8w3T2bk/bEZnh7iFwthkI6jexc0Gg1++CExiWkoBa+MpZ5K1hHSsaABPX7tIYYxBSMjpXPMFsrSDZSe3ZNiPKJxsQuguRGCmeHGIFAr5TTLaxYgOJII0++J+D8G1el1mTnJxtnll21kLN0p1198bs1mkOmX5lXlEIU+XFgqR0nTX3RGkcQ0GpT5k2p1tbpfJbsbAnXq90Hj12hcqRqJQg8kKcecbSpRHWRm7NifdD7L6UTRSvmvKLqFKHMV6xPT1DSKp527CGvVrKXVjMEgWP29mHafyxPBIY1LjYWtPsaIsBr2TGJ7k2iYCqBybqav7K5iCuXZbzpabt1X+uHpxLrU6rzUfx7vviQuSdbeXzlWGfN9UPKThHm3NWC8MlOdsugxIWQ7ZQs5bu/GK2r1uVkZf0Rj1x7/9YaqVUW8oU6ntFT76+WCj50Hjg3wakqfKtT+JmWpufeHW25lyo78sXwpxis0/w/dnTrVZVG4U3ZLr+yBDwy4aYk4iuuzDE4xLSLOinFnu8o6c4Y8JMNYOkkH0RE5UBqqYcF9fKBMUr4NcWGmmHnvybnz+k2y/zB/rWOlKJOsTko3NtOJU04kKQpJuCIWtKd1fZmKlZLLls/zJaG272Itm7oW+0cqbnRO0K0Wsm3uhyYyltIJjOpFtyJVqcxOMct5lLrfzDHOPHjBz+EZpnGOGZd7K65+cNAdKPf4COjmjkbyL64+cl5eaadlphkONOJIIWNCPCLKU8jFqRzxsc9cOOJklU6cEk8md/SN/dBhpj8nOtMuTCGXF2ABU2DaOPuJOH5jAPFBynSgeZly5nl3/AJ7ZOio2+EuIlSw7Vyivh96TyBIf+ZfZUXVaWXVGKE8p1O1YbRW4goNIr0m5K1WQYmEKNgVJ1T5g90ZfDWMKZU2PS5Se5rdlZB9L5saRutyz7KVEj/yxnSaNUa0ZA3c4d4tw1NleBsSl9ka+hTnZ7Kuyr92I4xvPUwtjGFAmqRMvZsrgbzNZveNIKzdWluckXA/zR5PP0ael3pac5T7RFlIcSCCLX2MOqnqEnTpvZ2MfI1yRqDCV06ZamUuC10L2jIccqiZfAk81/wB5KWv7wP8ACNDXuGOEXnc1Icm6RMjKVuSjuVCb/Q2jGYo4aY4dZlJMV2UrMo07zG25gqaX2ene8WRsmmUOJS48n5ilcDqVSJIlgzeRn97VX4f3oZoNXacxdLsvuqNKwjTEKWtP9pbMR9ukMcT5bHVTrFDXU8GTYlKWM625f1oWnTwv82MMalMU7CGI5E0qalqpVptBW4oH5O+ZQ+3SLIUr01G+xfxeZtrf+r8je46xKl/BUpJI/wCKrzvpc5/4QVpY+8K/dimFcpWG6X+eHmvW/N5f/N7oxdarSm6slyYBW0zLIbl2z1dn8Ncx+uKaVYnsSVxllIVNzUzZttsf13RbGjBq8/qUycpTyR+i/Yv8JUWtcSsaiUSlSWy5mdWj5NlMdXtUXD3CzADkzLpbl1NNEpKh1TC/mgwrglw4ksB0FKFi886B6Q5+tGB+EiavVeJmFqFIHkjtjmfIlRUrqy+PTFDnxX8ja1Ghyx3e76FBh3h+/L0GexvWMRzlHnTmeddZQNUqJJTY+N94Vw7wTibGTBxCMW1NpmYNpck/u5v7sZviQjG8rMz1OxXPTL6Q1+Y+ijJK2zJ/6QeOAWIZOZ4Xyj620SSZRvl3cNgcvtRKuamtHuZ4KnN5pR2/urMXhnE1dwhjn8h8aPl0Of8ABzp9vMnpzfhBaXimh0KkOT1YqUrKtJRmGZdyv3eMCfjfi3B+LrU6jy6q7WG/Vy65ZPyP7XhFjwi4OtoSzVcXvmozBbu2y6c6Gf2YqnTSavv2Gw9K6zp8vf8AjuPT/FKu4mmVJwPhGcqLO3pEyOU1/wDhgNcRsA45pJ/Kp+kSsoCeZMCSXmyZurqT7P4R2dLyMtKM8qWZaab8EJtEGoNMvsLYdZSptxJSsK1BEGFdpXS0GlRhLozlfB2K/jekyrDfK5kvl5iF+2oRpxU1uEJbYCQFkKa78sCriLQnuHPE1/lNut095XMl+X2S33W+2NgzUmqgyw5JTGbKkKUobGErUcstCqnO5s5ZLT0mfSG0JdNzvrl8Io+NQ/8AQ6RA9W3MTjX6ux/hD7MtzHbqU4pJAWgA6Hyin4qz75w/RpHkXtMoP7pOVMJTjaal2LW9DozD6eVRZFtRFkspH3Q3UKqiWcWgJBsm14pZOq56XLZklJTLZj7zGYrlZ7aZheQKcAvfuEJBWGq1W2yZiHEKEPpZcK8zqbZfCMlWq0qQZmp5+YbZS23mzHuAivxFVZJ2f5/prXKaF+390DKTFQ4m8QxSpEPmm3sbbZfnf4otjBSV30KYKTllhuy+plJxZxdnLU+8pSW+hxxzZeWOg+HWDqfgqityUskFy3rHLbxa4Xw3IYco7VKpbXLZQNT4nLFs1ZTWX2hoYSrUk55ZbHRpwhSi1D733/0Kk+vq5fb/ALsC/jw/N1KpYbwnKH/2hNh5wez6vbXwufugqEhIJJsAjWBBgx44z451Ou/K0+jI9DlPDTdX2kw1NZU3/biPWSX3/gEyqYXodXoaaPV6ezMSgHZtYp/VPdHNnEXDFW4W15yqUq/xDOu5B9PcqbV5iOqp1ChYW6vZHjGexth6VxbRfieotcyX7j8w9yh5xZSqWKatPMBalYmanpKbqvPa9YPVy8C3HFZVXapLU7nKW0PD2Yl4/puI+G80/RHknkTPyblu2j5yfP8ACKjBNOD0uqbLwW673n2YujTVH3t9jF5tC1kpBDampbRppIBN++H5uUmAwLNKCFaAeIiW4xMOIccdKM4SSlIh6XZcmZdTzsypktJIAO0JKraRVGOeRSqa5YQFAhQ8fCPmUpdLaUKKvAW384tDKPLbDy2bgtm9jDEkwEVBpKynK0nW538oDnc3QbHFLHaCVoQgWIHfFnJzQczWRl0vfNEWZZmmApDPqwtKSkjW9ztDrUs41NhtbhSgNBRC27a/VGarGNRXOxg8TKnLKSHU3UU318BHvIUp9tR2THraVISp1Ol+47xbSEmt9TSXARnjmVZOD1PWYaUaseU+bas2QGr+EW0jLBYCQ3bKB3xJk6U7dKCm8aKRodmgQMp07+6OHX8RalZI6UnGlHmFYYlkSs5LuJQghRutROgEBL4WM8JyoyzLSkqbbUQVA7x0Qy2z6tCGRomxt3xzh8J2R9HdYmUtBIcXe3cI7ngVfPUPC+O2cbvY7B+FKnPgOSPhU0W/cXHOCU2l3OSHg7zPWN9PzT/COlPhQADAUj5VRq/7q453AZzaO9gq/THp0MdvGfanmaf2JMkyXZQ8sFaA5Y6N9Qsre0WclLK5DykpLiS4en2nE9ept4RX0xKPXekJDZBtlS/cHRVj2donNMoTLvulkJdS5Za05SL9VrajQxkSEKCoU+XNQWtxuWdUHgrVQtt2uzvFXVGpSekHUJSgOLXkeCFpsR3ERauOuO1fKkTMutEwD2nCjNbs+6GqiVyUi660C44Hc6rLWCk+G8W03zaDSVgbM8OGGyZhNZLKVOFLqCU3OultYfTw/YfmXUPT7nLuUJUpSSVG3drtEGa4l1Y1B2RlpRCWGVKC/SCbjXbWFuY+XLOM8+RSrlErVlVc5fsjotVraFd0W3+zKmtzGeYE0WCdbOdoa9OkPJ4f4cQ28XzNJBukDqO4Nh9UU/8AtRQlttCpRaUJWVKBWjRNjbu3iRK8TaWGUh+VdKk5ib5DdJzae+KWq4+hKY4XUbpUuYmlFJUkXQb7q02hCuGlDSQ03MzgK12WSk9I16ezvHo4lUZxbagxMXbzKV6pGo6rDfePm+JVHW2CuRmCShRy5ACoXPnvBTxAjsNK4Y0dkcpyqP8ApPUpJISkEdXnEZvhtTEtlHxkonYDOg37XVtvDzfFmWWwgOUp0rGcLUH9QOqx1EfJ4oUZcq0lyQnUi91q54BCuq31Q964NBSuGNMEy9/vV6ylZmxoMw16vfpDb/DqkMzLbEzWnEpcd6EnIL763tvpDw4oMBAHoMx2zc3QSk2Pf4aw1McS6VNPNelU+cKS4VZgtJKTrqNNtYT342h89wskwsqTV3AEudCFFOqtb928RH+GxzNIQ49Y5sznRZHa0iS5xNppaBdkJrMpZucydDrrDMtxDpy5o8xqYQwhRXsDcgK1MROuTQ8c4aFlJW5UFpF8oSnKCq5VCHOH7JaU1z3S4khILiwbK1sdtomz/ECRQ0HZNpc0tbmYIcatkuVX+qEyuO6Yp+80yuXTnvdDZVc2PSdYbNXJoQZnh04h15LUwtQbXlSgEHKTm2+jCHuGyxNpCqgsBSuWmyAQlXl5RauY/oh5iGFOhwrzIc17PV6uEO8QqOqdKlNLLTaczZ5h7fzIkZYgnuyC7w7WuWW4Jq8xbS6dD4qPVtEdHDhXoynBPpcUVhQQUHW+5OvZi+mMeUaVl+WHXT0CxzXt4twlGPKFYBtTiR80jX3bRM1cGhn5fhi+Zj108S1bT/xPm77ecXuEMAzdKqbM6y+OY32/Ue1Ygp1/GJkrxBw76SHvzq7eb93W6U6am0T048pc/MhiRPMdR1/8J7/vhXUr9wWRrktAJl8yXEqD2riUnoOvTt3w5y2xUypbbiFc8ghQHqjYeWxiM1NN+iMqIl0Olw2uNFDW9/OFhLXp7C1pZczOnJmy9YsL5vd3RitoNC+cyFZp+R8vef7OsUWL58U6mFJ6nHBYDvv4xr59xtt1xZGfXpgTYwnlTddfaUbKZOVKffC4ZOtU5tonsfEJRwuHvDeYVfgp4STV63MYnnWyqWljkZBG646kYbCNlRieAtD+IeGtPliyELdTzVm25PfG6bOXdEXuTnJs4UlGKSXT+soMdYVpuLaI5S6rLhTZF21e0hXiDAh4O4iquFcQTmB6kS+xLO+rc6V8v+vCC/xUqk3Q+HFXqdPaLk5Ls9Ft+rTN9V7wM/g6UmlVPCrc+3rVHXbzqz2/2v7phpXdJw6FDjGTuw3UidTNc0pUFExPeF2w2dCqK2nUxuStlUQpUWQPQFnqKTFDHURl5r+z7f8AVo9CbJFztCXflYrcQV2Qw7Q3KhPuIQwjtKVue6DFXdguWWOYBnwzaQPiahV9getbXyD/AIk/h/ejANYgljwVmJh1AW86jlo01Sr2YJHFR/FfEPA856HR/i6jMt+ltzExl5r+TUdPdHO9KmJj8n5ajoGdDk7ncHgO6N2VTil2MTUlJtrcKuDeH2IJfBtOxJR6iZWbmBdbLh6Yl0XHy5JXoWI5Qo1tzG4JLVfl6fhJMsbNWlUaH2IDmI63R59ZZbbzPHRtEuNzFVnUhGTGnlztQVglJxGy965hXN/s0X928MVCZacU069MFnmH1+vTlOojB4Y4d49rBD1GvS2VdpyZ74seG+A5jE2Lq7QsR12bc+K15OZLOe3myxW6SS3HVOo2lbc3EvXGbOMykx+3fwOkSvyjfI5Qau6MvrOz+19oipmuA0w6T8T4mmWrdvmdXd3ERmatgjiDgyXdfaeNYk3P7PNzf3d4MaaezA4TXmCIrGM8JVq5Zdd/Sf1+zGcnsVNPSxnlNtutNfKOED3xgDiFyRFpinvsOnTJMDq/q4jP8QlvyWG/RASPSnL6fq90XwgVS0M3i+pvYoxK87LSwu4eWw2kez7PT498dK8AuFLGHJeTxBVk5qm43cJ7mbwKfgm4XeqGMnK2pOZiUbu5ce0ezHYDQATn2CoXEVmpumtkbcPSjTgmt3+g47y/RYBvHqeSzxYwJyH+c9zHLt/MTmHV/i/dg3ulCpJDrawtAtYjvjmb4RS0ynFSh1mjOCYqimQFS7eqmyDlF/ePwiuis34CVP3CRxsxzR6VhGYowYXN1SosKaYl203WL958IB+GeH3EV+WkpCr0OrP0UG5lg+EpMGLhFw5n0Vp3E+NXGpyoOi7SSL5INQDYZbA0tE42VWRZwYxacld/kjN4TwnRKBTWpel0lmWNuokAr2HfF1Jt2Ljfsez9GJUxe3RvDTVvZ+UjNmuy2U246khsqJQFbW2iPNNAEHuvtDqCcybnUQmaSerXU7+UDYrW4B/hdYZNSwU1WWGrvU9etv7M6fjaAZwnkapXWXJBmrMyZb+hHaeIJaVnJR2XmAl1pxsoUhQuDpHE2FlChcTZ2TzchLbrqN/DNGynO9JvsZaulTMGSW4eYjU8htjFIPT2uQrT74jTXCWtVBxDc1jVJIVe3IOn3xSz3FeWpanJeWeNSfPqwG4ymLsW45mn80tmkA5vKS3W7+t9GJTjN+d2F5n5KYQa1hXEEmQlzHsw6Dov1Vr/AN6KudwhTy8su4hnppz9eIGA+GlSx1h340YxyRMKvzGSgrKFfS1j2c4ZcVcNsXZelakz8yXc6/3SBEcIvqBKouiKDiszS6X6HQqG0X6jM25nzurTKPfB84GYEZwfhhl1TA+MZkZ37930Y5kDtQpOOGatiSkTv5q56xhwZez2ct46EpXGmmzEsHH6FVmBboysFWf3aQK8HpbVGjDVlSUs2kn8ugXFKCUlSjYBCib90DLFfFWRp7z8rhmQmsRTTIPpCZcdDH6x/lGampjF3FmvusUidqVAw6JfI4463kU987N5RTz87izhNJ1GmGmSM/IzALUvONM3Ob/mRKcEvmWVZzv2T/H/AERpjilWMSy8tK1Z80KkzpI9MlwrT6KjF78GaoSUk5iOitTF22J27bv9onqH8E/vRmOBWE2cUtPrqTwdlJJ3KxJ+xn7WZQjQGWksE8dmZKSEozJ1iXSvJ2UI/V+tP3wZJSnJ/K/4FUW6cU779f8AYfuYHFhZPQIfShCQFuHTa0Z5ibUGTropWltYnImy6zmdPaXYAxRJWLoVSn4pYTksZYYepr0sHnEBTsqQrKoLSk7GOMJF5+kVR+QL3KlmXbFa+z2tI7xl3eba/L5XV+tmjj7FNCkhx6mqTPs82TmaqrmcvL7ar/5o14eTdCafQzVo3nFdyqerVcqjbbVHorjqEHtlFh9kWVKwnxJqtQbbZokw224O2prKj7Y63wvh6hUuVDNMlktteY9kaRpkoQGwkIAEZ415RWxo4NHNbV/kcd1LhZi2XxNTqDP1kIdnhf5S9o1Ux8GiuMSy5hjEwDyTa2S8bbj0H8O44w1jIaybZ9FmPI3UR9xV+7BYwzUmqhJFTTmdQAI+uGnXlBxV91cpUKTvyI5PqnDDivh26kU81SWYRnzSpz3+rf7orMO4t+Nau3I1pj0R0aOLPtfRjtKYfQhBU4pKE21JNhaOdfhKYPw5Wac5XsPzcgKvKovMNtOpCnm039lO6x98RwWI921ZPdiOfD1T1I1PTItz7TXJDwOZHzfd9cXspLstvhtzl/N/EiAfgTF9iBPP8rlt21+irpgoUetMqYaN78xe9+nW/lHmfEfC+X3iOxgfE3TksrN62+2nMhTfYiwl1pcShCGz1xjnqqZdctL51IQkm7qNSSPZMaOj1hK0KWp3MEjpT3kHe0eTnhakZ3Z6F4+DVi9pkor0oqKeyBpHPvwsG22pBtKk8twzB8gdY6BkKslbpaZTdVsxvHOvwuH2ZiXkVofu4XlZkDYR7L/piOWCfU8x4rX4kjrL4UaAvhzLg7/GTNvsVHOLWjSfVZbOOdH9p6tXTHSXwnm8/DhsjuqDP4KjneW5HIa+W5t/WZ3G/mR6DG/aHJo+RElh+7KVJedCspFiom2iro0vvFgwgJpq20rcQMxKSoiyRdV0G43iF+bvJCEKcORByhWUkpsrT3iJyE/7sIyrSnPcJDSusXV1DKd4yJCFE+wwifKUKQoc5VlOBJN/Wee8Im2XFtOJJQeYs3BbUA4m6r3t3iJAZUKi5MOkOoLxvnU4M3asoXG8U2IX1qp8zMtpRzULKltZids1iNIeEdbIZszS+H1ITPvTK7OFayqxUoAiytTpuIkTGEcOGmqJQwhQJyupWoqX2+rXvjDIx3iGZqbzKVSjLTbxsgtjq1VE/wD2gVqVYKHWZSYTrlLYsB2vON6o1raFLsatODsOKbeX6JKKbS5oeYQVAjQ7Q9K4Nw86u71Ol8yFKRlEyNe1ZY02jIo4mTqmXL0iTBJJQA4oZdNRvC/9prgW28KYypaQoJCZhQ6bqumFdPEDXRp38CYbQ3LoXTWw5dQcyP3Gbqyq/Vj4cP8AD5fDqpUJUlWXKl/Zy/v7J8YyrXEhS0p/3SAAVBJ9JVoghV0bRJPE5mWWHGaOtRF7fnO6b9nVMRwxBNC4fwDhtS3VrlVthOYHNm0V1eHdDkpgrD5lglqVbKha59YAE9WnZjMs8UpzlqDko0skLU4kDLc9Vk7bx6nipO+jsJVTQg9l1IcPUOq20GVPEEujVDA+HEtqL0k2lalm3UoZRY6HTyiDPYJofoh5EuznAISbLATqdL/VFKrivNOoSXaaFF1Ssyecs30Ou3nDSuKBcbQ2KMLKQrOnnKObU/ziKGIJdF4MFUBEqlZlkkiYLZSp1VgNdD0wl3AlCUrp5KUqUQqzyuyArTbeKQcSVGXW0qlkqXmcdJd2Vc2O+8OK4ksOyLTKqM5mC85KXhqqytIGXEE0J9Swjh+QlWZqy8izy0lT26SVbwpvBNMXKDKF3Wuwyug6WOu0VU5xDkpmV9GXS1lKLLCVuA9d1ae6FN48kW7oRKuOBBK05SNFWNxvtDZa5NCVM4DpaAtPrg4pXRZW6Oq598ePcPJBT4aaD2VasyRb2e8/rR43xGpILbj9ImFAErcAbsQqytR5Qt7iPS5ggNyjyXQs53ALADyiZcQH3Yqa4dSBZzSz76kCwSstm+u69tojy3DViaeLjU++EpWCmze4O6omK4m08OGXRKPtICQpCgdiN0jXaHJfiXTmFlDbE4gXBQUnQeIHVtAfHQNCAOGLa1AelPfnB/N/Vq1+d/Qi7pPD2nUqoid5z/5s588de/lsYaHFGnoNzJOeo+R61ftf0Yt8L8QGK7WhJSQmWnfWZPSOxlykq87xJSm0A07ymn5dPZUnnapDx1OtlDSEqTeabQXFhPpHWedqo6WI02HfHofdSlpCytADpspPM9XvdB8z3Q+xNTSquzldKUJeISVhXqRYdJ98Ynoi2m1nM1iRfoi5pU0OWJftn7YFGDmRXMeScl/36eH4wVccTDBwnOyb/NJuvllv+tdE/wB6BfwoQhviRQ8//ek2izBfZSkjteMVW6sE+h3rJMciUQw1+jbCPs0vCtl5QYUk2lx7vuiM06AvOTeFS0M2a8rkuYQl9BQsApcFiD2Y5rnH18J+OjXoYelKFU3fWBzsZD2lJ9xUr7I6SlnW5h1aUGyTaAb8JmSTXMT4Ww53rW5zCN/Zy9W8WUudSi+1/wACmrFaZdw6M1GVdaS8twLbULhSTeI/x1ItPesd+dHNWAcKVisYmrlCo2LalTqfTF5EXId/l9KLSpDGdKrrWHKTXW6xNtG11y6uhv5yt4iowaepTnrZkrbhxxBiqn06S9Jmn22G/nr0tGAPxhxSr9N58uWcNSDudzX/AIpXsqt4CJVD4cztTeancbTzdTcR2JRsq5aVXvt3wS6PJy8owGmgG20CyQO7yhHNJWRrp05RleW/Y8qUtLIknJRLQ9HDJbCO7LltaOEcH8ljHrhe5TTLTxIb6vZMd21h0IkXlo6lpbUR9kfnvKOTq664lgfnbrhH7xjVho5otMyV5NTUluF6mvzuPsTCkszAYY7cxMEwdMDYBwjRGfSGJJl+bOXO+sXVp4eEZfh9wgw61RZWYqLU2/Pqbu+sTS0W7+4xOrHD6s0GXfqWDa7PrmkXIlJpzM25buv4++8VSak9S6LnRVo2Cu8m0usIsxdBsfmaRzHwDr4oPFGs0aqzvMRUHjaZ+e+k/wAeqLuucbq9UaHOUum0F5qpS8vlm5gbS/cVWjNYwkqXJ8McKS9FfDtXdn8zczzMpB0vDKHun8/2Ez5pJ9v3Oq0NIcbzA9rqhwNILdjY5dYDOEOJkzRTK4fx7JO02dUmzU2r5J369h9UFqh1SnVWQS/T5tuabVsWjeMcl2LVVVrNlHj3B9MxXRzKz0ulK/0bgHY+aoGOReMuEMR4Zmm5Gqvc1nttON5vcnq8Y7lPyloGnHjA05jjDDUlIzSJd9h0uDMO30mw+20a8PiMrbm9BKsM0bIoPgrUdNI4fpedN3agrmQZEuIUjJYpywCPg34iIoDtDnFfnVMdyj3QW5ieUpvmc4JzRRkblK/djOtFx0K/ifimUw1hecniQpQsG2v7RXcIznBfAq5Rt3EleR6ZWKr6xSz3IV1Zer+rRicbzS8W8XaLhFq6pWWV6XMqG9/+kdESyQwhpI2ASP1U2iypZWQ9KUo021u9PuPcoVMI5eic1h7olOIDatSDfaG0EZhZO5j2YN7i8ZrCiN0HObAHeIz6wjM4RcBPdDNYd5NMS4pWUXtfzj6QzPNZ3FXQUWMF8oU7j8oSuVSonXuhxRskhau1vFPMTapVFiez2REKqVYyypVxatHO0IdwFnOzFVxeZtSfmgn9qOG65JVSuYvn5qm02aW47MurWhlPMDeZV1aiD1j3F9bxPXXMG4NBMyTaZmB7H6vnaC9w4wRJYUw/LSEuwDMKbu64R2z7WsaadThaCqgqsc8tunzOWsNTGHsM4dbcl0E4lmFiXW7MD/hB3qA/hB6wBT8JYUpCOdVJR6oTBzvPOOhSlqPeY1mJ+HOD8SAqq1Gl3pg7PJTZw/WIylX4O4SFHmJai0wSs4sdEyVqWpP1Ewsp0ZdS6PFSabKHhAAeJuLpynDJTHXE2A7Bdv1kffBhm3ky8up5QKtQAAN4CPDDFVGwJTpjD1fbckKo07qpxo9YMbis8SMKmn80ViWJ6dAv2cvzYztSvsCNSEYpXJ2JJCjVykTKa9T2JpoJLmXY9PzY544a4unsPVB/lStQVhf0khskZ+T83q2ghzU7iDii6KdQpaYpuHAbTE66Mpf/AFPKCOxhSkUfBqqJKyrQZDdiop3iyMY2s9RqlFSeeWnb+T7D9Yk3KeiaYcC0vALSoWiLWZynTkhPs1hllco+2UKSR/GBXMzEzhXE3oNBZM76dp6GHL8vYJ/Vgj4cwVOTKfTcSvFy/YlEfJoV9KA2oOyKo05TWZ6LuC3gpWGMN1SvUuWkJupXmPVLbb8Pu9qNTjHCOLcduMrdoDVNMqhXo0y5MdaLp8u6CNSsL06iFtVLp8tLkrGfkojWyQPJ/rsweK1NytuPKjCyTd/78gH0/CfF2RlEB6uUwoaTZCFdQX9f+kNz2Isf0KSQajhhmotNKutyUOYp+r/SOgEttraKCPZhpyRllSykKSNUwOK5PUpdCNrrT8QRYX4m0PEMj6PLuch8I1Yc7V/KAnjhXx5xocUx/wAV6S1832AkaWja4mwiziviHiR7D49CckJfJL+jfpn0p/idIx/D6Vfp+OZlnErpYqzXQvmj6z9fnF91CDktypRkpJy2OncMT15ZMsjdSrqi+kqi2toBLmfIgKPla8D2iT4an1Fo3C27pitxDixFCknahPOZEdKG2x2nlfNHiYzKGbUsU8vKariLNUOfwvOyVRUyJVxu93MvQU6g9XnAJwNjTGyVfFOE6eqrGXd5bc5+i5Xs5vH2YlYSn18QsfPUfGKpmnNW5kvTlCySn2SfEx0dhbD9NpEvyqRJtSyG8vTbdMWTnw+WK1Y9OkppSqP7v5YK2+FuLsVn0jG2Mp9LZ/7DKerbR9Ewqb+Dfg5aSZecrDLlu16QD/CDi2sEArGsMVJE05IuIk18t02srLmt9UB4ma2Y+WD2il9DjTiRwAxLh9TRoXOrsm7+kab9aj9ZP8YxdGqVewZWvQq7Ivhn5kw32L7KjvOnTTE0p5tty62XOWu4tra8Bb4QE/gDE4OHmpOdq9ea0aVShnUwv6Xd9UaYzVeLhNGepSUdYg5oleDzXPkXkutLutal6gRq6FVmFMyrcubzTl0PHuF9iIAbCa5g2tuUWfl35NJc9ewofO7P1QSqJOtc8Nymn0/o/wD3Wjk4vw+CtZkhiJoLtNeLC3m5XMtxLYBI7oA/wlZaaRKU9TiL3cUTfW+kHnhdNyapmb+MH0+tISlJ1J0gYfCvQGqNJhtmyPSSEkaEC0N4TheDO/QNSeeFzqj4SKM3DZXlOtH7zHOK1ss8vlEFKhnHqz0i3b98dKfCFGbhq+SNn2j98c155cgWUzkVojUdRtvvtG3Hecpo+UbU6gtNFxeRWwzIULHKrXUHSLaXfPIUkIQQV2C0EXzdWndpFNKNrclmcqFrFygnNexynTQxay9xLdK1qQpRTqNwL3GoOsYpMjiQJ6cKShJbfcJNgmxteznTvtESeKpqW9YHFpedyZbG4+U6e/SHp94omWnmQkJc9XlLaCcoC9ffEetzYl6c4qXbaW8bgEptYdfnvFtPUjRQVTh7h5Exz109xtfMUkjwHVodNYTKYbomeZaYkMjDpUlxS77DPptAsaq1edqb3Pm6p2jyiCo952++JZreIG2VtytRng2CeYFJOhsftO8dLg1H8RTmQXxJ0lunutpbk1pSCm62keB++PBTqc+8gts01Z5RCgGkaC6tR5wLmq5j9a32UsTrwsXCFyuihY+UPJrmOZVReYp74uN/QuxcnQxX7PN/ENmQQm6dSH2y0ZSl6JNiEJFxbceflDBw1Q3XSHKPKOqU0bhOUAC/a/0gdv4nxk1YvSvKShQuDLd5H4w6vFWKCtnmyySoE2/NTc++I8PP1AuggSuHaDLoZR8WtpQ0t1oOBQ3J390R2MN0VcrL3lA0EOBCbkaHXX9UwOWsWYoZWkEP2UhacikHa+8eNY4xSsssKmdG0ZSC2epNj5d0OqFT1EzIJkzgmgFwKdk2yXFFO46DZWvuiG7hHDUi6lgSLfqkKsu+yjf7ow0rjzFjhaJfDl5daR6s9Y6vKGHcfYpJKXnGg4looILZ6k667Q0aNRfELKwQxgbDj7AmESQRYKbylYNyc3V79YS7gahMssOtSSSGiUm6M2YnPv8AbA8l8Z4oAQELCkIzaFO48N49TjPEqy02VJCbZiA2Tm1Vt4wODX9RFYIs1hKiuISpuRaSUuKCSuXVck8zoNu7WGkYQpDTLbjNKbyc6xzMOaKuej9WMdMcQayOUl6WlVKQlSVEM9rfUeJiNJ48xCylsOGRW1rcKZ338u1A4WI9Q90bpzBtEyuL9ASj85IBUXBbtabxHqWCaGFISw2y0pT5N1PKAAuq42jKzPEKrql7uycq+2VFRIctfVWsLVxHm7rWqnNqIVcoQ8qx7WsJkrLqS6NbMYGoBbW43KtN2UrKPSdBvfuhuQ4dUIrQpCVetPS2p+4TofKMeriNUW5qZfXLLfbdJu2p1WVO+o0hyd4mVNbh5DTbTeUW6zobHq2huHW7g0NfP8OaM9Kgy6Jhpbh0AfSdATqfOJdAwNJUOpCclm31uJbKglTieypC73jGo4nTbKA4mnAhYTos96b3MXmFOIhrNTMhMyDSEulRLhUQQAlVh7oTLVSI7G4ZYmDNNJKW3Fr2VlFinXXftC0WSZd1c626hpgqD12iWx1gFVydd4q2ZqUWtKWyylKHSpQA1zdXUNNos5ebaXPKbUlsBThK1J71ZjYp0jG9YjU1725mcTyiZxU9LoGTOCQR2U2gP0SY+LcWSzpJBl5xPUryg8YslG5GYmULPNF13tod4DOJaQZSrPzzfZdOYX3Tp4Q/hzUk4nc8ciuWqjtKQrDVRuWjzAUo++Eqebb5kq1f9j8YFHBDFvp2EvQHuV6ZL9A8fowTH51mnBpoazXL1/jDKGWLpnJz31L2hvJLSEuaKN452q09V6/x7q4kb86WPIa9I7DCUdP45jBxqc/J0qiGsVF8ZCM6hf6kpT74FHDNS2qtWcZV5SWHZ4nlX/svZT9kWU010Hc42vcz9Sb4g8KcTTeIZySamZWcXZx1v5J7N2encG8FbhdKppWHRNTzinqhPKL7zq+0onugf8RcZzWOqemh4clX6i4HevI17KfpRppLC3FCrSSZd56nUEBpFr+td6fa074epGm7W0EpcVRulv8A3qFBFYJmGuS3nTqmHE1RJZJKcp1G8BpeEeMdG6peo0+pNDsJDmp+2GTXeJVOVap4GmZpA7amF7/ZFfDg+oueuugWcSYjp0hR5icmHkNtttFSipVgNI5m4CYbVVscv1tTHLabOdIPZCydYr+IuK6ziLETtMnkqo7La/Vyb/R59d4K3BRpimYPbYafQ644oqmEg9QJ2i2qnSjZdQUqmaeaW62DVSXWmhynP/xaxPsq2ZQ0EZNicLP/ALvx/hEfFfEOmUGlcyed5C1oukX1WR3Ad8UZGzSq6W4PuJb0tw84vSuI/Rg3TKpLKZnUt9/sr+3Mk/bGXpnDqo8Sao9VaSycOUIO3lkO9rX6Pd7os5LBWLuLFV+PsQzBp1MDl5OUc+Zv98dGycsmRpzMkwAPR20o0HhaLZ1eG7dRo0OXNNfd/IDTwhx67Krk5vGUpOS6dG25iXUpKv5RlZrBnFHh5NOzFGzOybWZx30ZzOheX6O8dUserd+n/Rj5aGloUk2UDvFPHkyr2emtkCPAfGfDtVl5VNRm25ScGhQ54+MEqTqsrPLQ5LONPI8UKvGfneHuD512YcdwxTFLePUsS6Qr6j4xhsQ4Kq+C1Cr4AmH3g0bu05xzPn/VPf7jC2hLZhyzj8zG1RlvBPwiXRLSPLlqieYkeKldR+y4H1QR3J51yXU+3oAvo/Hb7YEPE7EjFf4iYZr6kGXeaDaZtm91JWhZzfVrvBArpfl6NUKg2rmrZl3XkAaHa9h4xdNPOpvqkUbxaK74OzArvEXFOJngVOId5Mso7cv/AKR0N3/SgFfBNI/IyovHR6Ynlf198G971YRy3IpqaS+83R8kV8v9ixMApsO4wqdutjM3t3xXMqBUWydAreJkw8RLqQjtnaEbDkuYriA3OVHB08iUdyTDTSlsDxt2vuvDPDDExq+F5Z8/LK0mPm5k6f6/XDNSrL1HxDLMTsk6WXflH/mq2/j98Y4kYK4huyrBeFMrI5jbndzFK7P8Psh4tzjl7fp1ZTLlYR8Xvcr0Y/o/7uYQKeLeNDRsN5r/AJ49+by/z824+7LGm4vIqFWwQtVDemRMyOV88n9Lp1CAOieVxG4l0CXLPZQhEx9Xai9K0blNs81HuH74PuBmcP4RaqUyL1Se9e44e7NBbZteyT1W1jNSVRXKoelyPV2QG4vqVmz3Uer2oyXe50ajVsq2RJ5dmgR3d0R1ITzgAk3GtokOKsgX79bw3zCVjQe+AUorqtI0p9oioSrEwDsHkBRMZ2UwNhFsuPy+G6UlaRf/AIdJJi2ra1ioJb3Fhl95i1kpQMMNAaKB9Z5iApMtjaKuR6PIok6e2whISEdoAfXA94z4oOGKKGJVHOqk50S7fzL98El19MvT1Tj55Qb3+qAfhmnq4i8T3sRzN3abIHJL/Ty9n+vfF1ONouTKZPPVVNPff6Gr4NYOepNNRWaqrn1Wc61rI+TBghTjakN9Kr9RiWAGWQALdEVtQfRLM3cXpmO5gXbHlJPXZIYmXEpCFJRYkRPlHlJkkJC7XMDOtY6QZ74uoEk7WZ75jI6Ee9cMvDjFU2ByvyepQ9jOtbm/snTzixU9bN2E4t45oq6/vcMTJaLi9YzHEvEDtIwtPTctMNy8w1LOBtSk5tbXOnfoDA5qGFOLK2Xn0YzZ5rbZWltuXCc1u694HeB8SM4uqz6eIeJnpT4vKR6O508y38R/mh40opZnqzPUlLPlei73JvCziIxgyczYwp8425VHOeJm3S8pW/8AmhHF2q4cxnxMw8rD1TemlTQ5Ezywr1PV020+kfsim46Yuo+I5umyNCky1J07PkfI7WbL/wCWNR8GCkt1+t1XFi25dC0O8tptKdAPoiHqpU2+5KMc80m+X59iE3VKhgOoqomKUPthzranP68sv70ajhdTU4wrzVcqFlSTJ/M5c7eff4wXa9hylYoo7klVZRp5tYIupN1JPiD3GAY5T69wYxByQ89UsOOzG/8AY9+VX9axTK0lKT3DBulLNH8Oxo/hIUepU9VMx1RUsBVFWFzCUpsrJ3HzHlBLw/iumT+HZSsJmWW25qVS6oLctlJ3ERpSqUnE9CQw+huaZnEFBQsXCknuMY08GsKKbmSlyoi1wwj0pWRn3CFjzWk+gyi5Bcl5xh8JW0pKhbxiqxFi2kUClGcqc800g6ISDdalfNA8Y5Ol1mh4eqZnMa1KUqDU0piXl25nt93vAglYWksO0vD35X1yam6ypuXSsKmTnVc5elH0ipUM6Kj8xYSlL40vzJCsfVziVif8k6FLzdHkm/8A2jMrb9aUfNHhpBYwHg7D+FZIopUllcO7xHWv9qMNwJoE2yZzFNTSUz1Zd5wbt2EeHu2+yC7+kiqU9brbobGuHHJ1+L+AYfCI4Yoxzg9T0gkCsSAvKWGrm2ZP15dPOOS8H1KYp1RXSpxlxuYbVkSCNUqvaxEfoIpaEIyCOTvha4I+J66zjinizE25+cW9h0e19Y++NNF8VOOxgrxyq5qeF/oc7VmG3kFV7vaq7xtGQ+F8/wAum05wJAVn27t4reHdTcyMVFh4IcRZC0hW3jDvwlZ52Yw7T3GmVPrQ51LIvvAwscs7MT4DsDj2L8MqgTsHGj/fEcwWZZ/sv/l+XT746g49i/CurHw5R/8AmJjllgXS364co/rep+S6vdAxy5xKT5Scp0WQy04oJKcptyzdvL2tu1E1pvPJpdbKQBdKk8u3TbRYsd4q5ZmZQJctqSjlE5lFStTlHVtsYsUl1bLLQLeW6ioHdJt7tjGFsumyBMgpfZQpISNbL6tO11aiIrgSqWu++yes6cwDvV1bGHlqs82wXFaZj09x6ujeKGoB9dHeDS1pezm2cbm56O6LYO5U9S6ln2GuShdQl23WXV5wpxvVVnLX00G0V0xJMvelPKnZRxpcwvZ5A6rrtbT3QHWcLYqcm5pfxPOPZpgoupogZ7nTeLCYwRipTJeapD4ZWspWNQc4B0Oukb+DTXxCahaZl3WZl4op5KeaW3LAC+h037MS5R13OlKaa6E5yBm2PV2TrtAYOF8ZpQtV5pGpJJmVCxtt74ddw9jlTqck24pISCUonT1dQ0HnCKhD1BuwvJkUPttIRSwOaokc3UhYA6T5ecMolSp5Am2ylYSQShB6j8zbbzgNGkY3ZdaKXJtZKgUkTV+5Om8S5SmY9dU8tuamiUC6gJtI8NuqD7PD1AuFWWVLTCS0tTJJU4TnTsmx8e+E8iQmppDTyZILKQlS0pTogFWvvgRvyGO20lx01DVN+3sg9++8R5en4xZu4hNQUhJslRWLhJO+++sTgf5EuG/lSbDzbTbcu4s5ySEacvr1Gu8PzEnIEATUhLLBlwdGk9ix17XagIS9OxmUhbcvVlJYbulWZWxJ1P2wlTmNZRpClCoAotYLuekpOusFUf8AIlw1Jk5FDjaGpSWQkpVcKlxcpsdtYhzMjJFqRcRLsMugEAhBGl17QHpBWNxOpBeqXMSTlzJOmh03hS53G60MPqNUbyIAaTl0tfU/fB9ml6iXDEunyvo6HA2wVtFw2RmuD1dQ0hmRlWVNtJeZJUtaiUgGwPV1DpgPrrmL8rDqnqghK21paOTtDW5OkIlqti5sNpamZ5wrSoMlSDppr3ecMsNL1AzBfqEnLJ5jWRtKA4enltnvV5RGVISTaXW/RGEo5mZQUyi9+rQeUCuXrWNbJQmbqRBCjdQJKu35Q+3UMcPcpSUzrqVFQSXUaqN1eUR0JrqBBRFLpLrCxOSEsgOuG6OQOjew0O0Jdwxh9PLS9TpJxLrgBXlICNDp7oGisRY1lXmJcvLSrrTlWxcq3098eTuJMbPJDDoWkIFrcoAKFj98B0Kj6hugmO4aw2gHmUeTJQsqWOUrQqBIG+0WEtRMNCnpdRKykvP85WZSWjYaaJgHTVZxOp10uTE6kzSQVAm+qQqwEa/h9V6+qvOtz5KmnUFS0LbvqkDQecSdKoluS6CwltAlVzDsylh1DiktJCj9K6T74kNuNCpS9nkIzTCk9tXqzmXpFUCpTjLZZTdSHCAooPNSM9j+tpC0z4Yn+Uy2MwLiwpSUHN1K+8Rz3oW01rc0WI6awqcn0TPWsKXZJ3GvjAu4hURyZYW7LnIWmzqnW+kFma/OHVl8lStbk98UlelW5eST0hxBI7OoEcLC46VGdz1mLpQqUsjAHhyv1PC88ibllOtvg7HvvHQ2B8e0qtSKJt2cZbnAPXsr7ymBFjKQZYBnrNWc/wCX/WsZbh7QJrF2M2KLKuuthZzuZO9I3j108tWGeR5CNKSqcOG4ZMSTNex3X3RQmBPy8mAGUAZZdJHeT3n+UbrDXCNdUeZqeMp8zLn/AHVo+qR/OCFgvC9OwzRfi2nS/KbQBr87zjTSY0QOxGZ1ZS0OkqVOGqX39vmV1IodLo8smXpkkzKtjuQm14nO/wCKJMyoFPkNojrSS1c9pW31xmTLb5lcaUi5F48SkAnU6i0LWOrQG6TpHzYIKRcaC8OK0Z+u4aoVbU6apSJGcJRu6wCftjnHiBgaawZxDk26PUFSEjUVn0RZPS0rSyT9ZT+zHVQIRNqLZ7JtGQ424eFdwHNS7Uut2caPOlinuWkGw+vaLoSfkXUqrU9mBVfEqu4aafpeMJG9VbHqldy//N74ueCWGZLFzJxXia9SmnFfm7TpORlPkIuZKi0ritwoaYnUsirSQ5XMtqh3+RjOcKK69h6cdwNPfm81LK9Wds/l90WXzUs7M1P3UrrXsdDs8pppLaEhCWxYAQ5JvrKlpcULbiMu9UnXkJaCvXHUwqTn2lPAqfJWNFC8UuF4l/FubNt1OUFKdt4YedUH+Y2mzR7oiMVBhK0NlWUHYeMSKjNsNSakuqS2N73ilwuh1M9CiV3+yEqmWmnCXbQLsU8YKdSZ74tojTlZqZ9W3LMdjXxMV6cGcUMX2ma5iX4mkzqJeTR1/tGNCpZftXYrVSVSOamtO/QwvwgaVSJbiLSDKvhp2dPMnGx3ZvazefhG2Ey2GghCkISW8l1L02hxXAGhzk4ZirV+tTr6fbcdtGKx3w9osjiem4LoFRqT9XnvXO89zolWvne8xdJxmlrsU8Cpms0idwvqbGDOIU3RXzeTn+uX16M0Gk1NYUoI1zwGsQcFsTU6hl2Tq7VSeldWEZMq+n2UqiRw94jtqofo2IEKkpsZWuYodvqKc0VyUczlHqDnjpMMKqihKUFzdMTZKfZUkKcVZSjqIw70y4uXCpJQUCj5T3RYSkyFKEwo9KO2PvilxuWKrlNDi9kVmmTcoynlzQbvLr8VZdIE9UYm8WcOuXNMn4/oZ27yN7fZp+zG/mKo86crPyTfY/GMY7UhSOMcs0XbSddl7Ed3O8Pt0/aiyK/vz6oDlcVhqvfHVHlm5j1PpCSHR9WVUCrgKwz/ALWawWmeU00lfLR8xOaNLQGiziKusImi84medyD5vUYxPDyryWGsdYjVVHi16tdnF/Ozfj2oCg5wnBdbBjJU5Qk+l/0OoZN1u/Mf1QcuSNHL1eUvb5Po+ZHPVHxjibEemEMNzU803l9fNer+yNB+T3GKsy7s56XTaY505GMmbp94h+El1Gk5yd7f37wzTtSlD6oO3/8AL/1hLM21zuW2f2YCUng/i+22VO4ip8u4vYJcNvwiTJy/GygLMw9JU2tNN96FpJ/CKpUoeoGesvg/T+Qr4mu1NScw2LpB64tpecS5ZtzRSB1ed4C2GuNFOdmfQMTyr1Im72yTA0/vRsaZWXag4+9KPBbaQEhYPZteGdPLrICrqUbIo/hDYuZlMNTFEZNpmcORH4/yjTcF6SKLgmSYNg6pHMXAJ4oTQqmPaRJzJ0BuYLycWrdaYRhqXM0/blNkjobT7MNUp2yL0slGVovu/wBEajiFi+nYelmg8lcxOvaSkqyMzryvPwHnGRlaNivFxzYkeNLlP0cqx2v1VxOwJgl5GIJqv4im/jSsLQkh09hn6KPAQQXFcyVbyN284rlUa2NXCpx82r/JfyUtDoVMorCGKdKIZbTuEJ1MWWjh/UhpachUXHLQuQ5Tsj6U1rn/AGVb+cLcdtvcltnlruevf74CXFvgazW6m9XsPP8AJqTjnNcZc+TdVvv7MGdaiUX7G0SlpSlyw74aM8pVOFzkFmuz7eNqJKYipKZd6UHosy0U2Dub6O3/AOFMaT4PkqqQxJXptuamG1szRbXKIFmx7hBh4pYBpeOKapuaTyZ5pu8lOgW5RzZvZ7Q6YAFEqdVomJCzU3jTcQSByLLgSETTW/79vti2XOjFmdKSe6OsqagoGXxtETEVMlKvKO02eQw8w6gpfCj4i14oOHGKRiCgNzeYNu9jIv50bMtXBPfomMaeRmtTuctUSrTOA+Ik3hafeIkvSfzcn2Eq7OXyMGtiqNvyE8hqaytqllZV58ttIrOPeCJfEeEX5tMuBU5BvmMOjtnKns/S8f2YBmC8VoqtH/JOdnlNEH1ri/baT2mwr2fajY03GM0zM+XQh0TDNaquEF0+j4ZmJ992bvMTjy0hdge4E6a3ifSsJ1SU4jUHDM3J1Cn0914PKk33kuI09u4Oml46CwQ7RJOnNU2mqHo6Og5Dr+tGQln2ax8Ip3cil0tKPZ+cT/mTEdVVFKxdBQzwcXe37L9wxSTLcvym2xYI0EP1aaRKXUv2opnqlZ//AAfrQOuL2NadJPfk5OVR6nzlTbVyplvZkq74qp029iVKsVuFpTiJhsONGM7xZwvJ4vwPPURQ9Y42Syr5jg2MCjhLxBqdFDmCMRqvU5M9LxPy6FdSVJ+cPCCm9XmHWJhReaaGUnP83SEhFwdnuJGrFrU5D4XspTV3aXPTIYbadCVqta5i9+EW8lOF5JVPmM0uH8irHe20U2F56mrx1PVF9CnZJx1Sstu/uhfHabpq8C01Mi1YvzBXqdgI2pf9xYzr7M7o45pKuF1Xtp0tf/VRHJy3222kDIpaTsmxs58nv9sdacbkg8Lqvf5rf/1URycvI4wkctKGjumwv+j2+yK8b5kNQ8o/JTiUstoJcdVmFieb1D1fTtF41OJKkXmVAqSTl+jlR84biM/JKHOZQ5LskrykkZezZu1td4tpNrLMM8vk3AzWzdnRGsYIkZVu+iTE9mdMsVBBsQn2Bbq98V9SclmKaiaPo6kgFQHLOgF/W6d4ixmHHkht7lq7JWSXl6JNvnJ2EUWIS4/SEyiZexWCBdwaXv1bdkxbB2EbIqsW0LtJm5VHTkcTzV2C7Hr/ANIfTiihJmW5tdSkUufJrutd73PXA5p3D6qIUtQmpFxt5WgKzcHWJ7+AKjNIQ8qZlgta+UcpNgI2OlRYNQi/lJRlz6wajKgBZ3myLH+0hxqtSAm0ZKpKpJFiEzdxe41F/GB6vheooSRMOqWAArMhOqv3tobVwunCR/vBpIVsC2P4KhMlD1E1COmpUVyaZS3NtrWvVNptNg4Muu8eyU7JPTLSkDmEE3HMaUCuw6tTAykuGkw60FfGTTd9Oli5sMug13j2X4cvc9DbdYRmKAReWUNbDwO8TJR9RAizFSkn1mZUpKAUHIgkDNoNDrtEET1NecZSueSLXWk5j1jW6T5CMAvh9VQxpVJdRUg5gLi/Z0GsMu4Aq6EIUxUJd0lgD5T3aD7YZUqfqJqFaVqsm7Ny6WZpLySpZTcGyk3VdJ12F49lplKmUIPIf5jSwlRKwSj5h8oGDXDrECXEqbm2ElKQQkOqGhO4121j1rh/i1kZWqk2EhjMVCbIuLDbWDwKfqJqE2YcpanUMqccSoZ13Dp7A9n3iI6ZqnLWUqmwtClHIpx4XLeU3Tt3XgYDhrihC0KdTL5ClSwsOKJBIG/vhDnD6thplYWyFrSXCMyunQajTaJwYesgVkvSSAlUtNS7qQ2T1OIs4iyr/WLx9LvNKbUnmB0HP0peQPVgr/CBL+RdfS2lK0BwONkoShwgIGWGZfBGJuZ0S4TdCiDzu66t/fDcKPrBcMT7jKw22ZlhCi4q13Wz0a+J30iKw5KuqbSzNy92ArIczfZ677HfWBMcFYsQsF2nOtFYKkEk6DqiQMBYg9Qtt1DaX0kKBcIKTr5ROFS9RAwNltiTfdccSGcw6x5310O8R31SakrbmFMutg3dUpR267K331gYTGAsUFp2XbnGXGkrCVo56tVa2t5RHewTi1p1TLqSQVcpwpeNldq1tYV0qXqDqEioSVF5bTkxIybJaDjeYC25XrEuRMncmnOya22i60pwalAsvr2gP/khigEs+ivZUpUkjMT1Zt/xjRYGw/iSnTmSck3pZl5l7KFLICnMux098GVKKXmAFFuaCX2WlIaQCT2FE9XrfWdnsx4hDa6mq1yCtaigfOuvr22hHNUgSoStxBF1AkOG2jnqttonSrSzNXCFBeZxSVFC9BdfQYwy5hqbym1qLDaagokKcbCjbKdDGWqcwpqfmlosQhrQE6jWF1bEahLzT60pYdSs9IOgjHzE45VJJToXd5aLZr2748zSws3XdVdzt4rxGFKmoy7GU4q4lenadK0sS7LVutxxttPd7X+KC78FPB7Ehh44mmJf88nvk7/2X0f3oBrFOexTxAlaEyCecQyf1dzHaWGJJum0ZmSZ6W5VpLaR7o9dJ2oxp9Tn4XmvVWz0/ktkrBRtlHhEhhZK0g2uNz5RAQSvRJuD2oelWkozFLpUfaHhFbjc03LAhtRtmvCXiFJ5YTeIa6nTmEq58y0hJ9parWiA5iKiJCnfjWTyE/2sLlbKZVYrqWqEKOtrHxj5OhLiOu6oiU6tUme0l6lKuH6C7xIYIALwIt/rCuLRaqilseAWeJX0XSYqMWVun4forlRqb4al2k5dNVKUeyAO8mMHxb4milv/ABJhdr4zrVs0wGgpaJYedu/yjLYcl5Go0ZePMWVKYrrUk3zPR+X0NntaxpjDLFTf4FLq3lZLTv8Ax3LD4MUwkoxBJOh4T5d9If5ngrMqGPhGYYelVyeNKSLOyx9bbL7OojU8Fqct+nTuMZuzMzXTzgB8z2fsypH1Rt8QUyUrdDmqTPModl5lsoWkwqqe9lNbMadPlSBJhvEzVRw9KVdo+ufWUOI+l3/15xdGfYl08+YPJaR1515fvgOYNK8G42qGE6g5zmGVlXM+aI2eDqFMcRKs9O1CYLeHZF6zLf8AamLJxUf7qZqUc+m36InS+PK1P1NEtgzDs9VSrT0uaRy2E+fnGilOHFaxI27NY1xJN3Xr6JIK5bafLzgmUaTl5FpLUu2hDaEhKUpSAABDlQfak5B151QDbaFLUrwAFzCcV9NDUqVOG2v1/jYBmNMPyOBMYYbrlDZabZdc9EcQdc91fyzfdByCwmWbfJzBxtJTr5QBK3Q6vxMpwxOzXXKfSJK7knLcj2kpV1nzgYzuNcRz+FS5UMXT6nlu8pqQa6Oj2uqLY0eJv0+RmqVMiyrrruzoqu8V6BI1Z2jU5marFQVu1JozAfXA54J15qu8dcQ1Wpy/ocxMt/mzR7kp0+20DrCScXS06xW8CUOrZw3y3SU8xDn9ecSaziirU7ihSMVVygvUyabKPSUAKQF5dFKiydHNGUaa6ffoCMpQkpST/wD8/wAnZ1tOZ3af9Yo8XYPoGKKcZGqyDTjebMkpFik+IiJhfG9AxJTS/Rp5qYVpnRmsUxq2XW5hoOJTYEX3jDF5TRnzHM05L1jhRilqlzzz05QZo55dz5n+ogjoIVLibZeu051/Rynujb49w3IYnw25ITzNgrsnwjnOQrGI8H117BxZNREsdL/3cvj7MWqWaKk9EZKkeG9dgvc7+29X/wCXbLGB4vTJpVHolaCBmkqoFtW3serfyyw3+Xc41pV8Mz8u7+jeR6z8IwmNsRVXHdbkMJ0yQW2lt0rev3Zuns+WaJTcZa32EjN1OWG5JpdcquJsS1d3CsiGpyoPp9Yv9Cn+B7UeS3DKea4j02QrNT9OcfIXM/Rv/rmg58K+HFMwXSszTHPnyPWOf1tFRw7mxU65XnqkA7Py88pCl9PRa+VI8odVLp6bm2MFSkkne390CdQaXI0elplJWXbYZSgZUpES5Ka5j3q/k/n+zDNSmUs0tBX2iiI9IWFU1GQWbV3ecUWLHMnT2YzTKW05rbxMbbSrtJsIjyqkty5mF7nxiXLOFUvnOsVBbM9irB2HMUISmt0liZKPk1qRZSPcYFuLeFdeoINQwBUFNgau05w9K/1VfwMHUdtNoYd5vMXaLYzcWV1KUZxszkvDMu1jDiKJuoyT0mqVYyFtz56elX1XzQfKU2whDbbDCAlASAEi20Z/jfgp2ZDeK8Pjk1Kn9bob7TyR3eZEfcMcTSlbkuejSYby8xs7pVDzTvm6FakoRysKkjol9w6aH9kQyh4Os5UHoTreKas1FpinBt6YKVrVYgQhE2WqNlQbrU3e8VuCWxYpuT16EysOLVIKabCXHl2Smx1AO8S6ctuXlEtcspSkWT33ijpDyEBDj2daynMEkaiHpapBc41LoUoAknqFx5QLWLky3mVlZSALAixiYCUpb1BIABvEFbiM6UrI18B3xKCwUgg92t4gWhfbz+sPZ+6KjFOD8N4nlktVikS75SnLzMtlj3K3EWwdZRm9ans/dCkTwTzBa6L5bePnAU2hMoIK5wgqdG/P+Htael3GvWegTS1KbXl9lJ/nmjVcKsft4okXJWrMmVrcsvI+x4qT5RtkzmV/Nui2W/j5QJOOks7QapSceUUOMusTCUT+TZbR71fh9cOlxNH5v1KZx4auGFY5iClZCgfKOUZGjsYO+EOaWuWvJ1N7JyyO2lW2UftW+qOn6XPs1CSampdQW06gLSoHQgiOd+Jb71X+EjSJOX/7KWtvYy6qzfvCDSdqcpBnG84fUJdU4ZSj4efo8y/TZzmZxkPR+0n+UCGYXivhhxNdxJiOWM7Jz3qHJlgKKLdN/r0746al7u8vX/L3QzW6FIVukzNMqbKX5OYTlWDpEhVvuGpT0ujAVPFVLXSma8meabp9tFk96tLe+A0a7LYgrc9hLH5cYl6gtT1JqK9RLHuyn5sOVKmnCWMJnhxWTzqHOH1LvtjwVGUxEwmnyzeG8U80y0q6sUyoI1KB9I/Ni+MUtjmylLqfYs+MaJNfEOL2H8rP/surjtZPon2k/X9kIr+JsV07DvostiSSqtKnPV8xs+v+l2upPTDa6niij0B6XmVSOJMPdsX9c0P8yffYRkMMSqqtWuYwwQzf5HuzRdCKU1J9CtJs1mD6S+Zmnssg82Zcyfb7/wBaG/hBU52n02my7zpzBayEjbujbSmImZGWEuJZpp4OW2+jl7W+8UPwiFOP0XD7T7N3eWoqHf3RVRnedzW1aDO5+MySvhlWkjflI/8AqJjlGbZskslju9j6SvZ1jq/jJ/8Aozrn/wCr/wCZMcnVLN6KzYl029vl5e13/VC+IaSQlITKlTcxKF5txgoO4ZUOWbN66d0XQQ2uZlCoBBNrDUZdEdRuNjFQ02ovMJcQ2F2UBdpPUn1epse+Llhr0dLLhcUMttdRzE2Rp9UYUrFsncpG2mg0lt8gqXmy9WhOnTqdjFVXpqXl6YzMlKsqEkaXvbW6dDsIvUlhbiQ64FhKST1HUG3zu8RWVKjyk3KiVU4hfNQUn5PVvXXbeLI6FTRiZHHtHfDbJlZv1QyZkJTq34w+niFS5VJWuTnrXyBIy/JeMNynDalspYU3Up5tTqc6rhOqbj+rQoYApxU0S9NLQnqXcp1Tp/Vo2f8AbdycwlniJSFJKluTDiLACyBcp/diSxxLw/zAMs0EhQK1BoGw0sRpDKuHlDQ1mU9MJyvEAhtQAR4Q0eHNHSy23zHAM2YqKFaC4smJfDAySJjGPaC8lHNmFMhZ1JYOg6bKFhDyMdYWEywlbyiEjKtSGliwsOqKyW4bU1Zau48nKsZyHCkJHTYQqV4aUtt1tU5PTYDi7DK5fSw02g3w3cmSRbS+PMNLQ2HJpIydgcpemo12j5WPcNqm5Rbc0WciTs2rpNhrt3xUq4dUgtoWn02xRmQRk1NxpvvDP+zqlrlmMjs+tRbKhojqVYae8QMuG7sPMX7WOMOiYbzVPlo1Uq6T0m41274YexnhhSm3FPtqUjq292u0UyOGdPzSqjMza0rQc2ZsHMq4+8Qh3hTdocqpOXKNiyNTp98DJhe4byLM4yoSOUhmZU1mSVr6SQNR0w/LY4w6pEuPTlu+rSsXQQR2bo90ULHDUJZ1qcwlRVnbLjKrFQA0MMo4YLVLNOiqJJKdFBtXUrTSGyYX1Ccxp141w684y0zVENWl891XFrJ1TvDsnjDDj8qjJWC2opWRdfkrTeMgrhm6ELSuqMFaEKXlDStenbePGOFtQdKSKtLFC0HTIoZbX0g8PC28wOY2szjGgEsIROB3oKs5BFt+mG3MX0BeUCeaQSm49dbL29Noxk5wtnWC22mqSyuY2cqSlz6Wmp8oiJ4cVP1OWckEmxS4Lka9WkBUaHcnMbtvE9BLzl6wykk+r9eDcd4OkSH8RUhpaE/GrD7KOoKCkEkdekDx3hpidAUr1DuptlcV2dYijhxigZClllKHAQMzw7PVrr74bhUPUHMwjVDFmHJVkzKqsy+l0OZQMpNtfAe6JlLxRRa1OuSkvOvOupDiwlLKdUa7ab7QKlcP8TJ5OZlgpIXs6ekEjq2jScPsL1mjVoTU42ktZXm+YOrliw12halCgl5g3YR3kC7PWy4cijcoTqmy9d+1DrASlxt0Kl3krLiiShOourTfeGGXM/aOTKhSrHPvZfrIdAUpMsVcs6uDlp5vifWRiYqZRV6bAcmZJtIWnnHVe41iPzAmnBCFJKSixNrW1h3EKkuVdZWkqKnSCbamIsy0FSBBcVy2+8DQaxkyRp3kjiV/EZV6saEtyR8H9Um1xNYW2zzppaDc+Fkqjptl23pHN0EcmcA56Vp/EtDr8wGkqQ7ZR7rJVBVquOsS4zqTtCwBLyrglnPzydc+S+bZMdiVNud2eio1Fw7U1dhamazJ02kuzanm222/bX0p+uB/M4/rVdV6FgSiTVQUvQz76VIZT566mHcD4Fnh6V+WVZcrhXlzy6vkhbUe+CdSmJNmXQlltLbaBZKEiwAilVFDZGx0m1zP8P5BtT+FD9XHpePK5NVB9evo0upSGUeWmpibLcDMCNt5HKfNveaptf8AOCO0pbqgSqyQqyhDTM0fTXGm/wBb6MCVWT2YypRXYDmNuCErJ0qbqGBpmfp1QlhcNImCrn9PZF9oH+Ea1jOqrThOq4nfpJSci23DldWPC/d7o6q/tD/X9aRheI/DSiYyR6Utw0+po1bm2xYk/S8YaNXTm3KKmHTlmiPYHwbSMN0x2Vp8tzZl1BPNV2nFWgJ4TrlQYplRwNK03/fVTnHmnfIX6lfV/wCWNTRsY4j4c15ug42admqcvolagk9NvM/whMm3R5P4R6ZqQmAZOfpfpDf6+vZ/cgp2TYVUzTjH8idwpqc1gmqzGCMVPNobZXeRmz2T9cEJ/FWH5Na23avJ50+Dwip4s0umT+GJyfqLTQQw3dDuxQffAx4f4Hoz+EETUxKNvOzFyHHT3fOgKEbOTA3JSUYsyPE1lOJeNXJoL3OFTU1zHB+qkKyx0jRaZK4fo8vTpRvoZQE+8+MCT4PlGl6hiqr4iLLTfobnIl8nyWnT0wenGUrSSoZj3DxgV5ZpZVsi/Dxy0k5bvX+CrZmnflPfGM4tYzp1LwjPyCHm3qhOSqm2ZUarUo6be68eYzxBUJnEP5G4U1qRR+cTY+TlP9YnYD4Y06h1BVTqDzlWqbl+bMv6j6hESjHVi5J1Otl+v0BzgDBmO8R4fk6ZPzr1AoDYuW2dH3tfagiYc4MYRo0yxOCTcmppo/KPquD9UEgNpAskW90LnPVyiP7sVutJ7lmWmneEbfr+JCZYl5RAQwy22nwSLRUYxwrQMV070GtSLc03mulQFlI9xifN3/8ALDsvzOcHPWf5e6EjKw8lcANW4K4mwniVqqcP59ttP9m+ex2e149qNjR6RxqeT6M5XaJKpT7eQrUUwXnMoUR5w+tKkpJA7oteIkzJwKb6fqCR8cbKWbuKolYZT7GctKKYwXE+pt1WQk8SGnP0yryp9cwtrqX+r9cdMuN3iDXKbIz8m9LTMqh1LqcqgRvBjUbdmI6Efh0Oe6liiSbwcK1zrptZsfTi++Dpg+YaZmcZVdP57U/kr+w3mgezeGi7j13Cr4MmxLTPMaaPt+P2x0xRQyiUlUs+raDaUZPm2jHSwkMMmoddX9egMHTVOTnLfZfTqWXLbSCoH6P1QIapJ/kxxaa5XLaYrqP/AJw7/t/GC4yQ4cl/pfVGJ42UKZqmEHJ6QDbc7Tjz2nlewE9Rt78saoLlcTRPozZVGWS7IKC9SGxb3xXy7E43JtcpPVmAy+UVfCzGDOK8Jy9SSfW3DbyfBY3jay28I3ZXJmTGplOaVspGUKiSwA20htIuAIjPv8x5THnpDiMwXlJ2hWQUVLvmRoCY8+TXm3uYXclenZhglSXyncExLDHk44yhrK8OhzpgEcW6e9grGMnjajs5Zd48ucA2/Wjb8VcXTdNqUhhrD8p6dWZ0FSEr+TZGwWfvimPDms1+gPM4rxM9NKdGjTaEpQ2e0mL6ass3cSpF1Fb8yLLTbtWd5pmA6haOYLxq5a5dalf7P5nzYEWDnZqlVKfwfUDaek0+rWv224JlHm3GZK3N9a/lipZ4eZFVN6WNBWXGmKcl9TgDgVYAG1xEamTapeQLryUgrVdBtfT3xR1mZ5y3WASTywkAi4uYVUpwy1B9HWoZwm6QO4CJa5ep3LynT5mZ1xxINgekE7xcuKfcdsoBpASO/c98ZbCUvMKkkTK1ZbJve2msX84h0toSM71lA9Pf4wjdi+nG55Pqs7y23M5tZRiVJerYToFHz7orKfS51KXnn13Xn6UxcsS9kFx0EC2o8IVKQcy2FoJBQL77xW4/lpecwjU5WY7Dko4P7pifLZVzCRm7W0Yj4QlY+IeHamGHvW1WZTJcz5iTcr+4EfXF1JXqJFNV2RW8Dqk5LcLpR50m7CVWJ89YwvBWWmMS8V8QYnd1Qys2PvNoveLdRkMDcJW6HLTP57Nshptsf3/q/wDNGh+DHSwzw5l33hypqcfU659PwMPa9NS7/oIn71/JfnsFaTbsUAm4G8SCoZHCUjTaGWk35gBsRHimirIQ6QO+KkrDSObfhfOy8vUsPTLTLaZpYcC3R28qSnKL+FyYhTVQodVpJdrvIU08i+RJ1TpFp8NSj2plDqbXZamFML/a1H4RznLU6o1EXlmlKa+dmjpcJSinc5snllYn4kbp6qiunYYW8pp42KknRMaTDNNep8kGpY+t/tvpQ9gmgfFTBeeZ9Jd6fo9MaKRk3Ln0XRzs/RzbxjxGJtZJF1OncrAkuz6+cNX0K/TfYqIXHbnS+G6Fyp510tZt/NKI1ctJTfxg1NvAcuXP0etPh57mMp8JiYl36lTMr9h6ONBEwlRTkNOk4Ruzvri2jPw2r3Rm/M1dPjHIb7pNNDwdPq/lG86fnHs6R2FxPGbh9Xk//uDv+GORXQ6KasWB+UX+pmv5xdjvMjLSPXUAzaRdtSgkc4BSNOxqnQRatIbBbGVttHKTzClSDk1GgiEhTpnUJCeUUNkk5VeqPT773ialS2pdrUA8sA50noFxvcfZHOeo6diqbW8w9l5qFKSu6rleh9X4k/bFBi6vzNHpjNQYcCVI2SrUKNu/QRfyjyFFSlpZQbhtRSrVWremwikxBKNVJMtKOLW8jKElJWOtNhoN7WvF9HKtwsHFM4mYkeU0kiVCULzZijvNtIsmOJFVZQyp+VYcWHLqy6aaffGg/wBnuF0SsspEit11SdCVqHh4d8fUvCOHnEoQ9TEKUsZT1L1HTqL98a3OjtJFepmBxOnFLaT8USnL5qlEXtcXELleKDjbKUO0aXcPVmJXoQQLRpZbBuG3ZZoGkrLhSog5ldQuOnbcQ7JYGw0tpppUsp0IQVHKsgqFhpt3QM+H9IeYxcvxNmW3WWnKQwgEEdDxGYG1jDauJ1QcbZU1TW0pQzygpTq+s6a+6NkzgbDjaGnVMZkhwKOY3KtrW1EPDB9FcelUNyTKyepwBs2A0264OfDvoC8jIniYRKhtcg6SWrXEwDc6dUKPEZIc0pd/VZb3ScxzN6/dGrbwTRUyLanZKWSvLdZ5TgKTpp7oZGBsPPzCbSaUXbv0uuDIbt+XfrAvh30GWYzo4kyrrg5tPV8iEZk27Qt/KHFcT2E9iluBYY5QspFibI8Y0IwHQFNS2WnOJWpHZD6unROpuO+5hleAcPDI8JB9sEZQgzOyujq2iJ4bsTmM6OJjgW2tNOzFKQsJ5ie1prD6OJyboBp74BRnulw9rTwi4l+HVDfCSlE1qQdZk9O2nZhE1wzoZWlqWamVKKAEnmpOU9OusFSw/YXmZXJ4m04zBQ7TpgZWFLK851XCpHihJt5bS04EBKnCkLHyl/MQ83wzpBeSQqZau2UjMpGq9Nd9okDhpSnkG7k4GwkgZHkjM5/KJfDE1PDxclnVAKk5tDak8xSlKB9Z5XiE7xHpswpDipWa7CnDcJtmsdRpFknhVRFKl0idnVpca7Kw2bL8NIiu8L6YGWmjMz2ey0FIToFa6aQbYYF2fK4m0JtLTbdOmAsELUeUkhNz32MLmOJdCdPKRIuXQq6SWb2PVpvtFa9wzl2VMLbqLqEqJDiCki5B2JIj2Y4byeUKZnXEuarspaNRrpBSw7JqSk8RsOnlrblzZbmZYLKbpHhvtF3hDEtCr6vQZRpKHeY461dJSVAA3BsYx44cLcebzVVLqchPLzJufCLjA+C3aTU2Z51/0ltTKw4lATm+rWFqKgo6BVzbszjZlpctJ5+dKgFqLljbN0RI53+70BCGc6yvKq7ovqfVx4Wm0FpCGwklvXpSEga677w4lBXJS5WG3VoadKilLYATc2I17UYU1fQEjMzktzpoKUQFpWokd4iPPKl2CFPOhgA951VE5LI9LUsEkpUbRmuJUkpyQW+cxWkXITvFFOEqlbznlKKVWrexnXJKm/lzJtJL3xe46nmW+kOzpHTeBpyl04OU+issNoFs5bG/heMh8GuWoNfwg+7M0mUNSkV5PSC31/Ri3ZApdXd05fXkT7OaN1WWaf0PZUYqlGKb3CdSnGgpT6Fp5hNrAxboebSDYpSbm5jCyDhYlkLFwq9rX84nS80mbmUyYdKHEqzL17orSuaVXsbRJJAsbgw21KgTZmFunMTYD6orpWpS/P5TbmdKTYmLNMyhxeW4MI2XxlnHmHRdaR9sNzCUvtKuoDKb38oaaBznzvcR6hKGyu11NkEEfVEcrliiQ8RUOl4hor9Iq8smYlXwMwO4I2I84EHEDg/JUyUNSwrUJ2VmqeOYxzerQdXSrcQZ5mal5RkuuPIZSns5jtFJi6r0pvCUzOzb+anlKw4414qGX7/80WQnlskU1oJwYGMLVXEHFTDrNAfZLVOQ7nqMz/b22Sn+METHkkikcP6i1KN8pliUUhu/cnLaKH4NTSZLB4IILTs0vl/Q+jGt4zyypvh9WEc3IPRVLXbwvF9JXnYpnLLTsZz4L8kiX4ftuD5SaeW4vwGukbjiXiRrCuFFTxAcm3nOTKtX1W6RpGK+DZUGHsASLCB6xgqSvzvtFdi1KsW8cpOiLdUqn0Fv0l+x0D3d+MUQfNNv4W1+ZfuoxXX+DZcIMKOYepJmqm7zKzPevmnj3LVG5b6Nj7URkuNWCx4ffDiXMu/zoVsulzMlpIBJJvpC1OBTQzCwtEZIAUpV7i0LdWVNi4sm0RaleU9VLtWVmF7awyhKW1DLoi+sSWtUkEd0MqT1WV2bQFEFyb0qbv5wttYLhRe+m8QX3+XJOKtqkWigw/VFipuB1eZnY67QcvUpbNcspygW+uI6eyux6Y8ed9UFIIV3iKtie5LT5VqQbqT4QFHqPEF/H2n+hN0/F7AtNSk2GysX+TPj9ca6hTpeprJa15gz5/em8ReNKUPcNKmVDsALT79YpMATZbwvTwDdRYT1fs2i6eri+1ymWjbCHR1hLvOcJSpWpHhFlOS7M1JLZfb5rTgIKfEGM/huafdcfbdSFJtdKvExpUWW0DsmM+qZc+aJzlVMO1Dh5j74qodeVR6ZVDeXLiOYnmf1pGvXjXFGDKiiVxkkzFNc+SqEq3/j/lGg+EDRpWo8PJyf/TU1v0ls+YOv3RmpbHLtTw/IysgmXXOOSXMm3SLol7I/oxpaur9Ov17mdxytxXmNlI8ScFTLQcTiCTUrwIIMaKXr1NmrFqoyy0+TggG8IsAUzESnsX1dkT7Eyq0u2tCQPO6Y29Z4VYUdbW7LMTUgs98tMrRb74jURslRWbaCZ6UwE5+am3vgc4/4v4dw0+GGErnXEfL8k3S15E+PlGaqOE/QWXROYnqhkWklSrvWNv1v9IpeHXDuUr843iOoSZbpoKfQ2D3/APifOMRKEPMw04SqyteyNPw2p8/ijHs3juoMPSbLjeSSbc/svZ/zGCsuXP2Q1KsiXAZZZAAQlCP4RKU78oPCKHK5rclaKWyOeeOVGeovEGRxe0bNTLnJf+jGuwU+Cl2dea0t6vPET4TzTTvDt951rmGXmG18ztZLrtFLhOd52HZCz3yjDf3J3MXTWdKfcwSllm0aolT02qfL9kZrGGqm0HH2S06eWFXX53iqknlrbdZKxyUq6j5xa1Cfk2qU2gEc5B+0GA3mAp2Ndh9SXQkJSEJTaw90aoIagb0ye/Ng1s6f4aBX4RopKqt25XN5jn0YSWhpoyzOxolFOqm7XzQxPOlbL+Q5SBv4xDk5lCX9yolOoic3lmGja1xuPGEbbLrW1MViCp1KjvyS5aYvzHMhGXsotGR+FLUJZvAlLlpjllU3PoUkL36fD7YI+J6jSKdJierb0swwyrRS+4wDpqnzHFnib8ckPCgSB/Nw50heX2k+86/ZGimsmrKp+8agt+pgcVfGGMqk3Xp9gykp6qTkwf1fZ/dUfrjq7h7T/iqjMyDf6FtP3JgWYxo7CeKmG6BLhn0ORl1PkfrK/wDtTBSpjq0TKEOrAbELOTyxj2AoxSlbuaqXdB5iUiwMKLgSkgm0V0goqBVm1vEiactKrKxt3xWkPJHOnw0q5eUpNBb7RWqaX+CfxjC4KZAp8vzWQ43yOj2ohcaqsjFPFycPNzsShEq1+xv95MWFFcl2QAHTy8n7sasWrUUjkTd3mL6kKcUAylgpK05kC2nui2ep8sj1uUIuoFSQb5or6armPMutuqSygXsRqD3iLSelrsh1sKbcUklNzsI5Mp20NWHWp4y2h6X1BsNh3iAxx4llNVaTUhGVnIQgKN7QX2VetQgPKWpIu5pYGBd8IwoExT+WFJXywD3xZ4Uves1YxWhc/RLiSM3D+vp//tz/APgMcgTrigFhbaB6sd/63lvpHYPENHNwFiBv51MmB/8ALVHHU+0mYzBLaxZsd/8A4nnvpHVx26RzqXUsKcUrcacSoOLDRDedQ6ddc2nlE2ZeYWloISSMo9vt27zYjaIVLL3pYQpDqgvOmyfbAJ+l3RNqUupmVQ8ouLzMFSCAOsjw0O3fHOkgoqwwVt8vrcCVJ+dZYujxvrGRxwTLtrelRkmEto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</binary>
</FictionBook>