<?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>children</genre><author><first-name>Olga</first-name><last-name>Treskina</last-name></author><author><first-name>Anto&#x146;ina</first-name><last-name> Bauk�&#x137;eniece</last-name></author><author><first-name>Mirdza </first-name><last-name>Eihvalde</last-name></author><author><first-name>Milda </first-name><last-name>Lasmane</last-name></author><book-title>Jautri un interesanti</book-title><annotation><p>O. Treskina</p><p id="AutBody_0bookmark0">Jautri un interesanti</p><p id="AutBody_0bookmark1">ROTA&#x13B;AS JAUN&#x100;KA UN VID&#x112;JA SKOLAS VECUMA B&#x112;RNIEM</p><p>�aj&#x101; gr&#x101;mat&#x101; tu atrad&#x12B;si da�&#x101;das rota&#x13C;as, kuras var&#x113;si izmantot stundu starpbr&#x12B;�os, rota&#x13C;u p&#x113;cpusdien&#x101;s, satiekoties ar citiem b&#x113;rniem pagalm&#x101;, atp&#x16B;�oties kop&#x101; ar t&#x113;ti un m&#x101;mi&#x146;u, &#x12B;sinot lietain&#x101;s dienas un tum�os zie�mas vakarus, k&#x101; ari sar&#x12B;kojumos un skolu deju va�karos. Rota&#x13C;&#x101;joties tu m&#x113;rosies sp&#x113;kiem ar citiem rota&#x13C;u dal&#x12B;bniekiem, t&#x101;d&#x113;j&#x101;di att&#x12B;st&#x12B;dams savu veik�l&#x12B;bu, atjaut&#x12B;bu un iztur&#x12B;bu, k&#x101; ari tuv&#x101;k iepaz&#x12B;si pa�sauli, biedrus, ieaudzin&#x101;si sevi daudz v&#x113;rt&#x12B;gu rak�stura &#x12B;pa�&#x12B;bu.</p><p>Noda&#x13C;&#x101; �Kur� veikl&#x101;ks?� ir ap�kopotas da�&#x101;das kust&#x12B;bu rota&#x13C;as, sacens&#x12B;bas un stafetes, ar kuru pa�l&#x12B;dz&#x12B;bu tu var&#x113;si sacensties ar sa�viem biedriem veikl&#x12B;b&#x101;.</p><p>N&#x101;kamaj&#x101; noda&#x13C;&#x101; �Ja gribi k&#x13C;&#x16B;t par sp&#x113;kav&#x12B;ru� ir rota&#x13C;as ar sp&#x113;ka elementiem. T&#x101;s dom&#x101;tas galveno�k&#x101;rt z&#x113;niem.</p><p id="AutBody_0DocRoot">Sast&#x101;d&#x12B;jusi O. TRESKINA</p><p id="AutBody_0bookmark2">Noskann&#x113;jis gr&#x101;matu un failu izveidojis Imants Lo�melis</p><p>izdevniec&#x12B;ba �zvaigzne� r&#x12B;ga 1977</p><p>Autori</p><p>BAU5&#x136;ENIECE ANTO&#x145;INA EIHVALDE MIRDZA | LASMANE MILDA &#x13C; TRESKINA OLGA</p><p>M&#x101;kslinieks I. Melgailis</p><p>�� �Zvaigzne�. 1977</p><empty-line/><empty-line/><empty-line/><empty-line/></annotation><date/><coverpage><image l:href="#cover"/></coverpage><lang>lv</lang><src-lang>lv</src-lang></title-info><document-info><author><first-name>Imants </first-name><last-name>Lo�melis</last-name><email>imantslochmelis@inbox.lv</email></author><program-used>FictionBook Editor Release 2.6, fb2cut 2.5.4, fb2cut 2.6.2</program-used><date value="2012-07-20">20 July 2012</date><id>E1CD9E95-A053-4002-9381-4829BACBBDDC</id><version>1.0</version></document-info><publish-info><book-name>Jautri un interesanti</book-name><publisher>ZVAIGZNE</publisher><year>1977</year></publish-info></description><body><section><p id="AutBody_0bookmark0">Jautri un interesanti</p></section><section><title><p>D&#x101;rgais draugs!</p></title><p>�aj&#x101; gr&#x101;mat&#x101; tu atrad&#x12B;si da�&#x101;das rota&#x13C;as, kuras var&#x113;si izmantot stundu starpbr&#x12B;�os, rota&#x13C;u p&#x113;cpusdien&#x101;s, satiekoties ar citiem b&#x113;rniem pagalm&#x101;, atp&#x16B;�oties kop&#x101; ar t&#x113;ti un m&#x101;mi&#x146;u, &#x12B;sinot lietain&#x101;s dienas un tum�os zie�mas vakarus, k&#x101; ari sar&#x12B;kojumos un skolu deju va�karos. Rota&#x13C;&#x101;joties tu m&#x113;rosies sp&#x113;kiem ar citiem rota&#x13C;u dal&#x12B;bniekiem, t&#x101;d&#x113;j&#x101;di att&#x12B;st&#x12B;dams savu veik�l&#x12B;bu, atjaut&#x12B;bu un iztur&#x12B;bu, k&#x101; ari tuv&#x101;k iepaz&#x12B;si pa�sauli, biedrus, ieaudzin&#x101;si sevi daudz v&#x113;rt&#x12B;gu rak�stura &#x12B;pa�&#x12B;bu.</p><p>Noda&#x13C;&#x101; �Kur� veikl&#x101;ks?� ir ap�kopotas da�&#x101;das kust&#x12B;bu rota&#x13C;as, sacens&#x12B;bas un stafetes, ar kuru pa�l&#x12B;dz&#x12B;bu tu var&#x113;si sacensties ar sa�viem biedriem veikl&#x12B;b&#x101;.</p><p>N&#x101;kamaj&#x101; noda&#x13C;&#x101; �Ja gribi k&#x13C;&#x16B;t par sp&#x113;kav&#x12B;ru� ir rota&#x13C;as ar sp&#x113;ka elementiem. T&#x101;s dom&#x101;tas galveno�k&#x101;rt z&#x113;niem.</p><image l:href="#0"/><p>Noda&#x13C;&#x101; �N&#x101;c parota&#x13C;&#x101;ties!� ir &#x13C;oti da�&#x101;das rota�&#x13C;as gan ar rota&#x13C;u invent&#x101;ru, gan bez t&#x101;.</p><p>Jau pats nosaukums �Kad lie�tus l&#x12B;st� liecina, ka �aj&#x101; noda&#x13C;&#x101; ietvertas t&#x101;s rota&#x13C;as un sp&#x113;les, kas organiz&#x113;jamas telp&#x101;s. Te tu atrad&#x12B;si da�&#x101;das sp&#x113;les, atjaut&#x12B;�bas uzdevumus un rota&#x13C;as, kur&#x101;s tev b&#x16B;s j&#x101;p&#x101;rbauda savas zin&#x101;��anas &#x123;eogr&#x101;fij&#x101;, matem&#x101;tik&#x101;, bot&#x101;nik&#x101; vai dzimtaj&#x101; valod&#x101;.</p><p>Te ir ar&#x12B; daudz rota&#x13C;u un deju, kuras var organi�z&#x113;t sar&#x12B;kojumos un skolu deju vakaros. T&#x101;s apko�potas noda&#x13C;&#x101; �Lai skan balsis un dimd so&#x13C;i!�</p><p>Ar&#x12B; cit&#x101;m taut&#x101;m ir daudz jautru un interesantu rota&#x13C;u. P&#x113;�d&#x113;j&#x101; noda&#x13C;&#x101; ir dotas rakstur&#x12B;g&#x101;�k&#x101;s citu tautu rota&#x13C;as.</p><p>Ja vien iesp&#x113;jams, organiz&#x113; rota&#x13C;as svaig&#x101; gais&#x101;! Pirms s&#x101;c rota&#x13C;u, p&#x101;rbaudi, k&#x101;d&#x101; k&#x101;rt&#x12B;b&#x101; ir rota&#x13C;u vieta! Telpu sak&#x101;rto un at�br&#x12B;vo no liekiem priek�metiem, no laukuma not&#x12B;ri gru�us, akme�&#x146;us un citus s&#x12B;kus priek�metus!</p><p>Ja ir paredz&#x113;tas rota&#x13C;as ar bumbu, izv&#x113;lies vietu t&#x101;l&#x101;k no logiem, puku dob&#x113;m un ko�uma kr&#x16B;miem! Telp&#x101;s �&#x101;das rota&#x13C;as var organiz&#x113;t tikai tur, kur ir logu re�&#x123;i.</p><image l:href="#1"/><image l:href="#2"/><p>Izv&#x113;loties rota&#x13C;ai vietu, painteres&#x113;jies, vai tur dr&#x12B;kst rota&#x13C;&#x101;ties!</p><p>Laukuma iez&#x12B;m&#x113;�anai telp&#x101;s vari vilkt sv&#x12B;tras ar kr&#x12B;tu, ara uz zemes � ar koci&#x146;u vai ar&#x12B; izveidot robe�l&#x12B;nijas no smilt&#x12B;m. Me�&#x101; �im nol&#x16B;kam var iz�mantot �iekurus, kasta&#x146;us.</p><p>laukumu, kur&#x101; esi rota&#x13C;&#x101;jies, atst&#x101;j k&#x101;rt&#x12B;b&#x101;! Izdz&#x113;s novilkt&#x101;s sv&#x12B;tras, nov&#x101;c iez&#x12B;m&#x113;m lietotos priek�metus!</p><p>paludz vec&#x101;kiem vai citiem pieaugu�ajiem iek&#x101;r�tot pagalmos laukumus ar iez&#x12B;m&#x113;t&#x101;m l&#x12B;nij&#x101;m! (Sk. zim.t) S&#x101;di sagatavots laukums atvieglos tev tota&#x13C;u organiz&#x113;�anu, k&#x101; ar&#x12B; b&#x16B;s viegl&#x101;k iev&#x113;rot to. noteikumus.</p><image l:href="#3"/><p>Daudz ir rota&#x13C;u ar bumbu. Atceries, ka maz&#x101;ka�jiem b&#x113;rniem viegl&#x101;k no&#x137;ert lielu bumbu! Ja rota&#x13C;as dal&#x12B;bnieki prot mest un &#x137;ert bumbu, var izmantot vid&#x113;j&#x101;s un maz&#x101;s bumbi&#x146;as.</p><p>Rota&#x13C;u vad&#x12B;�anai bie�i nepiecie�ama svilpe, len�tas, karodzi&#x146;i. Saudz&#x113; savu un citu dal&#x12B;bnieku ro�ta&#x13C;u invent&#x101;ru! P&#x113;c lieto�anas to not&#x12B;ri un noliec viet&#x101;! Pam&#x101;ci ar&#x12B; maz&#x101;kos b&#x113;rnus t&#x101; r&#x12B;koties! Ar skaistu un kr&#x101;sainu invent&#x101;ru daudz pat&#x12B;kam&#x101;k rota&#x13C;&#x101;ties nek&#x101; ar vecu, nobru�&#x101;tu, salauztu.</p><image l:href="#4"/><p>Gr&#x101;mat&#x101; ir da�&#x101;das rota&#x13C;as. S&#x101;c ar vienk&#x101;r�&#x101;�kaj&#x101;m, pak&#x101;peniski p&#x101;rejot pie sare�&#x123;&#x12B;t&#x101;kaj&#x101;m!</p><p>Vispirms izlasi rota&#x13C;as aprakstu! Un tad uzaicini savus biedrus parota&#x13C;&#x101;ties!</p><p>S&#x101;kum&#x101; j&#x101;iez&#x12B;m&#x113; laukums. Ja nepiecie�ams in�vent&#x101;rs, noskaidro, k&#x101;ds un k&#x101; tas sadal&#x101;ms rota&#x13C;as dal&#x12B;bniekiem! Sadali dal&#x12B;bniekus grup&#x101;s vai koman�d&#x101;s, nost&#x101;di vi&#x146;us rota&#x13C;as s&#x101;kuma st&#x101;vokl&#x12B; un s&#x101;c izskaidrot rota&#x13C;as gaitu un noteikumus! Dalot b&#x113;r�nus komand&#x101;s, j&#x101;&#x146;em v&#x113;r&#x101; vi&#x146;u vecums. Rota&#x13C;&#x101;�ties ir interesant&#x101;k, ja sacen�as sp&#x113;kos vien&#x101;di pre�tinieki.</p><p>Skaidrojot sare�&#x123;&#x12B;tas rota&#x13C;as noteikumus, liec t&#x101;s darb&#x12B;bu da�iem dal&#x12B;bniekiem nodemonstr&#x113;t! Ti�kai tad, kad visi rota&#x13C;u sapratu�i, var dot sign&#x101;lu t&#x101;s s&#x101;k�anai.</p><p>Neskaisties, ka viss uzreiz neizdodas! Ja nepie�cie�ams, paskaidro rota&#x13C;as noteikumus vair&#x101;kas rei�zes! Ja gribi rota&#x13C;as gaita ko paskaidrot, apst&#x101;dini rota&#x13C;u un tikai tad skaidro!</p><p>Rota&#x13C;u s&#x101;c ar noteiktu sign&#x101;lu! Tas var b&#x16B;t plaukstu sasi�ana, sauciens �hop�, svilpes sign&#x101;ls, m&#x16B;zikas akords vai karodzi&#x146;a v&#x113;ziens.</p><p>Kapteinis un rota&#x13C;as vad&#x12B;t&#x101;js ir j&#x101;izv&#x113;l vai j&#x101;loz&#x113;� Nedoma, ka tikai tu vari b&#x16B;t rota&#x13C;as vad&#x12B;t&#x101;js un organiz&#x113;t&#x101;js!</p><p>rotalu nobeidzot, j&#x101;noskaidro uzvar&#x113;t&#x101;ji un tie j&#x101;apsveic</p><p>ja esi tiesnesis, centies atrast laukum&#x101; vispareizako vietu, no kuras vari p&#x101;rredz&#x113;t visu rota&#x13C;u! Parasti tas ir laukuma mal&#x101; vai gal&#x101;. Nepiem&#x113;rota vieta ir ap&#x13C;a vidus vai vieta vid&#x16B; starp div&#x101;m komand&#x101;m.</p><p>Ja esi pie�&#x137;&#x12B;ris soda punktus, &#x12B;si paskaidro, k&#x101;di p&#x101;rk&#x101;pumi izdar&#x12B;ti!</p><p>Centies b&#x16B;t labs rota&#x13C;u biedrs:</p><p>&#x101;tri un prec&#x12B;zi ie&#x146;em rota&#x13C;&#x101; paredz&#x113;to vietu,</p><p>sp&#x113;l&#x113; god&#x12B;gi � nem&#x101;nies,</p><p>necenties b&#x16B;t p&#x101;r&#x101;k akt&#x12B;vs un nesteidzies citu viet&#x101; visu padar&#x12B;t, centies gl&#x101;bt savas komandas rota&#x13C;u biedrus, rota&#x13C;&#x101; vien&#x101;di sadarbojies ar visiem b&#x113;rniem, ja rota&#x13C;&#x101; lomas main&#x101;s p&#x113;c piesk&#x101;riena, nesit un negr&#x16B;d savus rota&#x13C;u biedrus,</p><p>neesi egoists, dod savas rota&#x13C;lietas ar&#x12B; citiem b&#x113;rniem,</p><p>nestr&#x12B;dies ar savu rota&#x13C;u biedru, ja tam gad&#x12B;jusies k&#x13C;&#x16B;me, lab&#x101;k pam&#x101;ci to,</p><p>nedusmojies, ja k&#x101;ds tev net&#x12B;�&#x101;m uzk&#x101;pis uz k&#x101;�jas vai pagr&#x16B;dis,</p><p>iev&#x113;ro laukuma un sp&#x113;les robe�as, uzvar&#x113;jis nelielies, bet zaud&#x113;jis nenokar degunu un neskaisties!</p><image l:href="#5"/><p>Autori</p></section><section><title><p id="AutBody_0bookmark3">KUR� VEIKL&#x100;KS!</p></title></section><section><title><p>SUN&#x12A;SI</p></title><p>Dal&#x12B;bnieku skaits � ne maz&#x101;k par 4 vai 5 b&#x113;r�niem. Rota&#x13C;u var organiz&#x113;t pagalm&#x101;, p&#x13C;av&#x101;, lie�dag&#x101;, me�a klajumi&#x146;&#x101; vai neliel&#x101; telp&#x101;. Ja lau�kums liels, j&#x101;iez&#x12B;m&#x113; rota&#x13C;&#x101;�an&#x101;s laukuma robe�as. P&#x101;r&#x101;k liel&#x101; laukum&#x101; rota&#x13C;a neizdosies.</p><p>No rota&#x13C;as dal&#x12B;bnieku vidus izvirza vienu sun&#x12B;ti (&#x137;&#x113;r&#x113;ju), p&#x101;r&#x113;jie br&#x12B;vi izkl&#x12B;st pa laukumu. P&#x113;c sig�n&#x101;la sun&#x12B;tis cen�as k&#x101;du no dal&#x12B;bniekiem no&#x137;ert un tam pieskarties. Ja tas izdodas, vi&#x146;i main&#x101;s lo�m&#x101;m. No&#x137;ertais k&#x13C;&#x16B;st par sun&#x12B;ti.</p><p>Iev&#x113;ro! Rota&#x13C;as s&#x101;kum&#x101; sun&#x12B;tim, pirms tas s&#x101;k &#x137;ert, j&#x101;pace&#x13C; roka un j&#x101;pasaka: �Es � sun&#x12B;tis!� Tas j&#x101;dara, ar&#x12B; mainoties lom&#x101;m.</p><p>Tas, kur� p&#x101;rk&#x101;pis rota&#x13C;laukuma robe�as, tiek uzskat&#x12B;ts par no&#x137;ertu un p&#x101;r&#x146;em sun&#x12B;�a uzde�vumus.</p><p>Rota&#x13C;u ieteicams turpin&#x101;t ne ilg&#x101;k par 15�20 min&#x16B;t&#x113;m.</p><p>Ja k&#x101;dam no maz&#x101;kajiem b&#x113;rniem neizdodas ilg&#x101;ku laiku nevienu no&#x137;ert, par sun&#x12B;ti j&#x101;noz&#x12B;m&#x113; cits rota&#x13C;as dal&#x12B;bnieks.</p><p>Ja rota&#x13C;&#x101; p&#x101;rsvar&#x101; ir maz&#x101;ki b&#x113;rni, vien&#x101; lau�kuma mal&#x101; var ier&#x12B;kot �m&#x101;ju�, kur&#x101; dr&#x12B;kst atp&#x16B;s�ties (tik ilgi, kam&#x113;r izskaita l&#x12B;dz 10). Ja k&#x101;ds uz�turas m&#x101;j&#x101; ilg&#x101;k, tas k&#x13C;&#x16B;st par sun&#x12B;ti.</p><p>Variants. Ja rota&#x13C;&#x101; piedal&#x101;s ne maz&#x101;k par 10�12 dal&#x12B;bniekiem, tad vi&#x146;i var sadal&#x12B;ties p&#x101;ros, un p&#x113;c sign&#x101;la �Rota&#x13C;u s&#x101;kt!� sun&#x12B;�u p&#x101;ris &#x137;er p&#x101;�r&#x113;jos rota&#x13C;as dal&#x12B;bniekus, kas, sadevu�ies rok&#x101;s, izvair&#x101;s no &#x137;&#x113;r&#x113;jiem. Ja vienam no sun&#x12B;�iem izdo�das pieskarties k&#x101;dam p&#x101;rim, vi&#x146;i main&#x101;s lom&#x101;m, un rota&#x13C;a turpin&#x101;s.</p></section><section><title><p>DRAUGS, PAL&#x12A;G&#x100;!</p></title><p>Rota&#x13C;u var organiz&#x113;t laukum&#x101;, liedag&#x101;, me�a nost&#x16B;r&#x12B;, pagalm&#x101; vai neliel&#x101; telp&#x101;. &#x100;r&#x101; j&#x101;iez&#x12B;m&#x113; rota&#x13C;as laukuma robe�as.</p><p>Viens no dal&#x12B;bniekiem k&#x13C;&#x16B;st par &#x137;&#x113;r&#x113;ju. Tas no�st&#x101;jas laukuma mal&#x101;, p&#x101;r&#x113;jie rota&#x13C;as dal&#x12B;bnieki izkl&#x12B;st pa laukumu.</p><p>P&#x113;c sign&#x101;la &#x137;&#x113;r&#x113;js cen�as k&#x101;du no dal&#x12B;bniekiem no&#x137;ert, bet tas, gl&#x101;bjoties no &#x137;&#x113;r&#x113;ja, mekl&#x113; pal&#x12B;�dz&#x12B;bu pie biedriem, saucot: �Draugs, pal&#x12B;g&#x101;!� Tu�v&#x101;kais no b&#x113;rniem steidzas b&#x113;dz&#x113;jam pal&#x12B;g&#x101; un sniedz rokas. Rota&#x13C;as dal&#x12B;bniekiem, kas sadevu�ies rok&#x101;s un nost&#x101;ju�ies ar sej&#x101;m viens pret otru, &#x137;&#x113;r&#x113;js nedr&#x12B;kst pieskarties.</p><p>Ja &#x137;&#x113;r&#x113;jam izdodas k&#x101;du no&#x137;ert, tas k&#x13C;&#x16B;st par &#x137;&#x113;r&#x113;ju.</p><p>Iev&#x113;ro! Rota&#x13C;as dal&#x12B;bnieki nedr&#x12B;kst staig&#x101;t pa laukumu, sadevu�ies rok&#x101;s. Rok&#x101;s sadoties at&#x13C;auts tikai tad, kad draud briesmas.</p><p>Draugam, kur� non&#x101;cis nelaim&#x113;, j&#x101;cen�as pal&#x12B;�dz&#x113;t, pasniedzot vajadz&#x12B;gaj&#x101; br&#x12B;d&#x12B; tam rokas.</p><p>Mainoties lom&#x101;m, &#x137;&#x113;r&#x113;jam j&#x101;piesak&#x101;s: �Es �<emphasis>1</emphasis> &#x137;&#x113;r&#x113;js!�</p></section><section><title><p>P&#x16A;C&#x12A;TE</p></title><p>Rota&#x13C;ai var izraudz&#x12B;ties vietu pagalm&#x101;, park&#x101;, laukum&#x101; vai telp&#x101;, norobe�ojot nelielu br&#x12B;vu lau�kumi&#x146;u (4X8 rn). Vien&#x101; laukuma st&#x16B;r&#x12B; iez&#x12B;m&#x113; m&#x101;ju p&#x16B;c&#x12B;tei. No b&#x113;rnu vidus vienu izv&#x113;l par p&#x16B;�c&#x12B;ti. T&#x101; apmetas sav&#x101; m&#x101;j&#x101;, bet p&#x101;r&#x113;jie rota&#x13C;as dal&#x12B;bnieki izkl&#x12B;st pa laukumu.</p><p>Kad rota&#x13C;as vad&#x12B;t&#x101;js saka �diena�, p&#x16B;c&#x12B;te (t&#x101; ir naktsputns) gu&#x13C; sav&#x101; ligzd&#x101;, bet p&#x101;r&#x113;jie dal&#x12B;b�nieki skraida pa laukumu, atdarinot da�&#x101;dus dz&#x12B;v�niekus: za&#x137;&#x113;nu, l&#x101;ci, tauren&#x12B;ti, putnu u. c. Bet, kad vi&#x146;� saka �nakts�, visiem j&#x101;sastingst t&#x101;d&#x101; poza, k&#x101;d&#x101; to p&#x101;rsteidzis sauciens �nakts�. Nakt&#x12B; p&#x16B;c&#x12B;te dodas med&#x12B;b&#x101;s. T&#x101; lido gar b&#x113;rniem, v&#x113;ro, vai vi&#x146;i st&#x101;v nekust&#x12B;gi. Ja k&#x101;ds no dal&#x12B;bniekiem kaut maz�liet sakustas, p&#x16B;c&#x12B;te to aizved uz savu ligzdu. Tik�l&#x12B;dz rota&#x13C;as vad&#x12B;t&#x101;js saka �diena�, p&#x16B;c&#x12B;te lido uz savu ligzdu, bet p&#x101;r&#x113;jie dal&#x12B;bnieki, atdarinot iedo�m&#x101;to dz&#x12B;vnieku kust&#x12B;bas, skraida pa laukumu.</p><p>Kad no&#x137;erti divi vai tr&#x12B;s rota&#x13C;as dal&#x12B;bnieki, p&#x16B;�c&#x12B;te j&#x101;nomaina. T&#x101; j&#x101;izraug&#x101;s no to b&#x113;rnu vidus, kuri ne reizes (vai vismaz&#x101;k rei�u) nav nok&#x13C;uvu�i p&#x16B;c&#x12B;tes ligzd&#x101;.</p></section><section><title><p>JAUTRIE B&#x112;RNI</p></title><p>Vispirms rota&#x13C;as dal&#x12B;bniekiem j&#x101;iem&#x101;c&#x101;s �&#x101;ds panti&#x146;�:</p><p>Esam visi jautri b&#x113;rni,</p><p>Mazas meitenes un z&#x113;ni.</p><p>Ja tu vari, &#x137;er m&#x16B;s ciet!</p><p>Laukum&#x101; novelk divas paral&#x113;las l&#x12B;nijas ne ma�z&#x101;k k&#x101; 5�6 so&#x13C;u att&#x101;lum&#x101; vienu no otras. L&#x12B;niju garums 8�10 so&#x13C;u.</p><p>Izloz&#x113;, kur� no b&#x113;rniem b&#x16B;s &#x137;&#x113;r&#x113;js. &#x136;&#x113;r&#x113;js no�st&#x101;jas laukuma vid&#x16B;, p&#x101;r&#x113;jie rota&#x13C;as dal&#x12B;bnieki � aiz vienas no l&#x12B;nij&#x101;m.</p><p>Rota&#x13C;as dal&#x12B;bnieki, st&#x101;v&#x113;dami aiz l&#x12B;nijas, kori skand&#x113; iem&#x101;c&#x12B;to panti&#x146;u un p&#x113;c v&#x101;rdiem �&#x137;er m&#x16B;s ciet!� skrien uz laukuma pret&#x113;jo pusi. P&#x101;rskr&#x113;jiena laik&#x101; &#x137;&#x113;r&#x113;js cen�as k&#x101;du pan&#x101;kt un tam pieskarties. Ja tas vi&#x146;am izdodas, no&#x137;ertajam ir soda punkts.</p><p>Rota&#x13C;u beidz, kad visi dal&#x12B;bnieki (vai liel&#x101;k&#x101; da&#x13C;a) no&#x137;erti. Uzvar tie rota&#x13C;as dal&#x12B;bnieki, kuriem nav (vai ir vismaz&#x101;k) soda punktu. No tiem ar&#x12B; j&#x101;iz�raug&#x101;s jaunais &#x137;&#x113;r&#x113;js.</p><p>Iev&#x113;ro! Rota&#x13C;as dal&#x12B;bnieki, kuri, vair&#x12B;damies no &#x137;&#x113;r&#x113;ja, izskrien &#x101;rpus laukuma robe�&#x101;m, ar&#x12B; ieg&#x16B;st soda punktu.</p><p>Bet tie, kuri, baid&#x12B;damies no &#x137;&#x113;r&#x113;ja, nep&#x101;rskrien laukumu, bet atgrie�as atpaka&#x13C; aiz l&#x12B;nijas, nesa�&#x146;em soda punktu, tikai n&#x101;kamaj&#x101; skr&#x113;jien&#x101; nepie�dal&#x101;s.</p><p>P&#x101;rskr&#x113;jienu nedr&#x12B;kst uzs&#x101;kt, pirms nav nobeigts panti&#x146;�. Rota&#x13C;as dal&#x12B;bnieki, kuri ir nepaciet&#x12B;gi un steidzas, izlai� vienu p&#x101;rskr&#x113;jiena reizi.</p></section><section><title><p>PUTNS BEZ LIGZDAS</p></title><p>Rota&#x13C;u var organiz&#x113;t pagalm&#x101; vai cit&#x101; klaj&#x101; viet&#x101;, ja sapulc&#x113;ju�ies ne maz&#x101;k par 8�10 b&#x113;r�niem.</p><p>Rota&#x13C;as dal&#x12B;bnieki sast&#x101;jas pa p&#x101;riem ar sej&#x101;m viens pret otru, sadodas rok&#x101;s un izvietojas br&#x12B;vi pa laukumu.</p><p>P&#x113;c izlozes viena p&#x101;ra b&#x113;rni t&#x113;lo viens vanagu, otrs � putnu. Rota&#x13C;u uzs&#x101;kot, putns cen�as izb&#x113;gt no vanaga, kur� tam dzenas paka&#x13C;, un, mekl&#x113;jot patv&#x113;rumu, ielien starp dal&#x12B;bnieku sadotaj&#x101;m ro�k&#x101;m vien&#x101; no ligzd&#x101;m un satver sev pret&#x12B; st&#x101;vo�&#x101; b&#x113;rna rokas. Rota&#x13C;as dal&#x12B;bnieks, pret kuru vi&#x146;� nost&#x101;jies ar muguru, k&#x13C;&#x16B;st tagad par putnu, kuru vaj&#x101; vanags. Ja vanagam izdodas b&#x113;go�ajam putnam pieskarties, � lomas main&#x101;s, un no&#x137;ertais putns k&#x13C;&#x16B;st par vanagu.</p><p>Iev&#x113;ro! Nedr&#x12B;kst p&#x101;r&#x101;k ilgi b&#x113;gu&#x13C;ot no vanaga, &#x101;tr&#x101;k j&#x101;cen�as'pasl&#x113;pties ligzd&#x101;, lai ari citi rota&#x13C;as dal&#x12B;bnieki var&#x113;tu izskrieties.</p><p>Ja vanags nevar ilgi no&#x137;ert nevienu no putniem, par to j&#x101;noz&#x12B;m&#x113; k&#x101;ds cits rota&#x13C;as dal&#x12B;bnieks.</p></section><section><title><p>ZA&#x136;I SAK&#x145;U D&#x100;RZ&#x100;</p></title><p>Rota&#x13C;ai izraug&#x101;s vietu, kur&#x101; viegli var uzz&#x12B;m&#x113;t divus vienu otr&#x101; ievilktus ap&#x13C;us: maz&#x101;ko � ar 2�3 m lielu diametru, liel&#x101;ko ar 4 m lielu diam&#x113;tru. Viens no rota&#x13C;as dal&#x12B;bniekiem uz&#x146;emas d&#x101;rza sarga lomu, p&#x101;r&#x113;jie ir za&#x137;&#x113;ni.</p><p>Rota&#x13C;u s&#x101;kot, sargs nost&#x101;jas vid&#x113;j&#x101; apl&#x12B; � sak&#x146;u d&#x101;rz&#x101;, za&#x137;&#x113;ni izkl&#x12B;st laukum&#x101; starp abiem ap&#x13C;iem. T&#x12B;kodami p&#x113;c sakn&#x113;m, vi&#x146;i ielec sak&#x146;u d&#x101;rz&#x101; un izlec no t&#x101;. Za&#x137;&#x113;ni lec uz ab&#x101;m k&#x101;j&#x101;m (cit&#x101;di p&#x101;r�vietoties vi&#x146;i nedr&#x12B;kst). Sargs cen�as pieskarties d&#x101;rz&#x101; ieleku�ajiem za&#x137;iem. Ja tas izdodas, � za�&#x137;is ir no&#x137;erts. No&#x137;ertajiem za&#x137;iem j&#x101;aps&#x113;�as bla�kus sargam. Visveikl&#x101;kais za&#x137;is, kuru sargam ne�izdodas no&#x137;ert, st&#x101;jas sarga viet&#x101;.</p><p>Iev&#x113;ro! Sargs nedr&#x12B;kst p&#x101;rk&#x101;pt sava d&#x101;rza ro�be�as; za&#x137;&#x113;ni dr&#x12B;kst p&#x101;rvietoties, l&#x113;k&#x101;jot tikai ar ab&#x101;m k&#x101;j&#x101;m.</p></section><section><title><p>KA&#x136;IS UN PELE</p></title><p>Rota&#x13C;u var organiz&#x113;t neliel&#x101; laukum&#x101; vai telp&#x101;. Ar loz&#x113;�anas pal&#x12B;dz&#x12B;bu noskaidro, kur� no rota&#x13C;as dal&#x12B;bniekiem b&#x16B;s ka&#x137;is, kur� � pele.</p><p>P&#x101;r&#x113;jie sadodas rok&#x101;s un izveido p&#x113;c iesp&#x113;jas liel&#x101;ku apli.</p><p>Rota&#x13C;as s&#x101;kum&#x101; ka&#x137;im j&#x101;nost&#x101;jas ap&#x13C;a vien&#x101; pus&#x113;, bet pelei � t&#x101; otr&#x101; pus&#x113;.</p><p>P&#x113;c rota&#x13C;as vad&#x12B;t&#x101;ja sign&#x101;la ka&#x137;is s&#x101;k &#x137;ert peli, pele b&#x113;g. Pele, gl&#x101;bdam&#x101;s no ka&#x137;a, gan ieskrien apl&#x12B;, gan izskrien no t&#x101;. Peli b&#x113;rni nekav&#x113;, toties ka&#x137;im vi&#x146;i cen�as aiz�&#x137;&#x113;rsot ce&#x13C;u, nolai�ot rokas, kad ka&#x137;is grib izl&#x12B;st zem t&#x101;m, vai pace&#x13C;ot rokas, kad ka&#x137;is gras&#x101;s t&#x101;m p&#x101;rl&#x113;kt.</p><p>Ja ka&#x137;is peli no&#x137;er, no&#x137;ertais rota&#x13C;as dal&#x12B;bnieks k&#x13C;&#x16B;st par ka&#x137;i, bet &#x137;&#x113;r&#x113;js par peli. Turpret&#x12B;, ja ka�&#x137;im ilg&#x101;ku laiku neizdodas peli no&#x137;ert, ka&#x137;a un peles lom&#x101;s j&#x101;noz&#x12B;m&#x113; citi rota&#x13C;as dal&#x12B;bnieki.</p><p>Iev&#x113;ro! Ne ka&#x137;is, ne pele nedr&#x12B;kst p&#x101;rraut b&#x113;rnu sadot&#x101;s rokas.</p><p>K&#x101; ka&#x137;is, t&#x101; pele dr&#x12B;kst izl&#x12B;st zem rota&#x13C;as dal&#x12B;b�nieku sadotaj&#x101;m rokam vai ar&#x12B; p&#x101;rl&#x113;kt t&#x101;m.</p><p>Pele nedr&#x12B;kst p&#x101;r&#x101;k t&#x101;lu aizskriet no ap&#x13C;a.</p><p>Lai ka&#x137;im b&#x16B;tu viegl&#x101;k no&#x137;ert peli, apl&#x12B; j&#x101;iz�veido vieni vai vair&#x101;ki v&#x101;rti (b&#x113;rni �aj&#x101;s viet&#x101;s nav sadevu�ies rok&#x101;s).</p></section><section><title><p>PE&#x13B;U SLAZDS</p></title><p>Rota&#x13C;u var organiz&#x113;t, ja sapulc&#x113;ju�ies ne maz&#x101;k par 12 b&#x113;rniem. Rota&#x13C;as vad&#x12B;t&#x101;js vi&#x146;us nost&#x101;da vien&#x101; rind&#x101;, liek katram otrajam iziet soli uz priek�u, sadoties rok&#x101;s un izveidot apli � peju slazdu. P&#x101;r&#x113;jie rota&#x13C;as dal&#x12B;bnieki, kas paliku�i ;irpus ap&#x13C;a, t&#x113;lo pel&#x12B;tes.</p><p>P&#x113;c vad&#x12B;t&#x101;ja komandas �Slazds atv&#x113;rts!� dal&#x12B;b�nieki, kas veido apli, pace&#x13C; rokas. Tagad pel&#x12B;t&#x113;m j&#x101;steidzas baud&#x12B;t gardumus, kuri atrodas slazda vid&#x16B;. Pel&#x12B;tes steidz&#x12B;gi ielien slazd&#x101;, aizskrien l&#x12B;dz centram un pa pret&#x113;jo slazda pusi izskrien no t&#x101;. Slazds atv&#x113;rts l&#x12B;dz tam br&#x12B;dim, kam&#x113;r rota&#x13C;as vad&#x12B;t&#x101;js dod komandu �Hop!� slazda aizkri�anai. Apli veidojo�ie b&#x113;rni nolai� rokas un pietupjas. Vi�sas peles, kuras ir paliku�as apl&#x12B;, ir notvertas. Ro�ta&#x13C;a beidzas, kad no&#x137;ertas visas peles.</p><p>Ik p&#x113;c noteikta laika ieteicams main&#x12B;ties lom&#x101;m. Rota&#x13C;as dal&#x12B;bnieki, kuri veidoja slazdu, tagad ir peles, bet tie, kas t&#x113;loja peles, � sadodas rok&#x101;s uti izveido apli. Ja k&#x101;ds no pieaugu�ajiem var kon�trol&#x113;t laiku, ieteicams r&#x12B;kot sacens&#x12B;bas ab&#x101;m ko�mand&#x101;m. Uzvar t&#x101; komanda, kura &#x12B;s&#x101;k&#x101; laik&#x101; iz�&#x137;&#x113;rusi visas peles.</p><p>Iev&#x113;ro! Kam&#x113;r slazds nav aizkritis ciet, ne�dr&#x12B;kst aiztur&#x113;t peles.</p><p>Peles nedr&#x12B;kst izl&#x12B;st no slazda pa tiem pa�iem v&#x101;rtiem, pa kuriem taj&#x101; ieskr&#x113;ja. No slazda dr&#x12B;kst izl&#x12B;st tikai pa pret&#x113;j&#x101;s puses v&#x101;rtiem.</p><p>Ja peles baid&#x101;s l&#x12B;st slazd&#x101;, vienu b&#x113;rnu var no�z&#x12B;m&#x113;t par ka&#x137;i, kur� dr&#x12B;kst &#x137;ert &#x101;rpus&#x113; st&#x101;vo�&#x101;s peles. Peles, vairoties no ka&#x137;a, l&#x12B;d&#x12B;s slazd&#x101;.</p></section><section><title><p>PASL&#x112;PES</p></title><p>Rota&#x13C;u var organiz&#x113;t pagalm&#x101; vai cit&#x101; piem&#x113;rot&#x101; viet&#x101;, kur iesp&#x113;jams viegli pasl&#x113;pties. Pagalm&#x101; var pasl&#x113;pties aiz &#x113;k&#x101;m, kokiem, soliem vai citiem priek�metiem, apvid&#x16B; � aiz nelieliem kr&#x16B;miem, kokiem, pakalni&#x146;iem, celmiem u. c. Dal&#x12B;bnieku skaits � ne maz&#x101;k par trim b&#x113;rniem.</p><p>Mekl&#x113;t&#x101;ju nosaka p&#x113;c izlozes vai ar skait&#x101;m&#x101; panti&#x146;a pal&#x12B;dz&#x12B;bu. Rota&#x13C;as dal&#x12B;bnieki nost&#x101;jas apl&#x12B;, un viens no vi&#x146;iem, skaitot panti&#x146;u, pie katra v&#x101;rda pieskaras b&#x113;rniem p&#x113;c k&#x101;rtas. Panti&#x146;a nobeigum&#x101;, sakot �Viens, divi, tr&#x12B;s, tu esi br&#x12B;vs!�, br&#x12B;vais no mekl&#x113;�anas ir tas dal&#x12B;bnieks, kuram pieskaroties j&#x101;saka v&#x101;rds �br&#x12B;vs�. Panti&#x146;u atk&#x101;rto tik ilgi, l&#x12B;dz no mekl&#x113;�anas tiek atbr&#x12B;voti visi rota&#x13C;as dal&#x12B;bnieki, iz&#x146;emot vienu.</p><p>Kad mekl&#x113;t&#x101;js noteikts, j&#x101;vienojas: p&#x113;c cik ilga laika mekl&#x113;t&#x101;js var s&#x101;kt mekl&#x113;t; cik liel&#x101; laukum&#x101; un kur dr&#x12B;kst sl&#x113;pties; kad uzskat&#x12B;t b&#x113;rnu par at�rastu, un k&#x101; to apstiprin&#x101;t; k&#x101; noteikt n&#x101;kamo mekl&#x113;t&#x101;ju un k&#x101; atz&#x12B;t par br&#x12B;vu to rota&#x13C;as dal&#x12B;b�nieku, kuru mekl&#x113;t&#x101;js nav var&#x113;jis atrast.</p><p>Mekl&#x113;t&#x101;ja st&#x101;v&#x113;�anas laiku viegli noteikt, liekot vi&#x146;am izskait&#x12B;t l&#x12B;dz 10 vai 20, norun&#x101;t skait&#x101;mo panti&#x146;u vai salas&#x12B;t izm&#x113;t&#x101;t&#x101;s n&#x16B;ji&#x146;as.</p><p>T&#x101;d&#x101; gad&#x12B;jum&#x101;, ja mekl&#x113;t&#x101;jam j&#x101;salasa izm&#x113;�t&#x101;t&#x101;s n&#x16B;ji&#x146;as, 8�12 n&#x16B;ji&#x146;as novieto uz d&#x113;l&#x12B;�a viena gala, kas uzlikts uz nelielas pagal&#x12B;tes. Kad rota&#x13C;as dal&#x12B;bnieki s&#x101;k sl&#x113;p�anos, viens no vi&#x146;iem strauji uzk&#x101;pj uz d&#x113;l&#x12B;�a br&#x12B;v&#x101; gala. Uz d&#x113;&#x13C;a uzlik�</p><p>t&#x101;s n&#x16B;ji&#x146;as izbirst uz vi�s&#x101;m pus&#x113;m. Mekl&#x113;t&#x101;jam j&#x101;salasa n&#x16B;ji&#x146;as, k&#x101;rt&#x12B;gi j&#x101;saliek uz d&#x113;l&#x12B;�a viena gala, un tikai tad vi&#x146;� dr&#x12B;kst s&#x101;kt mekl&#x113;t.</p><p>Ja mekl&#x113;t&#x101;js k&#x101;du no dal&#x12B;bniekiem ieraudz&#x12B;jis, vi&#x146;am j&#x101;skrien pie sienas, kur vi&#x146;� st&#x101;v&#x113;jis, j&#x101;piesit un j&#x101;saka: �Viens, divi, tr&#x12B;s � Valdis!� Atrastajam j&#x101;n&#x101;k &#x101;r&#x101; no pasl&#x113;p�tuves.</p><p>Ja rota&#x13C;as dal&#x12B;bnieks, kuru mekl&#x113;t&#x101;js nav atra�dis, izskrien no pasl&#x113;ptuves un pieskrien pie mek�l&#x113;t&#x101;ja sienas un saka: �Viens, divi, tr&#x12B;s, es esmu br&#x12B;vs!� � tad vi&#x146;� ir atbr&#x12B;vojies no mekl&#x113;t&#x101;ja lo�mas �aj&#x101; reiz&#x113;. Rota&#x13C;u atk&#x101;rtojot, par mekl&#x113;t&#x101;ju k&#x13C;&#x16B;st tas dal&#x12B;bnieks, kur� atrasts pirmais.</p><p>Iev&#x113;ro! Pirms rota&#x13C;as s&#x101;k�anas j&#x101;norun&#x101;, cik liel&#x101; laukum&#x101; at&#x13C;auts sl&#x113;pties. Pret&#x113;j&#x101; gad&#x12B;jum&#x101; b&#x16B;s gr&#x16B;ti atrast visas sl&#x113;ptuves un rota&#x13C;a k&#x13C;&#x16B;s. garlaic&#x12B;ga.</p><image l:href="#6"/><p>Nedr&#x12B;kst sl&#x113;ptuv&#x113;m izv&#x113;l&#x113;ties �auras spraugas* aizdurvis, pagraba telpas, k&#x101;pnes un citas tam�l&#x12B;dz&#x12B;gas vietas. �&#x101;d&#x101;s viet&#x101;s m&#x113;dz b&#x16B;t sien&#x101;s nag�las un citi asumi, uz kuriem var sapl&#x113;st dr&#x113;bes vai ievainot sevi.</p><p>Nek&#x101;d&#x101; gad&#x12B;jum&#x101; nedr&#x12B;kst sl&#x113;pties jaunb&#x16B;v&#x113;s, vai tran�eju bedr&#x113;s. Tas ir b&#x12B;stami dz&#x12B;v&#x12B;bai.</p></section><section><title><p>MEKL&#x112;JU ATSL&#x112;GAS</p></title><p>Rota&#x13C;u var noorganiz&#x113;t neliel&#x101; laukumi&#x146;&#x101;, pa�galm&#x101; vai telp&#x101;. T&#x101;s dal&#x12B;bnieki, iz&#x146;emot vienu, no�st&#x101;jas apl&#x12B; apm&#x113;ram 2�3 so&#x13C;u att&#x101;lum&#x101; cits no cita un apvelk sev apk&#x101;rt nelielu apli � m&#x101;ju. Rota&#x13C;as dal&#x12B;bnieks, kuram nav m&#x101;jas, iet pie visiem p&#x113;c k&#x101;rtas un saka: �Tuk-tuk-tuk!�</p><p>Uzrun&#x101;tais: �Kas tur ir?�</p><p>B&#x113;rns: �Kaimi&#x146;�.�</p><p>Uzrun&#x101;tais: �Ko jums vajag?�</p><p>B&#x113;rns: �Mekl&#x113;ju m&#x101;jas atsl&#x113;gas.�</p><p>Uzrun&#x101;tais: �Pie manis nav, varb&#x16B;t kaimi&#x146;� zina,� � un nor&#x101;da uz citu rota&#x13C;as dal&#x12B;bnieku.</p><p>T&#x101; atsl&#x113;gu mekl&#x113;t&#x101;js staig&#x101; no dal&#x12B;bnieka pie dal&#x12B;bnieka.</p><p>Pa to laiku, kam&#x113;r notiek saruna starp atsl&#x113;gas mekl&#x113;t&#x101;ju un vienu no b&#x113;rniem, p&#x101;r&#x113;jie rota&#x13C;as da�l&#x12B;bnieki cen�as samain&#x12B;ties ar m&#x101;j&#x101;m.</p><p>Atsl&#x113;gas mekl&#x113;t&#x101;js, kaut ar&#x12B; sarun&#x101;jas, v&#x113;r&#x12B;gi seko vietu mai&#x146;ai un, ja vien tas ir iesp&#x113;jams, m&#x101;ju mai&#x146;as br&#x12B;d&#x12B; steidzas ie&#x146;emt k&#x101;du no t&#x101;m. Ja tas izdodas, tad par atsl&#x113;gu mekl&#x113;t&#x101;ju k&#x13C;&#x16B;st tas rota&#x13C;as dal&#x12B;bnieks, kur� palicis bez m&#x101;jas.</p></section><section><title><p>TUK�A VIETA</p></title><p>Rota&#x13C;u var organiz&#x113;t laukum&#x101;, me�&#x101;, p&#x13C;av&#x101;, lie�dag&#x101; vai telp&#x101;. Dal&#x12B;bnieku skaits � vismaz 5 vai 6 b&#x113;rni.</p><p>Ar loz&#x113;�anas pal&#x12B;dz&#x12B;bu nosaka rota&#x13C;as vad&#x12B;t&#x101;ju. P&#x101;r&#x113;jie dal&#x12B;bnieki nost&#x101;jas apl&#x12B; ar seju pret centru. Rota&#x13C;as vad&#x12B;t&#x101;js atrodas &#x101;rpus ap&#x13C;a.</p><p>P&#x113;c komandas �Rota&#x13C;u s&#x101;kt!� vad&#x12B;t&#x101;js s&#x101;k skriet apk&#x101;rt aplim, skrienot pieskaras vienam no rota&#x13C;as dal&#x12B;bniekiem pie pleca un turpina skr&#x113;�jienu apk&#x101;rt aplim. B&#x113;rnam, kuram rota&#x13C;as vad&#x12B;�t&#x101;js piesk&#x101;ries, j&#x101;skrien apk&#x101;rt aplim pret&#x113;j&#x101; vir�zien&#x101; un j&#x101;cen�as &#x101;tr&#x101;k nok&#x13C;&#x16B;t atpaka&#x13C; sav&#x101; viet&#x101;. Dal&#x12B;bnieks, kur� nepag&#x16B;st pirmais nok&#x13C;&#x16B;t br&#x12B;vaj&#x101; viet&#x101;, k&#x13C;&#x16B;st par vad&#x12B;t&#x101;ju.</p><p>I ev&#x113;ro! Ja rota&#x13C;&#x101; piedal&#x101;s maz b&#x113;rnu (5 vai 6),. tad tiem j&#x101;nost&#x101;jas nepilna so&#x13C;a atstatum&#x101; citam no cita, lai izveidotais aplis b&#x16B;tu liel&#x101;ks.</p><p>Ja rota&#x13C;&#x101; piedal&#x101;s 10 vai vair&#x101;k b&#x113;rnu, tie var st&#x101;v&#x113;t cie�&#x101;k cits pie cita.</p><p>Lai tuk�&#x101; vieta b&#x16B;tu lab&#x101;k saskat&#x101;ma, rota&#x13C;as dal&#x12B;bnieki, kuri atrodas tai blakus, pace&#x13C; roku.</p></section><section><title><p>OTRAIS LIEKS vai DIVI PAR MAZ, TR&#x12A;S PAR DAUDZ</p></title><p>Rota&#x13C;u var organiz&#x113;t, ja taj&#x101; piedal&#x101;s vismaz 5�7 dal&#x12B;bnieki. Vi&#x146;i nost&#x101;jas apl&#x12B; so&#x13C;a att&#x101;lum&#x101; cits no cita (ar seju pret centru). Divi no vi&#x146;iem � &#x137;&#x113;r&#x113;js un b&#x113;dz&#x113;js paliek &#x101;rpus ap&#x13C;a.</p><p>P&#x113;c sign&#x101;la &#x137;&#x113;r&#x113;js cen�as pan&#x101;kt b&#x113;dz&#x113;ju un tam pieskarties. B&#x113;dz&#x113;js, gl&#x101;bdamies no &#x137;&#x113;r&#x113;ja, nost&#x101;jas priek�&#x101; jebkuram no apl&#x12B; st&#x101;vo�ajiem b&#x113;rniem. Rota&#x13C;as dal&#x12B;bnieks, kuram priek�&#x101; nost&#x101;jies b&#x113;dz&#x113;js, k&#x13C;&#x16B;st par b&#x113;dz&#x113;ju.</p><p>Ja &#x137;&#x113;r&#x113;jam izdodas b&#x113;go�ajam pieskarties, tie abi main&#x101;s lom&#x101;m.</p><p>Ja rota&#x13C;as dal&#x12B;bnieku ir daudz, tad apl&#x12B; j&#x101;sast&#x101;�jas pa divi. Rota&#x13C;as noteikumi tie pa�i.</p><p>Iev&#x113;ro! &#x136;&#x113;r&#x113;js un b&#x113;dz&#x113;js dr&#x12B;kst skriet tikai pa ap&#x13C;a &#x101;rpusi.</p><p>Nedr&#x12B;kst aizskriet p&#x101;r&#x101;k t&#x101;lu no ap&#x13C;a, k&#x101; ar&#x12B; p&#x101;�r&#x101;k ilgi skriet apk&#x101;rt aplim, jo tad rota&#x13C;a k&#x13C;&#x16B;st garlaic&#x12B;ga.</p></section><section><title><p>P&#x112;D&#x112;JAIS PARIS</p></title><p>�o rota&#x13C;u var organiz&#x113;t, ja sapulc&#x113;ju�ies vismaz 7 b&#x113;rni. Vi&#x146;i pa p&#x101;riem sadodas rok&#x101;s un nost&#x101;jas cits p&#x101;ris aiz cita. Viens no dal&#x12B;bniekiem � rota&#x13C;as vad&#x12B;t&#x101;js nost&#x101;jas p&#x101;ru kolonnas priek�gal&#x101; un sauc: �P&#x113;d&#x113;jais p&#x101;ris �&#x137;iras!� P&#x113;c �&#x12B; sauciena p&#x113;�d&#x113;jais p&#x101;ris atlai� rokas un, skrienot katrs uz savu pusi, cen�as izvair&#x12B;ties no &#x137;&#x113;r&#x113;ja, pie tam m&#x113;�&#x123;ina satikties un sadoties atkal rok&#x101;s.</p><p>Rota&#x13C;as vad&#x12B;t&#x101;js savuk&#x101;rt cen�as vienu vai otru no p&#x101;ra dal&#x12B;bniekiem pan&#x101;kt un tam pieskartiesB&#x113;rns, kuram vi&#x146;� ir piesk&#x101;ries, kop&#x101; ar vi&#x146;u veido jaunu p&#x101;ri. Vi&#x146;i abi sadodas rok&#x101;s un nost&#x101;jas kolonnas priek�gal&#x101;. Bez p&#x101;ra paliku�ais tagad k&#x13C;&#x16B;st par rota&#x13C;as vad&#x12B;t&#x101;ju, vi&#x146;� nost&#x101;jas kolonnas priek�gal&#x101; un turpina sauk�anu.</p><p>Ja vad&#x12B;t&#x101;jam neizdodas pan&#x101;kt nevienu no rota�&#x13C;as dal&#x12B;bniekiem, tad vi&#x146;� pats sauc n&#x101;kamo pari.</p><p>Iev&#x113;ro! Izsaucot p&#x113;d&#x113;jo p&#x101;ri, nedr&#x12B;kst skat&#x12B;ties atpaka&#x13C;.</p><p>P&#x113;d&#x113;jam p&#x101;rim nav at&#x13C;auts skriet uz kolonnas aizmuguri.</p><p>Ja laukums vai telpa ir p&#x101;r&#x101;k liela, j&#x101;nosaka skr&#x113;jiena robe�as.</p><p>Ja vad&#x12B;t&#x101;js p&#x113;c triju p&#x101;ru izsauk�anas nevar nevienu no&#x137;ert, vi&#x146;a viet&#x101; j&#x101;noz&#x12B;m&#x113; cits.</p><p>Ja rota&#x13C;as dal&#x12B;bnieku ir daudz (30�40), lab&#x101;k organiz&#x113;t divas atsevi�&#x137;as kolonnas.</p><p>Ja dal&#x12B;bnieku ir daudz un vi&#x146;i rota&#x13C;u labi apgu�vu�i, var st&#x101;ties kolonn&#x101; pa �etri. Pie sauciena �p&#x113;d&#x113;jais p&#x101;ris �&#x137;iras!� �etrinieks dal&#x101;s un uz priek�u skrien divi p&#x101;ri katrs gar savu kolonnas pusi. Ar&#x12B; &#x137;&#x113;r&#x113;ji ir divi, un tie skrien, sadevu�ies rok&#x101;s.</p></section><section><title><p>VILT&#x12A;GA LAPSA</p></title><p>Rota&#x13C;u var organiz&#x113;t pagalm&#x101;, p&#x13C;av&#x101;, liedag&#x101;, k&#x101;d&#x101; me�a nost&#x16B;r&#x12B;t&#x12B; vai ar&#x12B; neliel&#x101; telp&#x101;.</p><p>No rota&#x13C;as dal&#x12B;bnieku vidus izv&#x113;l lapsu, p&#x101;r&#x113;jie t&#x113;lo da�&#x101;dus zv&#x113;rus. Tie izkl&#x12B;st pa telpu vai lau�kumu un katrs izraug&#x101;s sev alu. Al&#x101;m var izman�tot celmus, ci&#x146;us, bedr&#x12B;tes u. c. T&#x101;s var ar&#x12B; iez&#x12B;m&#x113;t, vienk&#x101;r�i apvelkot sev apk&#x101;rt apli (liedag&#x101;, lau�kum&#x101;) vai saliekot da�&#x101;dus s&#x12B;kus priek�metus (�iekurus, kasta&#x146;us, akmenti&#x146;us). Telp&#x101; �im noJ&#x16B;kam noder kr&#x113;sls, &#x137;ebl&#x12B;tis vai cits priek�mets.</p><p>Lapsa &#x146;ost&#x101;jas laukuma centr&#x101;. S&#x101;kot rota&#x13C;u, lapsa iet gar zv&#x113;ru al&#x101;m un aicina tos uz pastaigu me�&#x101;. Zv&#x113;ri, gar kuru al&#x101;m g&#x101;jusi lapsa, pievieno�jas tai pastaig&#x101; un atdarina visas t&#x101;s kust&#x12B;bas, k&#x101;�das izpilda lapsa.</p><p>L&#x12B;dzko lapsa iesaucas �Mednieks n&#x101;k!�, visiem zv&#x113;riem j&#x101;pasl&#x113;pjas sav&#x101;s al&#x101;s. Katr&#x101; al&#x101; dr&#x12B;kst pasl&#x113;pties tikai viens zv&#x113;rs. Ari lapsa steidzas pa�sl&#x113;pties k&#x101;d&#x101; no al&#x101;m. B&#x113;rns, kas palicis bez alas, rota&#x13C;u atk&#x101;rtojot, uz&#x146;emas lapsas lomu.</p><p>Iev&#x113;ro! Ja lapsa nav visus zv&#x113;rus apg&#x101;jusi un da&#x13C;a no tiem nav tai pievienoju�ies pastaig&#x101;, to�m&#x113;r, atskanot saucienam �Mednieks n&#x101;k!�, viet&#x101;m j&#x101;main&#x101;s ar&#x12B; al&#x101;s paliku�ajiem zv&#x113;riem.</p><p>Ja rota&#x13C;as dal&#x12B;bnieku ir daudz (30�40), tad tie var sadal&#x12B;ties grup&#x101;s pa pieci. �etri no vi&#x146;iem, sadodoties rok&#x101;s, veido apli (alu), piektais ir zv&#x113;rs. Rota&#x13C;as dal&#x12B;bnieki, kas veido apli, var st&#x101;�v&#x113;t, s&#x113;d&#x113;t, tup&#x113;t vai nomesties uz viena ce&#x13C;a. Ja vi&#x146;i ir nos&#x113;du�ies vai pietupu�ies, tad zv&#x113;riem j&#x101;atgrie��as al&#x101;s, p&#x101;rlecot p&#x101;ri vi&#x146;u kop&#x101; sadotaj&#x101;m rok&#x101;m. �aj&#x101; variant&#x101; zv&#x113;ru lomu t&#x113;lot&#x101;jiem regul&#x101;ri j&#x101;�main&#x101;s ar tiem dal&#x12B;bniekiem, kas veido alas.</p><p>Rota&#x13C;&#x101;joties me�&#x101;, nedr&#x12B;kst k&#x101;pt uz mitriem cel�miem un ci&#x146;iem, jo var pasl&#x12B;d&#x113;t k&#x101;ja un kr&#x12B;tot var sasisties.</p><p>Rota&#x13C;ai var izmantot tikai tos s&#x12B;kos priek�metus (�iekurus, kasta&#x146;as, z&#x12B;les, akmenti&#x146;us, sausus �a�gari&#x146;us), kas atrodami dab&#x101;, to nepostot.</p><p>P&#x113;c rota&#x13C;as j&#x101;nov&#x101;c visi tie priek�meti, kas taj&#x101; tika izmantoti.</p></section><section><title><p>V&#x100;VERES UN LAPSAS</p></title><p>Rota&#x13C;u var organiz&#x113;t me�a izcirtum&#x101;. Laukuma robe�as j&#x101;iez&#x12B;m&#x113;. Viens vai vair&#x101;ki b&#x113;rni t&#x113;lo lap�sas. P&#x101;r&#x113;jie rota&#x13C;as dal&#x12B;bnieki � v&#x101;veres � br&#x12B;vi izkl&#x12B;st pa visu laukumu.</p><p>P&#x113;c sign&#x101;la lapsa &#x137;er v&#x101;veres. V&#x101;veres b&#x113;g un pasl&#x113;pjas kokos, t. i., uzk&#x101;pj uz celma vai ci&#x146;a, nost&#x101;jas pie koka. Ja lapsai izdodas no&#x137;ert v&#x101;veri, pirms t&#x101; uzskrien kok&#x101;, vi&#x146;as main&#x101;s lom&#x101;m � v&#x101;vere k&#x13C;&#x16B;st par lapsu.</p><p>Iev&#x113;ro! Lapsa nedr&#x12B;kst st&#x101;v&#x113;t un gaid&#x12B;t v&#x101;veri, kam&#x113;r t&#x101; nolec no koka. V&#x101;ver&#x113;m savuk&#x101;rt visu laiku j&#x101;main&#x101;s viet&#x101;m.</p></section><section><title><p>B&#x112;RZI&#x145;, GL&#x100;B!</p></title><p>Rota&#x13C;u vislab&#x101;k organiz&#x113;t me�&#x101;.</p><p>Vispirms j&#x101;iez&#x12B;m&#x113; rota&#x13C;as laukuma robe�as. Vienu no dal&#x12B;bniekiem izv&#x113;l par &#x137;&#x113;r&#x113;ju. P&#x101;r&#x113;jie izkl&#x12B;st pa visu laukumu. P&#x113;c sign&#x101;la &#x137;&#x113;r&#x113;js cen�as no&#x137;ert k&#x101;du no rota&#x13C;as dal&#x12B;bniekiem un tam pie�skarties. Ja tas izdodas, vi&#x146;i main&#x101;s lom&#x101;m. &#x136;&#x113;r&#x113;js nedr&#x12B;kst pieskarties tiem dal&#x12B;bniekiem, kuri, pie�skr&#x113;ju�i pie b&#x113;rza, aptver to ar rok&#x101;m un sauc: �B&#x113;rzi&#x146;, gl&#x101;b!�</p><p>Iev&#x113;ro! Tikl&#x12B;dz k&#x101;ds no rota&#x13C;as dal&#x12B;bniekiem k&#x13C;uvis par &#x137;&#x113;r&#x113;ju, vi&#x146;am j&#x101;pace&#x13C; roka un j&#x101;sauc: �Es � &#x137;&#x113;r&#x113;js!�</p><p>Rota&#x13C;ai var izmantot ar&#x12B; citus kokus, t&#x101;dus, kuru apvid&#x16B; maz&#x101;k. L&#x12B;dz ar to main&#x101;s ar&#x12B; rota&#x13C;as no�saukums.</p></section><section><title><p>VILKS GRAV&#x100;</p></title><p>Rota&#x13C;u var organiz&#x113;t &#x101;r&#x101; vai telp&#x101;. J&#x101;iez&#x12B;m&#x113; ap�m&#x113;ram 5�6 so&#x13C;us plats un 7�10 so&#x13C;us gar� lau�kums. T&#x101; vid&#x16B; � 1 �1,5 so&#x13C;us plata josla � grava.</p><p>Viens no rota&#x13C;as dal&#x12B;bniekiem � vilks � nost&#x101;�jas grav&#x101;, bet p&#x101;r&#x113;jie � kazas � izvietojas aiz gala l&#x12B;nijas (m&#x101;j&#x101;). . ,</p><p>P&#x113;c sign&#x101;la kazas skrien uz laukuma pret&#x113;j&#x101;s puses m&#x101;ju. Lai taj&#x101; nok&#x13C;&#x16B;tu, j&#x101;p&#x101;rlec p&#x101;ri gravai, kur&#x101; tup vilks. Vilks, neizejot no gravas, cen�as notvert kazas. Ja vilkam izdodas pieskarties kazai, t&#x101; ir no&#x137;erta un paliek grav&#x101;.</p><p>Rota&#x13C;a beidzas, kad no&#x137;ertas visas kazas.</p><p>Kaza, kuru vilks nav var&#x113;jis no&#x137;ert, vai t&#x101;, kura no&#x137;erta p&#x113;d&#x113;j&#x101;, rota&#x13C;as turpin&#x101;jum&#x101; k&#x13C;&#x16B;st par vilku.</p><p>Iev&#x113;ro! Kaza, kura nevis p&#x101;rlec p&#x101;r gravu, bet to p&#x101;rskrien, tiek uzskat&#x12B;ta par no&#x137;ertu.</p><p>Ja kaza kav&#x113;jas ilg&#x101;k par norun&#x101;to laiku un ne�lec p&#x101;ri gravai, ar&#x12B; tad t&#x101; tiek uzskat&#x12B;ta par no�&#x137;ertu.</p><p>Ja rota&#x13C;&#x101; piedal&#x101;s vair&#x101;k par 15 dal&#x12B;bniekiem, j&#x101;izraug&#x101;s divi vai tr&#x12B;s vilki.</p><p>Ja rota&#x13C;&#x101; piedal&#x101;s maz&#x101;ki b&#x113;rni, gravai j&#x101;b&#x16B;t da�&#x101;da platuma, lai �aur&#x101;ko vietu var&#x113;tu p&#x101;rl&#x113;kt pa�i maz&#x101;kie kazl&#x113;ni.</p></section><section><title><p>VILKS UN AITAS</p></title><p>Laukuma vien&#x101; un otr&#x101; gal&#x101; iez&#x12B;m&#x113; ait&#x101;m m&#x101;�jas, vien&#x101; laukuma mal&#x101; � vilka midzeni.</p><p>No rota&#x13C;as dal&#x12B;bnieku vidus izraug&#x101;s vilku un saimnieci, p&#x101;r&#x113;jie ir aitas. Vilks nost&#x101;jas sav&#x101; mi�dzen&#x12B;, aitas vien&#x101; laukuma gal&#x101; (m&#x101;j&#x101;s), pret&#x113;j&#x101; laukuma pus&#x113; (otraj&#x101;s m&#x101;j&#x101;s) atrodas saimniece.</p><p>Saimniece sauc: �Visas manas aiti&#x146;as, m&#x101;j&#x101;s n&#x101;ciet!�</p><p>Aitas atbild: �M&#x113;s nevaram.�</p><p>Saimniece: �K&#x101;p&#x113;c?�</p><p>Aitas: �Pel&#x113;kais vilks mums uzgl&#x16B;n.�</p><p>Saimniece: �Ko vi&#x146;� &#x113;d?�</p><p>Aitas: �Maz&#x101;s un liel&#x101;s aitas.�</p><p>Saimniece: �Visas manas aiti&#x146;as, m&#x101;j&#x101;s n&#x101;ciet!�</p><p>Pie p&#x113;d&#x113;jiem saimnieces v&#x101;rdiem aitas cen�as p&#x101;rskriet laukumu un nok&#x13C;&#x16B;t m&#x101;j&#x101;s pie saimnieces, bet vilks, izskr&#x113;jis no sava midze&#x146;a, cen�as pan&#x101;kt b&#x113;go�&#x101;s aitas un t&#x101;m pieskarties. No&#x137;ert&#x101;s aitas vilks ievelk sav&#x101; midzen&#x12B;. Tad saimniece aiziet uz laukuma pret&#x113;jo galu un sauc atkal aiti&#x146;as m&#x101;j&#x101;s. Rota&#x13C;u beidz, kad palikusi pati veikl&#x101;k&#x101; aiti&#x146;a. T&#x101; tad ar&#x12B; k&#x13C;&#x16B;st par vilku.</p><p>Ja rota&#x13C;&#x101; piedal&#x101;s daudz b&#x113;rnu (14�20), p&#x113;c 2�4 p&#x101;rskr&#x113;jieniem j&#x101;nomaina vilks (no veikl&#x101;ko</p><p>aiti&#x146;u vidus). Var sal&#x12B;dzin&#x101;t vilku veikl&#x12B;bu � kur� vilks p&#x113;c vien&#x101;da aitu p&#x101;rskr&#x113;jienu skaita no&#x137;&#x113;ris vair&#x101;k aitu.</p></section><section><title><p>DIVI SALAVE�I</p></title><p>Rota&#x13C;ai nepiecie�ams 8�10 so&#x13C;u gar� un 4�6 so&#x13C;us plats laukums. Laukuma galos novelk l&#x12B;ni�jas. No dal&#x12B;bnieku vidus izraug&#x101;s divus salave�us. Tie nost&#x101;jas laukuma vid&#x16B;. P&#x101;r&#x113;jie rota&#x13C;as dal&#x12B;b�nieki nost&#x101;jas aiz vienas gala l&#x12B;nijas � m&#x101;j&#x101;s. P&#x113;c sign&#x101;la vi&#x146;iem j&#x101;p&#x101;rskrien laukums un j&#x101;no�k&#x13C;&#x16B;st otr&#x101;s m&#x101;j&#x101;s � aiz pret&#x113;j&#x101;s gala l&#x12B;nijas.</p><p>P&#x101;rskr&#x113;jiena br&#x12B;d&#x12B; salave�i cen�as b&#x113;rnus no�sald&#x113;t � pieskarties tiem ar roku.</p><p>Rota&#x13C;as dal&#x12B;bnieks, kuram piesk&#x101;ries salavecis, t&#x16B;l&#x12B;t apst&#x101;jas un sastingst. Sasald&#x113;ti vi&#x146;i paliek tik ilgi, l&#x12B;dz vi&#x146;us atbr&#x12B;vo p&#x101;r&#x113;jie b&#x113;rni n&#x101;kamaj&#x101; p&#x101;rskr&#x113;jien&#x101;, t. i., skrienot gar&#x101;m, � pieskaras tiem ar roku. P&#x113;c 4 vai 5 p&#x101;rskr&#x113;jieniem salave�us no�maina.</p><p>Iev&#x113;ro! No&#x137;ertais paliek st&#x101;vot taj&#x101; viet&#x101;, kur vi&#x146;u salavecis sasald&#x113;jis.</p><p>Rota&#x13C;as dal&#x12B;bnieki, kuri p&#x101;r&#x101;k ilgi vilcin&#x101;s vai cen�as palikt m&#x101;j&#x101;, ar&#x12B; skait&#x101;s no&#x137;erti.</p><p>Katram dal&#x12B;bniekam j&#x101;cen�as atbr&#x12B;vot savu sa�sald&#x113;to biedru, kaut ar&#x12B; pa�am n&#x101;ktos nok&#x13C;&#x16B;t sala�ve�a g&#x16B;st&#x101;.</p><p>Ja rota&#x13C;&#x101; piedal&#x101;s tikai 5 vai 6 dal&#x12B;bnieki, izrau�g&#x101;s vienu salaveci. T&#x101;d&#x101; gad&#x12B;jum&#x101; laukums var b&#x16B;t maz&#x101;ks.</p></section><section><title><p>V&#x100;VERES, Z&#x12A;LES UN RIEKSTI</p></title><p>Rota&#x13C;as dal&#x12B;bnieki nost&#x101;jas rind&#x101; un skait&#x101;s uz pirmo, otro, tre�o. Kad tas izdar&#x12B;ts, vi&#x146;i sadal&#x101;s grup&#x101;s pa tr&#x12B;s, sadodas rok&#x101;s, veidojot nelielus apl&#x12B;�us, un izvietojas pa visu laukumu. Katr&#x101; ap�l&#x12B;t&#x12B; pirmie numuri ir v&#x101;veres, otrie � z&#x12B;les, tre�ie � rieksti. Viens no dal&#x12B;bniekiem j&#x101;izv&#x113;l par rota&#x13C;as vad&#x12B;t&#x101;ju. Vi&#x146;� nost&#x101;jas vid&#x16B; starp b&#x113;rnu grup&#x101;m un sauc: �V&#x101;veres (z&#x12B;les vai rieksti)!� Nosauktaj&#x101;m v&#x101;ver&#x113;m j&#x101;main&#x101;s viet&#x101;m. Vad&#x12B;t&#x101;js mai&#x146;as laik&#x101; cen�as ie&#x146;emt k&#x101;du br&#x12B;vo vietu trij�niek&#x101;. Ja tas vi&#x146;am izdodas, vi&#x146;� k&#x13C;&#x16B;st par v&#x101;veri. B&#x113;rns, kur� palicis bez vietas, tagad vada rota&#x13C;u.</p><p>Iev&#x113;ro! Izsauktaj&#x101;m v&#x101;ver&#x113;m, z&#x12B;l&#x113;m vai riek�stiem oblig&#x101;ti j&#x101;main&#x101;s viet&#x101;m.</p><p>Kad b&#x113;rni rota&#x13C;u labi apguvu�i, vad&#x12B;t&#x101;js dr&#x12B;kst izsaukt reiz&#x113; v&#x101;veres un z&#x12B;les vai pat v&#x101;veres, z&#x12B;les un riekstus.</p><p>Rota&#x13C;&#x101; dal&#x12B;bnieki var st&#x101;v&#x113;t ar&#x12B; kolonn&#x101;s pa tr&#x12B;s. T&#x101;d&#x101; gad&#x12B;jum&#x101; priek�&#x101; st&#x101;v pirmie numuri � v&#x101;�veres, aiz t&#x101;m otrie � z&#x12B;les un tad tre�ie � rieksti.</p></section><section><title><p>KR&#x100;SAS</p></title><p>Laukuma vien&#x101; mal&#x101; iez&#x12B;m&#x113; veikalu un blakus tam pirc&#x113;ja m&#x101;ju, bet pret&#x113;j&#x101; mal&#x101; noliek k&#x101;du priek�metu (kr&#x113;slu, &#x137;ebl&#x12B;ti). No rota&#x13C;as dal&#x12B;bnieku vidus izraug&#x101;s p&#x101;rdev&#x113;ju un pirc&#x113;ju, p&#x101;r&#x113;jie ir kr&#x101;sas.</p><p>Pirc&#x113;js nost&#x101;jas sav&#x101; m&#x101;j&#x101;, bet p&#x101;rdev&#x113;js liek visiem rota&#x13C;as dal&#x12B;bniekiem nost&#x101;ties veikal&#x101; un klusu, t&#x101;, lai pirc&#x113;js nedzird&#x113;tu, iedala katram b&#x113;r�nam savu kr&#x101;su. Kad kr&#x101;sas sadal&#x12B;tas, pirc&#x113;js var n&#x101;kt t&#x101;s pirkt.</p><p>Pirc&#x113;js, pieklauv&#x113;jis pie veikala durv&#x12B;m (sakot: �Tuk, tuk, tuk!�), sasveicin&#x101;s ar p&#x101;rdev&#x113;ju un l&#x16B;dz p&#x101;rdot kr&#x101;sas. Kad veikalnieks &#x13C;auj kr&#x101;sas izv&#x113;l&#x113;�ties, pirc&#x113;js nosauc kr&#x101;sas, kuras vi&#x146;� grib pirkt. Nosaukt&#x101;s kr&#x101;sas izn&#x101;k un nost&#x101;jas pie gala l&#x12B;ni�jas. Pirc&#x113;jam par kr&#x101;s&#x101;m ar&#x12B; j&#x101;samaks&#x101;. Veikal�nieks nosauc katras kr&#x101;sas cenu, un pirc&#x113;js, sitot p&#x101;rdev&#x113;jam sauj&#x101;, noskaita maks&#x101;jamo summu. Kad izdar&#x12B;ts p&#x113;d&#x113;jais piesitiens plaukst&#x101;, kr&#x101;sas b&#x113;g uz laukuma pret&#x113;jo pusi, kur nolikts priek��mets, apskrien tam ri&#x146;&#x137;&#x12B; un steidzas atpaka&#x13C; uz veikalu. Pirc&#x113;js cen�as kr&#x101;sas no&#x137;ert un t&#x101;m pie�skarties. Ja tas izdodas, kr&#x101;sa nopirkta, un pirc&#x113;js to pa&#x146;em l&#x12B;dz uz sav&#x101;m m&#x101;j&#x101;m. Kr&#x101;sas, kur&#x101;m iz�dodas izb&#x113;gt, atgrie�as veikal&#x101;, un pirc&#x113;js t&#x101;s var pirkt atkal.</p><p>Uzvar kr&#x101;sa, kura ne reizes nav no&#x137;erta.</p><p>Iev&#x113;ro! Pirc&#x113;js dr&#x12B;kst kr&#x101;sas &#x137;ert tikai p&#x113;c pil�n&#x12B;gas samaksas.</p><p>Krasas b&#x113;g tikai tad, kad samaks&#x101;ta p&#x113;d&#x113;j&#x101; ka�peika.</p><p>Pirc&#x113;js var maks&#x101;t ar&#x12B; par katru kr&#x101;su atse�vi�&#x137;i, t&#x101;d&#x101; gad&#x12B;jum&#x101; vi&#x146;� ar&#x12B; katru kr&#x101;su atsevi�&#x137;i &#x137;er.</p><p>L&#x12B;dz&#x12B;gi var p&#x101;rdot un pirkt da�&#x101;dus ziedus, aug�&#x13C;us, d&#x101;rze&#x146;us, satiksmes l&#x12B;dzek&#x13C;us vai ar&#x12B; pirkt bi�&#x13C;etes uz da�&#x101;d&#x101;m pils&#x113;t&#x101;m.</p></section><section><title><p>UZMINI AMATU!</p></title><p>Visi rota&#x13C;as dal&#x12B;bnieki sadal&#x101;s div&#x101;s komand&#x101;s. Laukuma galos novelk l&#x12B;nijas. Aiz vienas l&#x12B;nijas nost&#x101;jas viena komanda, aiz otras � otra ko�manda.</p><p>Katra komanda izv&#x113;l kapteini un izraug&#x101;s k&#x101;du amatu. Kad abu komandu kaptei&#x146;i pazi&#x146;o, ka vi&#x146;u komandas amatus izv&#x113;l&#x113;ju�&#x101;s, viena komanda (p&#x113;c izlozes) n&#x101;k pie otras, nost&#x101;jas viena so&#x13C;a attalum&#x101; no t&#x101;s un ar kust&#x12B;b&#x101;m atdarina savu izrau�dz&#x12B;to amatu. Pretinieka komandai j&#x101;uzmin, k&#x101;du amatu t&#x101; izv&#x113;l&#x113;jusies. Ja viens no pretinieka ko�mandas locek&#x13C;iem amatu ir uzmin&#x113;jis un to ska&#x13C;i nosauc, amata atdarin&#x101;t&#x101;ji b&#x113;g, bet pretinieku ko�manda tos &#x137;er. &#x136;ert dr&#x12B;kst l&#x12B;dz pretej&#x101;s komandas gala l&#x12B;nijai. &#x136;&#x113;r&#x113;ji ieg&#x16B;st tik punktu, cik pretinieka komandas dal&#x12B;bnieku tie ir no&#x137;&#x113;ru�i.</p><p>Tad savu amatu iet r&#x101;d&#x12B;t otra komanda.</p><p>P&#x113;c tam abas komandas izv&#x113;las atkal jaunus amatus. Uzvar komanda, kurai p&#x113;c vien&#x101;du skr&#x113;�jienu skaita ir vair&#x101;k punktu.</p><p>Iev&#x113;ro! Amatu var min&#x113;t tr&#x12B;s reizes. Ja to ne�uzmin, min&#x113;t&#x101;ji neieg&#x16B;st nevienu punktu, bet pre�tinieku komanda izv&#x113;las sev jaunu amatu.</p><p>Ja rota&#x13C;as dal&#x12B;bnieku vid&#x16B; ir ar&#x12B; maz&#x101;ki b&#x113;rni, tad tiem j&#x101;sadal&#x101;s vien&#x101;di starp ab&#x101;m komand&#x101;m.</p></section><section><title><p>M&#x112;&#x122;INI PIECELTIES!</p></title><p>Rota&#x13C;u ieteicams organiz&#x113;t telp&#x101; vai &#x101;r&#x101; t&#x101;d&#x101; viet&#x101;, kur b&#x113;rni var s&#x113;sties zem&#x113;. Rota&#x13C;as dal&#x12B;b�nieki sadal&#x101;s grup&#x101;s pa divi, nost&#x101;jas ar mugur&#x101;m kop&#x101; un sadodas ar elko&#x146;os saliekt&#x101;m rok&#x101;m.</p><p>Rota&#x13C;as s&#x101;kum&#x101; b&#x113;rniem j&#x101;nos&#x113;�as uz zemes, neatlai�ot rokas, un j&#x101;iztaisno k&#x101;jas.</p><p>P&#x113;c komandas �Hop!�, neatlai�ot elko&#x146;os sado�t&#x101;s rokas, j&#x101;piece&#x13C;as st&#x101;vus. P&#x101;ris, kur� to izdara pirmais � ieg&#x16B;st vienu punktu. Vis&#x101; rota&#x13C;&#x101; uzvar p&#x101;ris, kur� pirmais ieguvis norun&#x101;to punktu skaitu (4, 5,6, 7 vai vair&#x101;k punktu).</p><p>Iev&#x113;ro! Noteikti j&#x101;p&#x101;rbauda vieta, kur b&#x113;rni s&#x113;d&#x12B;sies zem&#x113;. Gr&#x12B;dai j&#x101;b&#x16B;t t&#x12B;rai, laukum&#x101; nedr&#x12B;kst b&#x16B;t asu �&#x137;embu un gru�u. Vislab&#x101;k rota&#x13C;u organi�z&#x113;t saus&#x101; p&#x13C;av&#x101;, liedag&#x101; vai t&#x12B;r&#x101;s s&#x16B;n&#x101;s.</p><p>Cel�an&#x101;s br&#x12B;d&#x12B; vienm&#x113;r&#x12B;gi j&#x101;balst&#x101;s vienam pret otra muguru. T&#x101; viegl&#x101;k piecelties.</p><p>Daloties p&#x101;ros, j&#x101;raug&#x101;s, lai katr&#x101; p&#x101;r&#x12B; b&#x16B;tu vien&#x101;da auguma b&#x113;rni.</p></section><section><title><p>LECIENS AIZ L&#x112;CIENA</p></title><p>Rota&#x13C;as dal&#x12B;bnieki sadal&#x101;s div&#x101;s vien&#x101;d&#x101;s ko�mand&#x101;s. Lai b&#x16B;tu interesant&#x101;k, katra komanda var izv&#x113;l&#x113;ties savu nosaukumu. Abu komandu dal&#x12B;b�nieki nost&#x101;jas kolonn&#x101; pa vienam aiz laukuma gala l&#x12B;nijas un izskait&#x101;s p&#x113;c k&#x101;rtas.</p><p>Katra dal&#x12B;bnieka uzdevums ir izpild&#x12B;t l&#x113;cienu t&#x101;�lum&#x101; no vietas. Uzdevumu s&#x101;k katras komandas pirmie numuri � izpilda vienu l&#x113;cienu t&#x101;lum&#x101;. N&#x101;�kamais numurs (otrais) atz&#x12B;m&#x113; pirm&#x101; numura piezem&#x113;�an&#x101;s vietu (novelk l&#x12B;niju aiz pap&#x113;�iem), nost&#x101;jas aiz �&#x12B;s l&#x12B;nijas un savuk&#x101;rt izpilda vienu l&#x113;cienu t&#x101;lum&#x101;, tagad piezem&#x113;�an&#x101;s l&#x12B;niju atz&#x12B;m&#x113; tre�ais numurs utt.</p><p>Uzvar komanda, kura aizl&#x113;kusi vist&#x101;l&#x101;k.</p><p>Iev&#x113;ro! Pirms sacens&#x12B;bu s&#x101;kuma j&#x101;pam&#x101;c&#x101;s pareizi izpild&#x12B;t l&#x113;cienu t&#x101;lum&#x101; no vietas. Sevi�&#x137;a v&#x113;r&#x12B;ba j&#x101;velta zemskarei. Tai j&#x101;b&#x16B;t elast&#x12B;gai, dzi&#x13C;&#x101; pietupien&#x101;.</p><p>J&#x101;p&#x101;rbauda sacens&#x12B;bu vieta � taj&#x101; nedr&#x12B;kst b&#x16B;t akme&#x146;u un bedru.</p><p>Koci&#x146;�, ar kuru ievelk l&#x12B;niju p&#x113;c l&#x113;ciena, ne�dr&#x12B;kst b&#x16B;t rok&#x101; l&#x113;ciena br&#x12B;d&#x12B;.</p><p>L&#x12B;dz&#x12B;gi var organiz&#x113;t l&#x113;cienus ar&#x12B; uz vienas k&#x101;jas.</p></section><section><title><p>VEIKLAIS BRAUC&#x112;JS</p></title><p>Rota&#x13C;u var organiz&#x113;t jebkur&#x101; viet&#x101; � pagalm&#x101;, laukum&#x101;, me�a nost&#x16B;r&#x12B;, z&#x101;l&#x113;, neliel&#x101; telp&#x101;.</p><p>No rota&#x13C;as dal&#x12B;bnieku vidus izv&#x113;las vienu sau�c&#x113;ju. Tas nost&#x101;jas ar seju pret sienu (vai k&#x101;du citu priek�metu telp&#x101; vai apvid&#x16B;). P&#x101;r&#x113;jie b&#x113;rni iz�k&#x101;rtojas aiz l&#x12B;nijas, kas novilkta 6�8 so&#x13C;u att&#x101;�lum&#x101; no sauc&#x113;ja. Sauc&#x113;js, pagriezis muguru rota�&#x13C;as dal&#x12B;bniekiem, saka: �Veikls b&#x16B;si � t&#x101;lu tiksi!�</p><p>To pateicis, sauc&#x113;js atskat&#x101;s. Ja vi&#x146;� nav paman&#x12B;jis ne�vienu b&#x113;rnu kusta�mies, tas pagrie��as pret sienu un atk&#x101;rto teicienu.</p><p>B&#x113;rni virz&#x101;s uz priek�u laik&#x101;, kad sauc&#x113;js, tiem pa�griezis muguru, run&#x101;.</p><p>Ja sauc&#x113;js atskatoties pamana k&#x101;du no dal&#x12B;b�niekiem kustamies vai virz&#x101;mies uz priek�u, tas nosauc b&#x113;rna v&#x101;rdu un liek vi&#x146;am atgriezties pie s&#x101;kuma l&#x12B;nijas.</p><p>Rota&#x13C;as dal&#x12B;bnieks, kuram izdevies neman&#x101;mi pien&#x101;kt pie sauc&#x113;ja un pieskarties t&#x101; plecam, k&#x13C;&#x16B;st par sauc&#x113;ju.</p><p>Iev&#x113;ro! Sauc&#x113;js tekstu dr&#x12B;kst teikt gan &#x101;tri, gan l&#x113;ni, bet nedr&#x12B;kst atskat&#x12B;ties, pirms nav izrun&#x101;�jis fr&#x101;zi l&#x12B;dz galam.</p></section><section><title><p>VANAGS, VISTA UN C&#x100;&#x13B;I</p></title><p>Rota&#x13C;ai nepiecie�ams neliels br&#x12B;vs laukums. Vis�lab&#x101;k to organiz&#x113;t liedag&#x101; vai p&#x13C;av&#x101;. Dal&#x12B;bnieku skaits � ne vair&#x101;k par 10�12 b&#x113;rniem.</p><image l:href="#7"/><p>No rota&#x13C;as dal&#x12B;bnieku vidus izraug&#x101;s vienu va�nagu un vistu, p&#x101;r&#x113;jie ir c&#x101;l&#x113;ni.</p><p>Vista nost&#x101;jas kolonnas priek�gal&#x101;, c&#x101;l&#x113;ni iz�k&#x101;rtojas kolonn&#x101; pa vienam aiz vistas un aptver ar rok&#x101;m priek�&#x101; st&#x101;vo�&#x101; b&#x113;rna vidukli (ar&#x12B; vis�tas). Vanags st&#x101;v 2�3 m att&#x101;lum&#x101; no vistas.</p><p>P&#x113;c sign&#x101;la vanags cen�as no&#x137;ert kolonnas p&#x113;�d&#x113;jo c&#x101;l&#x113;nu. Vista st&#x101;jas tam ce&#x13C;&#x101; un, rokas izple�tu�i, sarg&#x101; c&#x101;l&#x113;nus. Savuk&#x101;rt visi c&#x101;l&#x113;ni cen�as, rokas neatlai�ot, tur&#x113;ties aiz vistas.</p><p>C&#x101;l&#x113;ns, kuram vanags piesk&#x101;ries, izst&#x101;jas no ro�ta&#x13C;as. Rota&#x13C;a beidzas, kad no&#x137;erti visi c&#x101;l&#x113;ni.</p><p>Rota&#x13C;u atk&#x101;rtojot, izraug&#x101;s citu vanagu un vistu, bet c&#x101;l&#x113;ni nost&#x101;jas cit&#x101; k&#x101;rt&#x12B;b&#x101;. Tie, kuri bija bei�g&#x101;s, tagad ir kolonnas priek�gal&#x101; � un otr&#x101;di.</p><p>Iev&#x113;ro! Vista nedr&#x12B;kst aiztur&#x113;t vanagu ar rok&#x101;m.</p><p>Ja c&#x101;l&#x113;nu kolonna p&#x101;rtr&#x16B;kst, visi atliku�ie c&#x101;�l&#x113;ni skait&#x101;s no&#x137;erti.</p><p>Beig&#x101;s var organiz&#x113;t ar&#x12B; sacens&#x12B;bu �Veikl&#x101;kais vanags�. Uzvar vanags, kur� &#x12B;s&#x101;k&#x101; laik&#x101; no&#x137;&#x113;ris visus c&#x101;&#x13C;us.</p></section><section><title><p>�&#x16A;SKU C&#x12A;&#x145;A</p></title><p>Rota&#x13C;u var organiz&#x113;t neliel&#x101; laukum&#x101;. Dal&#x12B;b�nieki sadal&#x101;s div&#x101;s da&#x13C;&#x101;s, nost&#x101;jas kolonn&#x101; pa vie�nam un katrs aptver priek�&#x101; st&#x101;vo�&#x101; vidukli. T&#x101; ir �&#x16B;ska. Kolonnas priek�gal&#x101; st&#x101;vo�ais b&#x113;rns ir �&#x16B;skas galva, tam rokas br&#x12B;vas, kolonnas p&#x113;d&#x113;jais loceklis � �&#x16B;skas aste. Abas �&#x16B;skas nost&#x101;jas viena otrai pret&#x12B;. Starp t&#x101;m notiek sacens&#x12B;ba. Katra �&#x16B;ska cen�as notvert pretinieku aiz astes (pieskar�ties). Ja tas izdodas, t&#x101; ieg&#x16B;st vienu punktu.</p><p>�&#x16B;sku c&#x12B;&#x146;ai nosaka laiku (3�5 min&#x16B;tes). Uzvar t&#x101; �&#x16B;ska, kura noteiktaj&#x101; laik&#x101; ieg&#x16B;st vair&#x101;k punktu.</p><p>Iev&#x113;ro! Atk&#x101;rtojot rota&#x13C;u, dal&#x12B;bniekiem j&#x101;mai�n&#x101;s viet&#x101;m.</p><p>Ja b&#x113;rnu &#x137;&#x113;de, kas veido �&#x16B;sku, p&#x101;rtr&#x16B;kst, ko�manda zaud&#x113;.</p><p>Rota&#x13C;a labi noder aukst&#x101; laik&#x101;, lai sasild&#x12B;tos. T&#x101;d&#x101; gad&#x12B;jum&#x101; var veidot vienu �&#x16B;sku, un �&#x16B;skas galva &#x137;er pati savu asti.</p></section><section><title><p>DIENA UN NAKTS</p></title><p>�k</p><p>Laukuma abos galos novelk gala l&#x12B;nijas, bet vid&#x16B; � �&#x137;&#x113;rs&#x101;m laukumam � divas l&#x12B;nijas divu so&#x13C;u att&#x101;lum&#x101; vienu no otras. Rota&#x13C;as dal&#x12B;bnieki sadal&#x101;s div&#x101;s komand&#x101;s (ne maz&#x101;k par 4 b&#x113;rniem katr&#x101;). Katra komanda nost&#x101;jas aiz savas l&#x12B;nijas laukuma vid&#x16B;. Viena komanda ir diena, otra � nakts.</p><p>Rota&#x13C;as vad&#x12B;t&#x101;js nost&#x101;jas vien&#x101; laukuma pus&#x113; starp ab&#x101;m l&#x12B;nij&#x101;m un p&#x101;rmai&#x146;us izsauc �diena!� un �nakts!�. Izsaukt&#x101;s komandas dal&#x12B;bnieki skrien uz m&#x101;ju � aiz savas gala l&#x12B;nijas, bet otra ko�manda tos cen�as no&#x137;ert (pieskarties).</p><p>P&#x113;c katra skr&#x113;jiena no&#x137;ertos saskaita, bet tie no rota&#x13C;as neizst&#x101;jas.</p><p>Ta parmai&#x146;us (noteikta sec&#x12B;ba) izsauc koman�das vair&#x101;kas reizes.</p><p>Rota&#x13C;as beig&#x101;s uzvar t&#x101; komanda, kurai kop�summ&#x101; maz&#x101;k no&#x137;erto.</p><p>Iev&#x113;ro! &#x136;ert dr&#x12B;kst tikai p&#x113;c komandas, t. i., p&#x113;c sauciena �diena!� vai �nakts!�.</p><p>Dz&#x12B;ties paka&#x13C; dr&#x12B;kst tikai l&#x12B;dz gala l&#x12B;nijai.</p><p>Lai rota&#x13C;a b&#x16B;tu interesant&#x101;ka, var main&#x12B;t ko�mandu dal&#x12B;bnieku sakuma st&#x101;vokli. Tas var b&#x16B;t pamatst&#x101;ja, balst&#x101; tupus, s&#x113;dus, balst&#x101; gu&#x13C;us, st&#x101;j&#x101; uz vienas k&#x101;jas utt. Lai palielin&#x101;tu rota&#x13C;as gr&#x16B;t&#x12B;bas pak&#x101;pi, komandas var st&#x101;v&#x113;t ar mugur&#x101;m viena pret otru.</p><p>Rota&#x13C;a var izmantot ar&#x12B; redzes sign&#x101;lus. T&#x101;d&#x101; gad&#x12B;juma nevis sauc �diena!� vai �nakts!�, bet gan pace&#x13C; baltu karodzi&#x146;u (vai citu priek�metu) � �diena�, melnu � �nakts�.</p></section><section><title><p>ME�S, PURVS, J&#x16B;RA</p></title><p>Rota&#x13C;u var organiz&#x113;t pagalm&#x101;, liedag&#x101;, laukum&#x101; vai telp&#x101;s. Dal&#x12B;bnieku skaits � ne maz&#x101;k par 8� 10 b&#x113;rniem.</p><p>Rota&#x13C;u laukum&#x101; novelk divas paral&#x113;las l&#x12B;nijas apm&#x113;ram 4�6 m att&#x101;lum&#x101; vienu no otras. Vid&#x16B; starp l&#x12B;nij&#x101;m iez&#x12B;m&#x113; tr&#x12B;s ap&#x13C;us 1 m liel&#x101; diametr&#x101;. Pirmais aplis ir me�s, otrais � purvs, tre�ais � j&#x16B;ra.</p><p>Rota&#x13C;as dal&#x12B;bnieki sada&#x13C;as divas komandas.</p><p>Viena komanda nost&#x101;jas aiz vienas s&#x101;nu l&#x12B;nijas, otra � aiz otras s&#x101;nu l&#x12B;nijas. Katras komandas dal&#x12B;bnieki skait&#x101;s p&#x113;c k&#x101;rtas un iegaum&#x113; savu skaitli. Rota&#x13C;as vad&#x12B;t&#x101;js nost&#x101;jas vien&#x101; rnal&#x101; starp ab&#x101;m komand&#x101;m un izsauc k&#x101;du no numuriem, reiz&#x113; ar&#x12B; nosaucot dz&#x12B;vnieku, kur� dz&#x12B;vo me�&#x101;, purv&#x101; vai j&#x16B;r&#x101;, piem&#x113;ram: �Tre�ais � za&#x137;is!� No�sauktajiem abu komandu numuriem j&#x101;skrien uz apli, kas apz&#x12B;m&#x113; me�u. Kuras komandas dal&#x12B;bnieks pirmais ieskrien apl&#x12B;, t&#x101; ieg&#x16B;st vienu punktu. Ro�ta&#x13C;u turpinot, izsauc citus numurus: �otrais � varde!�, �piektais � ronis!� utt.</p><p>Uzvar komanda, kurai vair&#x101;k punktu.</p><p>Iev&#x113;ro! Pirms rota&#x13C;as s&#x101;k�anas j&#x101;p&#x101;rbauda, vai visi dal&#x12B;bnieki iegaum&#x113;ju�i savus skait&#x13C;us.</p><p>Ja rota&#x13C;&#x101; piedal&#x101;s maz&#x101;ki b&#x113;rni, iepriek� j&#x101;�p&#x101;rrun&#x101;, k&#x101;di dz&#x12B;vnieki dz&#x12B;vo me�&#x101;, k&#x101;di � j&#x16B;r&#x101; un purv&#x101;.</p><p>Rota&#x13C;&#x101;joties telp&#x101;s, b&#x113;rni var s&#x113;d&#x113;t uz sola vai kr&#x113;sliem.</p></section><section><title><p>P&#x100;RSKR&#x112;JIENS</p></title><p>Z&#x101;l&#x113; Vai laukum&#x101; novelk gala l&#x12B;nijas, iez&#x12B;m&#x113; vi�dusl&#x12B;niju, atst&#x101;jot taj&#x101; br&#x12B;vus divus v&#x101;rtus (I un II v&#x101;rti).</p><p>Rota&#x13C;as dal&#x12B;bnieki sada&#x13C;as div&#x101;s vien&#x101;d&#x101;s ko�mand&#x101;s. Katr&#x101; komand&#x101; var b&#x16B;t 3�20 dal&#x12B;bnieku. Rota&#x13C;as vad&#x12B;t&#x101;js nost&#x101;jas vien&#x101; pus&#x113; laukumam, bet komandas � viena aiz vienas, otra aiz otras gala l&#x12B;nijas. Vienojas, kurai komandai pieder&#x113;s I v&#x101;rti, kurai � II v&#x101;rti.</p><p>P&#x113;c rota&#x13C;as vad&#x12B;t&#x101;ja sign&#x101;la ab&#x101;m komand&#x101;m, nesajaucot rindas k&#x101;rt&#x12B;bu, j&#x101;izskrien caur saviem v&#x101;rtiem un j&#x101;nost&#x101;jas pret&#x113;j&#x101; pus&#x113; aiz gala l&#x12B;nijas. Komanda, kura to veikusi pirm&#x101;, ieg&#x16B;st vienu punktu. Vis&#x101; sp&#x113;l&#x113; uzvar t&#x101; komanda, kurai p&#x113;c vair&#x101;ku (5, 10) skr&#x113;jienu izpildes ir vair&#x101;k punktu.</p><p>Iev&#x113;ro! Skr&#x113;jienu dr&#x12B;kst uzs&#x101;kt tikai p&#x113;c ko�mandas. Ja k&#x101;ds no b&#x113;rniem izskr&#x113;jis pirms laika, komanda j&#x101;atsauc.</p><p>Laukuma pret&#x113;j&#x101; pus&#x113; komandu dal&#x12B;bniekiem j&#x101;nost&#x101;jas iepriek�&#x113;j&#x101; k&#x101;rt&#x12B;b&#x101;.</p><p>Pirms komandas �Rota&#x13C;u s&#x101;kt!� var likt koman�d&#x101;m ie&#x146;emt da�&#x101;dus s&#x101;kuma st&#x101;vok&#x13C;us (sk. ro�ta&#x13C;u �Diena un nakts�), k&#x101; ar&#x12B; da�&#x101;dus starta st&#x101;�vok&#x13C;us.</p></section><section><title><p>TRE�AIS PIESITIENS vai IZAICIN&#x100;JUMS</p></title><p>Novelk laukuma galos l&#x12B;nijas (ne maz&#x101;k k&#x101; 5�6 so&#x13C;u att&#x101;lum&#x101; vienu no otras). Rota&#x13C;as dal&#x12B;bnieki sadal&#x101;s div&#x101;s komand&#x101;s un nost&#x101;jas katra aiz sa�vas gala l&#x12B;nijas ar sej&#x101;m viena pret otru. Katra komanda izv&#x113;l sev kapteini. Kaptei&#x146;i izloz&#x113;, kurai komandai j&#x101;s&#x101;k rota&#x13C;a. P&#x113;c sign&#x101;la �Rota&#x13C;u s&#x101;kt!� komandas kapteinis s&#x16B;ta vienu no savas komandas dal&#x12B;bniekiem pie pretinieka komandas, un tas, skali skaitot: �Viens, divi, tr&#x12B;s�, tr&#x12B;s reizes iesit pa k&#x101;da komandas dal&#x12B;bnieka plaukstu. Visi pretinieka ko�mandas dal&#x12B;bnieki, kuri st&#x101;v rind&#x101;, tur uz priek�u izstieptas abas rokas ar deln&#x101;m uz aug�u. Uzsitis tre�o reizi, b&#x113;rns b&#x113;g un cen�as nok&#x13C;&#x16B;t aiz savas komandas l&#x12B;nijas. Bet tas rota&#x13C;as dal&#x12B;bnieks, ku�ram vi&#x146;� uzsitis pa plaukstu, cen�as b&#x113;dz&#x113;ju pa�n&#x101;kt un tam pieskarties. Ja tas izdodas, komanda sa&#x146;em vienu punktu. Ja b&#x113;rns izb&#x113;g, punktu sa&#x146;em otr&#x101; komanda. Uzvar komanda, kura noteikt&#x101; laik&#x101; ieguvusi vair&#x101;k punktu.</p><p>Iev&#x113;ro! Rota&#x13C;u var beigt, kad visi komandas dal&#x12B;bnieki devu�ies pie pretinieka komandas ar iz�aicin&#x101;jumu.</p><p>Sitiena laik&#x101; rokas nedr&#x12B;kst nolaist, t&#x101;s j&#x101;tur priek�&#x101;.</p><p>Sit&#x113;js dr&#x12B;kst uzsist pa divu vai triju dal&#x12B;bnieku plaukst&#x101;m, t&#x101;d&#x101; gad&#x12B;jum&#x101; vi&#x146;u &#x137;er divi vai tr&#x12B;s b&#x113;rni.</p><p>Sit&#x113;js nedr&#x12B;kst ilgi vilcin&#x101;ties, sitieni j&#x101;izdara raiti.</p><p>Ja rota&#x13C;a labi apg&#x16B;ta, pie pretinieka komandas var iet vair&#x101;ki izaicin&#x101;t&#x101;ji vai pat visa komanda. Ja visa komanda iet izaicin&#x101;t pretinieku, tad p&#x113;c tre�&#x101; sitiena visi otr&#x101;s komandas dal&#x12B;bnieki &#x137;er izaicin&#x101;t&#x101;jus. Beig&#x101;s saskaita no&#x137;ertos.</p></section><section><title><p>NUMURU IZSAUKSANA</p></title><p>Rot&#x101;ju var organiz&#x113;t sporta laukum&#x101;, liedag&#x101;, p&#x13C;av&#x101;, k&#x101; ar&#x12B; neliel&#x101; telp&#x101; vai pat klas&#x113;.</p><p>Rota&#x13C;as dal&#x12B;bnieki sadal&#x101;s div&#x101;s vai vair&#x101;k&#x101;s komand&#x101;s (5�10 b&#x113;rni) un nost&#x101;jas (vai nos&#x113;s�tas) kolonn&#x101; pa vienam. Kolonn&#x101; sast&#x101;ju�ies b&#x113;rni skait&#x101;s p&#x113;c k&#x101;rtas un katrs iegaum&#x113; savu numuru. Komand&#x101;m priek�&#x101; un aizmugur&#x113; novieto k&#x101;du priek�metu (kr&#x113;slu, &#x137;ebli, bumbu) vai novelk l&#x12B;niju. Rota&#x13C;as vad&#x12B;t&#x101;js nost&#x101;jas 3�4 so&#x13C;u att&#x101;lum&#x101; no komand&#x101;m un izsauc k&#x101;du numuru. Rota&#x13C;as dal&#x12B;b�nieks, kuram ir �is numurs, skrien gar savas ko�lonnas labo pusi uz priek�u, apskrien tur novietoto priek�metu, pa otru pusi dodas uz aizmuguri, ap�skrien aizmugures �&#x137;&#x113;rsli un gar kolonnas labo pusi atgrie�as sava viet&#x101;. B&#x113;rns, kur� &#x101;tr&#x101;k veic uzde�vumu, ieg&#x16B;st vienu punktu savai komandai. Kad visi numuri izsaukti (sec&#x12B;ba p&#x113;c v&#x113;l&#x113;�an&#x101;s), sa�skaita punktus. Uzvar t&#x101; kolonna, kurai vair&#x101;k punktu.</p><p>Iev&#x113;ro! Ja b&#x113;rns neapskrien kolonnas priek�&#x101; un aizmugur&#x113; noliktiem priek�metiem apk&#x101;rt, ko�manda zaud&#x113; vienu punktu.</p><p>Skrienot apk&#x101;rt priek�metiem, tos nedr&#x12B;kst aiz�skart.</p><p>Ja kolonnu galos novilktas l&#x12B;nijas, t&#x101;s j&#x101;p&#x101;r�skrien.</p><p>Organiz&#x113;jot rota&#x13C;u viet&#x101;s ar m&#x12B;kstu pamatu (p&#x13C;av&#x101;, liedag&#x101;, me�&#x101;), b&#x113;rni kolonn&#x101; var s&#x113;d&#x113;t, tup&#x113;t uz ce&#x13C;iem utt.</p><p>Z&#x101;l&#x113; vai klas&#x113; var izmantot kr&#x113;slus un solus. Ja telpa ir maza, nosauktais numurs dodas gar savas kolonnas vai solu rindu uz priek�u, pieskrien pie zem&#x113; vai uz galda noliktas bumbi&#x146;as (vai cita s&#x12B;ka priek�meta), pamet to gais&#x101;, noliek atpaka&#x13C; un pa io pa�u ce&#x13C;u atgrie�as sava viet&#x101;.</p></section><section><title><p>V&#x112;Z&#x12A;TIS</p></title><p>Rota&#x13C;as dal&#x12B;bnieki sadal&#x101;s div&#x101;s komand&#x101;s un nost&#x101;jas kolonn&#x101;s aiz starta l&#x12B;nijas. Katrai kolon�nai pret&#x12B; novelk m&#x113;r&#x137;a l&#x12B;niju vai 6�8 m att&#x101;lum&#x101; novieto nelielu priek�metu: bumbu, v&#x101;l&#x12B;ti, kluc&#x12B;ti.</p><p>Abu komandu pirmie dal&#x12B;b�nieki nost&#x101;jas ar muguru pret starta l&#x12B;niju un ie&#x146;em �v&#x113;�a st&#x101;vokli�. P&#x113;c starta sign&#x101;la vi&#x146;i �v&#x113;�a gait&#x101;� p&#x101;rvietojas l&#x12B;dz noliktajam priek�metam vai novilktajai l&#x12B;nijai, piece&#x13C;as un katrs skrien atpaka&#x13C; pie sa�vas komandas, piesit n&#x101;kamajam dal&#x12B;bniekam pie pleca un nost&#x101;jas komandas beig&#x101;s. Uzvar ko�manda, kura pirm&#x101; veikusi uzdevumu.</p><image l:href="#8"/><p>Iev&#x113;ro! Pirms rota&#x13C;as s&#x101;kuma j&#x101;p&#x101;rbauda, vai laukum&#x101; nav asu akme&#x146;u vai stikla �&#x137;embu, k&#x101; ar&#x12B; j&#x101;patren&#x113;jas p&#x101;rvietoties �v&#x113;�a gait&#x101;�. Rota�&#x13C;as gr&#x16B;t&#x12B;bas pak&#x101;pi var palielin&#x101;t, liekot v&#x113;zim uz</p><p>v&#x113;dera nest bumbu vai citu priek�metu. T&#x101;d&#x101; ga�d&#x12B;jum&#x101;, skrienot atpaka&#x13C; pie komandas, bumba j&#x101;nes rokas. Ja rota&#x13C;&#x101; piedal&#x101;s nedaudz b&#x113;rnu, tie visi var nost&#x101;ties vien&#x101; rind&#x101; aiz l&#x12B;nijas un ie&#x146;emt �v&#x113;�a st&#x101;vokli�. Pec sign&#x101;la visi rota&#x13C;as dal&#x12B;bnieki �v&#x113;�a gait&#x101;� cen�as non&#x101;kt l&#x12B;dz m&#x113;r&#x137;a l&#x12B;nijai. Uz�var tas, kur� pirmais sasniedzis l&#x12B;niju.</p></section><section><title><p>&#x136;ERRA</p></title><p>Rota&#x13C;as laukum&#x101; novelk divas l&#x12B;nijas 6�10 m att&#x101;lum&#x101; vienu no otras. Dal&#x12B;bnieki sadal&#x101;s pa p&#x101;riem. Divi p&#x101;ri nost&#x101;jas pie starta l&#x12B;nijas.</p><p>Katra p&#x101;ra pirmie numuri pie starta l&#x12B;nijas ie&#x146;em s&#x101;kuma st&#x101;vokli � balsts gu&#x13C;us. Otrie nu�muri satver sava partnera k&#x101;jas. P&#x113;c sign&#x101;la s&#x101;�kas �&#x137;erras stum�ana� � rota&#x13C;as dal&#x12B;bnieks, kur� atrodas balst&#x101; gu&#x13C;us, p&#x101;rvietojas l&#x12B;dz otrai l&#x12B;nijai, ejot uz rok&#x101;m. Sasniegu�i l&#x12B;niju, dal&#x12B;bnieki main&#x101;s lom&#x101;m, un �&#x137;erra� tiek stumta atpaka&#x13C; l&#x12B;dz starta l&#x12B;nijai.</p><p>P&#x101;ris, kur� pirmais atgriezies pie starta l&#x12B;nijas, ieg&#x16B;st vienu punktu.</p><p>Rota&#x13C;as beig&#x101;s p&#x101;ri saskaita ieg&#x16B;tos punktus. Uzvar p&#x101;ris, kam to ir vair&#x101;k.</p><p>Iev&#x113;ro! Sevi�&#x137;i r&#x16B;p&#x12B;gi j&#x101;p&#x101;rbauda laukums, lai rota&#x13C;as dal&#x12B;bnieki nesavainotu rokas vai nenotrai�p&#x12B;tos.</p><p>Rota&#x13C;u nav v&#x113;lams organiz&#x113;t grantain&#x101; lau�kum&#x101;. Vislab&#x101;k to dar&#x12B;t liedag&#x101;, p&#x13C;av&#x101;.</p><p>�&#x136;erru� nedr&#x12B;kst stumt p&#x101;r&#x101;k &#x101;tri.</p><p>Rota|a galvenokart ieteicama z&#x113;niem. Maz&#x101;kiem z&#x113;niem att&#x101;lums starp l&#x12B;nij&#x101;m samazin&#x101;ms.</p></section><section><title><p>MED&#x12A;BAS APL&#x12A;</p></title><p>Rota&#x13C;u var organiz&#x113;t, ja taj&#x101; piedal&#x101;s ne maz&#x101;k par desmit b&#x113;rniem. Tie sadal&#x101;s div&#x101;s komand&#x101;s un izveido divus koncentriskus ap&#x13C;us. Iek�&#x113;j&#x101; apl&#x12B; dal&#x12B;bnieki st&#x101;v ar seju pulkste&#x146;r&#x101;d&#x12B;t&#x101;ja virzien&#x101;, &#x101;r&#x113;j&#x101; apl&#x12B; � pret&#x113;j&#x101; virzien&#x101;.</p><p>P&#x113;c komandas �So&#x13C;os mar�!� abu ap&#x13C;u dal&#x12B;bnieki so&#x13C;o katrs sav&#x101; virzien&#x101;. P&#x113;c komandas �Hop!� &#x101;r&#x113;j&#x101; ap&#x13C;a rota&#x13C;as dal&#x12B;bnieki b&#x113;g, bet tie, kas veido iek�&#x113;jo apli, vi&#x146;us &#x137;er. B&#x113;gt un &#x137;ert dr&#x12B;kst tikai iepriek� atz&#x12B;m&#x113;ta laukuma robe�&#x101;s. Kad no&#x137;erti visi pirm&#x101;s komandas dal&#x12B;bnieki, b&#x113;rni main&#x101;s lo�m&#x101;m un rota&#x13C;u s&#x101;k no gala.</p><p>Uzvar t&#x101; komanda, kura &#x12B;s&#x101;k&#x101; laik&#x101; no&#x137;&#x113;rusi visus otr&#x101;s komandas dal&#x12B;bniekus.</p><p>Iev&#x113;ro! &#x136;&#x113;r&#x113;ji dr&#x12B;kst &#x137;ert tikai tos rota&#x13C;as da�l&#x12B;bniekus, kuri p&#x113;c komandas �Hop!� atrodas tiem pret&#x12B;.</p><p>Rota&#x13C;as dal&#x12B;bnieki, kuri, b&#x113;got no &#x137;&#x113;r&#x113;ja, iz�skrien &#x101;rpus apz&#x12B;m&#x113;t&#x101; laukuma robe�&#x101;m, skait&#x101;s no&#x137;erti.</p><p>Pa apli var virz&#x12B;ties ne tikai so&#x13C;os, bet ar&#x12B; skrie��us, ar pal&#x113;cieniem uz ab&#x101;m k&#x101;j&#x101;m vai uz vienas k&#x101;jas.</p></section><section><title><p>PUTNI MAIN&#x100;S VIET&#x100;M</p></title><p>Rota&#x13C;&#x101; var piedal&#x12B;ties 10�50 b&#x113;rnu.</p><p>Dal&#x12B;bnieki s&#x113;� apl&#x12B; katrs uz sava &#x137;ebl&#x12B;�a. Rota�&#x13C;as vad&#x12B;t&#x101;js, apstaig&#x101;jot visus p&#x113;c k&#x101;rtas, ikvienam pie�&#x137;ir k&#x101;da putna nosaukumu (z&#x12B;l&#x12B;te, c&#x12B;rulis, lak�st&#x12B;gala, zvirbulis utt.). T&#x101;d&#x113;j&#x101;di rota&#x13C;as dal&#x12B;b�nieku vid&#x16B; ir vair&#x101;kas z&#x12B;l&#x12B;tes, c&#x12B;ru&#x13C;i, lakst&#x12B;galas, zvirbu&#x13C;i. Vad&#x12B;t&#x101;js ar&#x12B; pats sev izraug&#x101;s k&#x101;da putna nosaukumu, bet paliek bez &#x137;ebl&#x12B;�a.</p><p>Kad visiem nosaukumi zin&#x101;mi, rota&#x13C;as vad&#x12B;t&#x101;js izn&#x101;k vid&#x16B; un izsauc, piem&#x113;ram: �Z&#x12B;l&#x12B;tes!� Visas z&#x12B;l&#x12B;tes main&#x101;s viet&#x101;m. Saj&#x101; br&#x12B;d&#x12B; rota&#x13C;as vad&#x12B;t&#x101;js cen�as aiz&#x146;emt k&#x101;du no &#x137;ebl&#x12B;�iem, kaut ar&#x12B; vi&#x146;am b&#x16B;tu bijis cita putna nosaukums. Vad&#x12B;t&#x101;ju no�maina tas dal&#x12B;bnieks, kur� palicis bez vietas. Vi&#x146;� izsauc citus putnus un pats cen�as aps&#x113;sties k&#x101;d&#x101; no br&#x12B;vaj&#x101;m viet&#x101;m.</p><p>Lai rota&#x13C;a iegutu liel&#x101;ku spraigumu, var izsaukt reiz&#x113; vair&#x101;kus putnus (ar&#x12B; visus uzreiz). Rota&#x13C;ai nav noteikta nobeiguma, to var turpin&#x101;t tik ilgi, kam&#x113;r t&#x101; b&#x113;rniem pat&#x12B;k.</p><p>Iev&#x113;ro! Izsauktajiem putniem noteikti j&#x101;ap�main&#x101;s viet&#x101;m. Ja k&#x101;ds paliek sav&#x101; viet&#x101;, tas k&#x13C;&#x16B;st par rota&#x13C;as vad&#x12B;t&#x101;ju.</p></section><section><title><p>PE&#x13B;U MED&#x12A;BAS</p></title><p>Laukuma vidu uzz&#x12B;m&#x113; apli. T&#x101; ir ka&#x137;a m&#x101;ja. P&#x101;�r&#x113;jie rota&#x13C;as dal&#x12B;bnieki � peles � uzz&#x12B;m&#x113; sev lau�kuma mazakus apli�us. T&#x101;s ir pe&#x13C;u alas. Katra pele tup sav&#x101; al&#x101;.</p><p>Kam&#x113;r ka&#x137;is snau� sava m&#x101;j&#x101;, peles skraida pa visu laukumu. Negaidot ka&#x137;is izskrien no savas m&#x101;jas un &#x137;er peles (m&#x113;&#x123;ina pieskarties k&#x101;dam no dal&#x12B;bniekiem). Peles gl&#x101;bjas al&#x101;s. &#x136;ert dr&#x12B;kst tikai t&#x101;s peles, kuras nav paguvu�as nosl&#x113;pties al&#x101; � ieskriet k&#x101;d&#x101; no mazajiem ap&#x13C;iem.</p><p>Kurai pelei ka&#x137;is pieskaras, t&#x101; k&#x13C;&#x16B;st par ka&#x137;i, un rota&#x13C;a ats&#x101;kas no jauna.</p><p>Ja ka&#x137;im neizdodas pieskarties nevienai pelei, rota&#x13C;u atk&#x101;rto v&#x113;lreiz. Ja ar&#x12B; otru reizi ka&#x137;is neno�&#x137;er nevienu peli, tad visas peles izveido kop&#x113;ju apli ap ka&#x137;a m&#x101;ju un neveiklajam ka&#x137;im vajag &#x146;aud&#x113;t.</p><p>P&#x113;c tam ka&#x137;is sav&#x101; viet&#x101; dr&#x12B;kst izraudz&#x12B;ties k&#x101;du citu no dal&#x12B;bniekiem, un rota&#x13C;u atk&#x101;rto.</p></section><section><title><p>VILCIENS</p></title><p>Apl&#x12B;, ar nelielu atstarpi citu no cita, izvieto &#x137;eb�l&#x12B;�us. Visi dal&#x12B;bnieki aps&#x113;�as, tikai lokomot&#x12B;ves va�d&#x12B;t&#x101;js (rota&#x13C;as vad&#x12B;t&#x101;js) paliek st&#x101;vot. Vi&#x146;� pa�skaidro, ka dr&#x12B;z aties vilciens uz k&#x101;du pils&#x113;tu (pie�m&#x113;ram, uz Liep&#x101;ju) un ka �o vilcienu vajadz&#x113;s sakabin&#x101;t.</p><p>Lokomot&#x12B;ves vad&#x12B;t&#x101;js pasaka, kur� no dal&#x12B;bnie�kiem t&#x113;los lokomot&#x12B;vi, kur� bag&#x101;�as vagonu un kur� pasta vagonu. P&#x101;r&#x113;jie b&#x16B;s pasa�ieru vagoni: 1. vagons, 2. vagons, 3. vagons utt.</p><p>Rota&#x13C;as vad&#x12B;t&#x101;js izsauc lokomot&#x12B;vi un p&#x101;r&#x113;jos</p><image l:href="#9"/><p>vagonus tad&#x101; secib&#x101;, k&#x101;d&#x101; vilciens sakabin&#x101;ms. B&#x113;rni nost&#x101;jas cits citam aiz muguras un rokas uz�liek priek�&#x101; st&#x101;vo�ajam uz pleciem.</p><p>Lokomot&#x12B;ves vad&#x12B;t&#x101;js dod sign&#x101;lu vilciena at�ie�anai. Dal&#x12B;bnieki uzs&#x101;k dziedat k&#x101;du jautru, vi�siem labi paz&#x12B;stamu dziesmi&#x146;u, un vilciens s&#x101;k vir�z&#x12B;ties l&#x12B;�u lo�u starp &#x137;ebl&#x12B;�iem pa apli uz priek�u.</p><p>P&#x113;c k&#x101;da laici&#x146;a lokomot&#x12B;ves vad&#x12B;tajs pazi&#x146;o: �Esam Liep&#x101;j&#x101;!� Visi cen�as aps&#x113;sties uz &#x137;ebl&#x12B;�iem. K&#x101;d&#x101; no br&#x12B;vaj&#x101;m viet&#x101;m ats&#x113;�as ar&#x12B; lokomot&#x12B;ves vad&#x12B;t&#x101;js.</p><p>Kur� no dal&#x12B;bniekiem paliek st&#x101;vot, t. i., nepa�g&#x16B;st ie&#x146;emt k&#x101;du no br&#x12B;vaj&#x101;m viet&#x101;m, tas k&#x13C;&#x16B;st par lokomot&#x12B;ves vad&#x12B;t&#x101;ju. Vi&#x146;� no jauna sast&#x101;da vilcienu un rota&#x13C;u atkarto.</p></section><section><title><p>&#x136;&#x112;R&#x112;JI APL&#x12A;</p></title><p>Visiem paz&#x12B;stamo rota&#x13C;u �Sun&#x12B;�i� var sp&#x113;l&#x113;t ar&#x12B; sar&#x12B;kojuma laik&#x101;. T&#x101; tikai mazliet j&#x101;p&#x101;rveido. Rota&#x13C;as dal&#x12B;bnieki sast&#x101;jas divos ap&#x13C;os. &#x100;r&#x113;jais</p><p>aplis ir liel&#x101;ks, iek�&#x113;jais � maz&#x101;ks. Dzied&#x101;dami b&#x113;rni so&#x13C;o pa apli uz priek�u. &#x100;r&#x113;jais aplis virz&#x101;s uz labo, iek�&#x113;jais uz kreiso pusi. Kad vad&#x12B;t&#x101;js negai�dot dod sign&#x101;lu dziesmu p&#x101;rtraukt, rota&#x13C;as dal&#x12B;b�niekiem, kas veido &#x101;r&#x113;jo apli, &#x101;tri j&#x101;notupjas. Iek��&#x113;j&#x101; ap&#x13C;a dal&#x12B;bnieki cen�as uzsist uz pleca tam, kur� nav paguvis notupties. No&#x137;ertie ie&#x146;em vietu iek�&#x113;j&#x101; apl&#x12B; un ar&#x12B; k&#x13C;&#x16B;st par &#x137;&#x113;r&#x113;jiem. Rota&#x13C;u tur�pinot, iek�&#x113;jais aplis k&#x13C;&#x16B;st arvien liel&#x101;ks, bet &#x101;r&#x113;j&#x101; apl&#x12B; paliek arvien maz&#x101;k b&#x113;rnu. T&#x101;d&#x113;&#x13C; p&#x113;c k&#x101;da laika vad&#x12B;t&#x101;js aicina rota&#x13C;as dal&#x12B;bniekus main&#x12B;ties viet&#x101;m (j&#x101;iev&#x113;ro, ka &#x137;&#x113;r&#x113;ji vienm&#x113;r atrodas iek�&#x113;j&#x101; apl&#x12B;).</p><p>Rota&#x13C;a turpin&#x101;s. Nobeiguma ieteicams ap&#x13C;us vie<emphasis>r</emphasis> t&#x101;m nemain&#x12B;t. Iek�&#x113;j&#x101; ap&#x13C;a dal&#x12B;bnieki &#x137;er tik ilgi, kam&#x113;r &#x101;r&#x113;j&#x101; apli paliku�i tikai da�i (5 vai 6) da�l&#x12B;bnieki. Vi&#x146;i ir uzvar&#x113;t&#x101;ji.</p></section><section><title><p>LABDIEN, KAIMI&#x145;!</p></title><p>Rota&#x13C;as dal&#x12B;bnieki izveido apli, sast&#x101;joties cie�i blakus cits citam. Viens no vi&#x146;iem ir rota&#x13C;as va�d&#x12B;t&#x101;js.</p><p>Uzs&#x101;kot rota&#x13C;u, vad&#x12B;t&#x101;js skrien apk&#x101;rt aplim (pa &#x101;rpusi) un pa ce&#x13C;am pieskaras k&#x101;dam no dal&#x12B;bnie�kiem. Tas b&#x113;rns, kuram piesk&#x101;ries vad&#x12B;t&#x101;js, stei�dz&#x12B;gi atst&#x101;j savu vietu apl&#x12B; un skrien apk&#x101;rt, tikai uz pret&#x113;jo pusi.</p><p>Rota&#x13C;as dal&#x12B;bnieku uzdevums ir, apskrienot ap�lim apk&#x101;rt, ie&#x146;emt br&#x12B;vo vietu. Kur� ie&#x146;em pirmais,</p><image l:href="#10"/><p>tas paliek br&#x12B;vaj&#x101; viet&#x101;, kur� nokav&#x113;, tam atkal j&#x101;skrien apk&#x101;rt aplim.</p><p>Rota&#x13C;&#x101; ir v&#x113;l viens noteikums, kas padara to jautru, un proti: abi skr&#x113;j&#x113;ji, skrienot katrs uz savu pusi, ce&#x13C;&#x101; satiekas. �ai br&#x12B;d&#x12B; vi&#x146;iem j&#x101;apst&#x101;jas, j&#x101;�sniedz viens otram roka un j&#x101;sasveicin&#x101;s, sakot: �Labdien, labdien, kaimi&#x146;!� Tikai p&#x113;c tam katrs turpina skr&#x113;jienu t&#x101;l&#x101;k, lai var&#x113;tu ie&#x146;emt br&#x12B;vo vietu.</p><image l:href="#11"/></section><section><title><p>MAK�&#x136;ERE</p></title><p>3�4 m gar&#x101; aukli&#x146;&#x101; iesien smil�u maisi&#x146;u, dr&#x101;ni&#x146;&#x101; ieliktu mazo bumbi&#x146;u vai citu m&#x12B;kstu priek��metu. Dal&#x12B;bnieki sadodas rok&#x101;s un veido apli. Vienu no vi&#x146;iem izv&#x113;l par mak�&#x137;ernieku.</p><p>Mak�&#x137;ernieks ar aukli&#x146;u rok&#x101;s nost&#x101;jas ap&#x13C;a vid&#x16B;. P&#x113;c sign&#x101;la �Rota&#x13C;u s&#x101;kt!� mak�&#x137;ernieks grie� aukli&#x146;u t&#x101;, lai smil�u maisi&#x146;� ri&#x146;&#x137;otu da�us centimetrus virs zemes. Rota&#x13C;as dal&#x12B;bnieki veikli palecas, lai maisi&#x146;� netr&#x101;p&#x12B;tu pa k&#x101;j&#x101;m. Ja k&#x101;dam maisi&#x146;� pieskaras, tas ir izmak�&#x137;er&#x113;ts un sa&#x146;em soda punktu.</p><p>Rota&#x13C;as nobeigum&#x101; saskaita, cik katram dal&#x12B;b�niekam soda punktu. Uzvar tie, kuriem soda pun�ktu nav.</p><p>Iev&#x113;ro! Mak�&#x137;erniekiem bie�i j&#x101;main&#x101;s, jo, ilgi grie�ot aukli&#x146;u, b&#x113;rniem var noreibt galva.</p><p>Mak�&#x137;ernieki j&#x101;izraug&#x101;s no veikl&#x101;ko b&#x113;rnu vidus.</p><p>Rota&#x13C;as dal&#x12B;bnieki nedr&#x12B;kst, izvairoties no mak��&#x137;eres, virz&#x12B;ties uz ap&#x13C;a &#x101;rpusi. Ja k&#x101;ds to dara, sa&#x146;em soda punktu.</p><p>Nedr&#x12B;kst auklas gal&#x101; iesiet cietu vai smagu priek�metu. T&#x101; var rasties traumas.</p><p>Ja dal&#x12B;bnieku ir daudz, tiem j&#x101;sadal&#x101;s div&#x101;s ko�mand&#x101;s.</p><p>Uzvar komanda, kurai maz&#x101;k soda punktu.</p></section><section><title><p>&#x136;&#x112;R&#x112;JI AR LENT&#x12A;T&#x112;M</p></title><p>Iepriek� sagatavo 25�30 cm garas lent&#x12B;tes. Iez&#x12B;m&#x113; rota&#x13C;u laukuma robe�as. Izraug&#x101;s 2 vai 3 &#x137;&#x113;r&#x113;jus. P&#x101;r&#x113;jie dal&#x12B;bnieki katrs sa&#x146;em pa lent&#x12B;tei un aizsprau� t&#x101;s sev aizmugur&#x113; aiz apkakles vai jostas (atst&#x101;jot liel&#x101;ko lent&#x12B;tes galu &#x101;r&#x101;). Vi&#x146;i iz�kl&#x12B;st pa nor&#x101;d&#x12B;to laukumu. P&#x113;c norunas rota&#x13C;u s&#x101;kt &#x137;&#x113;r&#x113;ji cen�as pan&#x101;kt rota&#x13C;as dal&#x12B;bniekus, kuriem ir lent&#x12B;tes, un izraut t&#x101;s. B&#x113;rns, kur� paliek bez len�t&#x12B;tes, k&#x13C;&#x16B;st par &#x137;&#x113;r&#x113;ju, un rota&#x13C;a turpin&#x101;s.</p><p>Iev&#x113;ro! Izraujot lent&#x12B;ti, nedr&#x12B;kst aizskart dr&#x113;�bes vai cit&#x101;di aiztur&#x113;t b&#x113;rnu.</p><p>B&#x113;rns, kuram ir lent&#x12B;te, nedr&#x12B;kst to tur&#x113;t ar ro�k&#x101;m.</p><p>Rota&#x13C;as dal&#x12B;bnieks, palicis bez lent&#x12B;tes, dr&#x12B;kst uzs&#x101;kt &#x137;er�anu tikai tad, kad ir pieteicies: �Es � &#x137;&#x113;r&#x113;js.�</p><p>Rota&#x13C;as dal&#x12B;bnieks, kur� b&#x113;got izskrien &#x101;rpus laukuma robe�&#x101;m, skait&#x101;s no&#x137;erts.</p></section><section><title><p>MEDNIEKI</p></title><p>Rota&#x13C;ai nepiecie�amas 3 vai 4 maz&#x101;s bumbi&#x146;as. Iez&#x12B;m&#x113; laukuma robe�as un t&#x101; mal&#x101;s � 3 vai 4 mednieku b&#x16B;das. No dal&#x12B;bnieku vidus izraug&#x101;s 2�4 medniekus, tie novietojas mednieku b&#x16B;d&#x101;s, tu�rot rok&#x101;s maz&#x101;s bumbi&#x146;as. P&#x101;r&#x113;jie izkl&#x12B;st pa visu laukumu. P&#x113;c nor&#x101;d&#x12B;juma �Rota&#x13C;u s&#x101;kt!� b&#x113;rni staig&#x101; vai skraida pa laukumu un atdarina k&#x101;du no zv&#x113;riem. L&#x12B;dzko k&#x101;ds no medniekiem ska&#x13C;i uzsauc �St&#x101;t!�, zv&#x113;riem j&#x101;sastingst uz vietas. Mednieki, neizejot no savas b&#x16B;das robe�&#x101;m, met ar bumbi&#x146;&#x101;m un cen�as tr&#x101;p&#x12B;t k&#x101;dam no tuv&#x101;k st&#x101;vo�ajiem zv&#x113;�riem. Ja tas izdodas, zv&#x113;rs un mednieks main&#x101;s lom&#x101;m.</p><p>Iev&#x113;ro! Zv&#x113;rs nedr&#x12B;kst izkust&#x113;ties no vietas, kad mednieks tam cen�as tr&#x101;p&#x12B;t. Ir at&#x13C;auts vien&#x12B;gi izloc&#x12B;ties, pietupties vai paliekties s&#x101;nis no mest&#x101;s bumbas.</p><p>Rota&#x13C;as variant&#x101; � zv&#x113;rs var &#x137;ert mednieka mesto bumbi&#x146;u. Ja bumbu izdodas satvert, zv&#x113;rs, ieguvis br&#x12B;v&#x12B;bu, met bumbu atpaka&#x13C; medniekam.</p></section><section><title><p>TR&#x100;PI M&#x112;R&#x136;&#x12A;!</p></title><p>Organiz&#x113;jot �o rota&#x13C;u, katram t&#x101;s dal&#x12B;bniekam vajadz&#x12B;ga maz&#x101; bumbi&#x146;a, rota&#x13C;as vad&#x12B;t&#x101;jam liel&#x101; bumba vai balons. Rota&#x13C;u var organiz&#x113;t pagalm&#x101;, laukum&#x101;, z&#x101;l&#x113; vai ar&#x12B; p&#x101;rg&#x101;jiena vai ekskursijas laik&#x101; me�&#x101;.</p><p>Rota&#x13C;as dal&#x12B;bnieki sadal&#x101;s div&#x101;s komand&#x101;s un nost&#x101;j&#x101;s katra sav&#x101; laukuma pus&#x113; aiz gala l&#x12B;nijas, apm&#x113;ram 10�12 so&#x13C;u atstatum&#x101; viena no otras. Katram dal&#x12B;bniekam rok&#x101; maz&#x101; bumbi&#x146;a. Lau�kuma vidu uz paaugstin&#x101;juma (uz &#x137;ebl&#x12B;�a, me�&#x101; uz celma) novieto lielo bumbu vai piep&#x16B;stu balonu. P&#x113;c rota&#x13C;as vad&#x12B;t&#x101;ja sign&#x101;la abu komandu dal&#x12B;b�nieki vienlaikus met maz&#x101;s bumbi&#x146;as un cen�as ar t&#x101;m tr&#x101;p&#x12B;t uz paaugstin&#x101;juma novietotajai bum�bai. T&#x101; komanda, kurai izdodas ar mazo bumbi&#x146;u tr&#x101;p&#x12B;jumiem nosist lielo bumbu pretinieka laukuma pus&#x113;, � ieg&#x16B;st vienu punktu. B&#x113;rni salasa bumbi�&#x146;as, uzliek lielo bumbu uz paaugstin&#x101;juma, un rota&#x13C;a turpin&#x101;s.</p><p>Uzvar t&#x101; komanda, kura noteikt&#x101; laik&#x101; (10, 15 vai 20 min&#x16B;t&#x113;s) ieg&#x16B;st vair&#x101;k punktu vai pirm&#x101; sasniedz noteiktu punktu skaitu (piem&#x113;ram, 5 punktus).</p><p>Iev&#x113;ro! Metiena laik&#x101; komandu dal&#x12B;bnieki ne�dr&#x12B;kst p&#x101;rk&#x101;pt gala l&#x12B;niju.</p><p>Rota&#x13C;ai j&#x101;izraug&#x101;s t&#x101;da vieta, kur bumbi&#x146;as var viegli atrast.</p><p>Visiem dal&#x12B;bniekiem j&#x101;met vien&#x101;di � no aug�as.</p><p>Ja rota&#x13C;a tiek organiz&#x113;ta br&#x12B;v&#x101; dab&#x101;, me�anai var izmantot �iekurus, kasta&#x146;us, z&#x12B;les. T&#x101;d&#x101; gad&#x12B;�jum&#x101; katrs dal&#x12B;bnieks salasa 10 vai vair&#x101;k �iekuru un vien&#x101; metien&#x101; dr&#x12B;kst izmantot tikai vienu �ie�kuru.</p></section><section><title><p>TR&#x100;PI V&#x100;L&#x12A;TEI!</p></title><p>Nepiecie�amais invent&#x101;rs � divas maz&#x101;s bum�bi&#x146;as, v&#x101;l&#x12B;te un gumijas rota&#x13C;lieta vai cits neliels priek�mets.</p><p>Rota&#x13C;u var organiz&#x113;t starp div&#x101;m komand&#x101;m vai diviem sp&#x113;l&#x113;t&#x101;jiem.</p><p>Laukum&#x101; iez&#x12B;m&#x113; vidusl&#x12B;niju. Uz ab&#x101;m pus&#x113;m no t&#x101;s ik p&#x113;c pusmetra novelk l&#x12B;nijas un 5�6 m att&#x101;�</p><p>lum&#x101; no t&#x101;m � metiena l&#x12B;niju. Uz vidusl&#x12B;nijas no�vieto v&#x101;l&#x12B;ti vai citu priek�metu. Katr&#x101; laukuma gala pie metiena l&#x12B;nij&#x101;m nost&#x101;jas b&#x113;rns ar bum�bi&#x146;u rok&#x101;s. Abi dal&#x12B;bnieki p&#x113;c k&#x101;rtas met un cen��as tr&#x101;p&#x12B;t v&#x101;l&#x12B;tei. Tas dal&#x12B;bnieks, kur� tr&#x101;pa m&#x113;r&#x137;&#x12B;, p&#x101;rliek v&#x101;l&#x12B;ti par vienu l&#x12B;niju tuv&#x101;k uz savu pusi. Uzvar b&#x113;rns, kur� pan&#x101;k, ka v&#x101;l&#x12B;te non&#x101;k vistuv&#x101;k vi&#x146;a metiena l&#x12B;nijai.</p><p>Ja rota&#x13C;&#x101; piedal&#x101;s divas komandas, to dal&#x12B;bnieki p&#x101;rmai&#x146;us pec kartas izdara pa metienam. Notei�kumi tie pa�i.</p></section><section><title><p>TR&#x100;PI RIPOJO�&#x100; M&#x112;R&#x136;&#x12A;!</p></title><p>Nepiecie�amais invent&#x101;rs � aplis, tieva aukla un maz&#x101; bumbi&#x146;a katram rota&#x13C;as dal&#x12B;bniekam.</p><p>Rota&#x13C;u var organiz&#x113;t l&#x12B;dzen&#x101; laukum&#x101; vai uz gr&#x12B;das. Laukuma garum&#x101; novelk divas paral&#x113;las l&#x12B;nijas 5�6 so&#x13C;u att&#x101;lum&#x101; vienu no otras, starp t&#x101;m iez&#x12B;m&#x113; vidusl&#x12B;niju.</p><p>Pie plastmasas, koka vai alum&#x12B;nija ap&#x13C;a piesien auklu un savelk to krust&#x101;m �&#x137;&#x113;rs&#x101;m (veido sietu).</p><p>P&#x113;c izlozes uz vidusl&#x12B;nijas 5�6 so&#x13C;u att&#x101;lum&#x101; viens no otra nost&#x101;jas divi b&#x113;rni un ripina apli viens otram. P&#x101;r&#x113;jie rota&#x13C;as dal&#x12B;bnieki st&#x101;v aiz s&#x101;nu l&#x12B;nij&#x101;m un, metot bumbi&#x146;u, cen�as tr&#x101;p&#x12B;t pa apli. Ja tas izdodas, b&#x113;rns ieg&#x16B;st vienu punktu. Uz�var tas dal&#x12B;bnieks, kur� ieguvis visvair&#x101;k punktu.</p><p>Iev&#x113;ro! Ik p&#x113;c noteikta laika j&#x101;nomaina ripin&#x101;t&#x101;ji.</p><p>Ripin&#x101;�anai var izmantot ar&#x12B; ripu, kas noz&#x101;&#x123;&#x113;ta no resna klu�a.</p><image l:href="#12"/><p>Metiena br&#x12B;d&#x12B; b&#x113;rni nedr&#x12B;kst p&#x101;rk&#x101;pt p&#x101;r s&#x101;nu l&#x12B;niju.</p></section><section><title><p>ST&#x100;T!</p></title><p>Nepiecie�amais invent&#x101;rs � maz&#x101; bumbi&#x146;a.</p><p>Rota&#x13C;u var organiz&#x113;t, ja taj&#x101; piedal&#x101;s vismaz 5 dal&#x12B;bnieki. Vi&#x146;i nost&#x101;jas apl&#x12B;, rota&#x13C;as vad&#x12B;t&#x101;js ar bumbi&#x146;u rok&#x101;s � ap&#x13C;a vid&#x16B;. Metot bumbi&#x146;u gais&#x101;, vi&#x146;� nosauc k&#x101;da rota&#x13C;as dal&#x12B;bnieka v&#x101;rdu. Izsauk�tajam j&#x101;cen�as bumbi&#x146;u no&#x137;ert. Ja dal&#x12B;bnieks bum�bi&#x146;u no&#x137;er, pirms t&#x101; piesk&#x101;rusies zemei, vi&#x146;� met to gais&#x101; un nosauc k&#x101;da cita dal&#x12B;bnieka v&#x101;rdu.</p><p>Ja izsauktajam neizdodas bumbi&#x146;u no&#x137;ert gais&#x101; un t&#x101; nokr&#x12B;t zem&#x113;, vi&#x146;� cen�as p&#x113;c iesp&#x113;jas &#x101;tr&#x101;k to pacelt un, satv&#x113;ris to, sauc �st&#x101;t!�. Kam&#x113;r iz�sauktais mekl&#x113; bumbi&#x146;u, p&#x101;r&#x113;jie rota&#x13C;as dal&#x12B;bnieki cen�as p&#x113;c iesp&#x113;jas t&#x101;l&#x101;k aizskriet prom. P&#x113;c ko�mandas �st&#x101;t!� visiem j&#x101;apst&#x101;jas. Rota&#x13C;as da�l&#x12B;bnieks, kuram ir bum�bi&#x146;a, neizkustoties no savas vietas, cen�as tr&#x101;-</p><p>p&#x12B;t ar bumbi&#x146;u k&#x101;dam no tuv&#x101;k st&#x101;vo�ajiem. Dal&#x12B;b�nieks, kuram vi&#x146;� tr&#x101;pa, k&#x13C;&#x16B;st par sauc&#x113;ju. Gad&#x12B;�jum&#x101;, ja vi&#x146;� netr&#x101;pa nevienam rota&#x13C;as dal&#x12B;bnie�kam, met&#x113;js pats turpina sauk�anu.</p><p>Iev&#x113;ro! Vairoties no bumbi&#x146;as, nedr&#x12B;kst izkus�t&#x113;ties no vietas, dr&#x12B;kst tikai noliekties vai pie�tupties.</p><p>Nevajag p&#x113;c k&#x101;rtas vair&#x101;kk&#x101;rt saukt vienu un to pa�u b&#x113;rnu.</p><p>Rota&#x13C;&#x101; var izmantot ar&#x12B; lielo bumbu.</p><p>Bumbi&#x146;u var ar&#x12B; nevis sviest gais&#x101;, bet gan pret</p><p>zemi vai pret sienu.</p></section><section><title><p>M&#x112;&#x122;INI AIZSNIEGT!</p></title><p>Rota&#x13C;ai nepiecie�ama 3�5 m gara virve. Labi cie�i sasien virves abus galus un novieto to lau�kuma vai telpas vid&#x16B;. Rota&#x13C;as dal&#x12B;bnieki sadal&#x101;s grup&#x101;s pa tr&#x12B;s vai �etri. J&#x101;raug&#x101;s, lai b&#x113;rni katr&#x101; grup&#x101; b&#x16B;tu apm&#x113;ram vien&#x101;di augum&#x101; un sp&#x113;k&#x101;.</p><p>P&#x113;c komandas �Rota&#x13C;u s&#x101;kt!� pie virves nost&#x101;�jas pirm&#x101; dal&#x12B;bnieku grupa, satver ar ab&#x101;m rok&#x101;m virvi, pace&#x13C; to un nostiepj, izveidojot no virves vien&#x101;dmalu trijst&#x16B;ri vai �etrst&#x16B;ri. Katram rota&#x13C;as dal&#x12B;bniekam aizmugur&#x113; 2�3 so&#x13C;u att&#x101;lum&#x101; no�vieto priek�metu: kluc&#x12B;ti, bumbi&#x146;u, rota&#x13C;u fig&#x16B;ru vai k&#x101;du citu s&#x12B;ku priek�metu.</p><p>P&#x113;c sign&#x101;la �Vilkt!� katram dal&#x12B;bniekam j&#x101;cen��as, velkot virvi uz savu pusi, aizsniegt aiz mugu�ras nolikto priek�metu. Uzvar tas, kur� pirmais aizsniedzis un pa&#x146;&#x113;mis priek�metu. Tad sacens&#x12B;bu sak n&#x101;ko�&#x101; grupa.</p><p>Rota&#x13C;as beig&#x101;s var sacensties visu grupu uzva�r&#x113;t&#x101;ji (tikai t&#x101;d&#x101; gad&#x12B;jum&#x101;, ja tie ir vien&#x101;di sp&#x113;kos).</p><p>Iev&#x113;ro! Virves gali j&#x101;sasien stingri. Var l&#x16B;gt k&#x101;du no pieaugu�ajiem, lai mezglu p&#x101;rbauda. Ne�v&#x113;r&#x12B;gi sasiets mezgls var b&#x16B;t par traumas c&#x113;loni.</p></section><section><title><p>AP&#x13B;OJO�&#x100; AUKLA</p></title><p>Nepiecie�amais invent&#x101;rs � gar&#x101; lecam&#x101; aukla (apm&#x113;ram 2,5�3 m gara), vair&#x101;kas m&#x12B;kstas ro�ta&#x13C;lietas, divas gumijas bumbas.</p><p>Divi rota&#x13C;as dal&#x12B;bnieki nost&#x101;jas laukuma vai telpas vid&#x16B; apm&#x113;ram 2�3 so&#x13C;u att&#x101;lum&#x101; viens no otra un ap&#x13C;o garo lecamo auklu. P&#x101;r&#x113;jiem b&#x113;rniem j&#x101;veic �&#x101;di uzdevumi:</p><p>1)��� skrienot uz laukuma pret&#x113;jo pusi, j&#x101;izskrien zem ap&#x13C;ojo�&#x101;s auklas (1 punkts);</p><p>2)�� j&#x101;pa&#x146;em ap&#x13C;ojo�&#x101;s auklas priek�&#x101; noliktais priek�mets un j&#x101;izskrien zem ap&#x13C;ojo�&#x101;s auklas (2 punkti);</p><p>3)��� j&#x101;paskrien zem ap&#x13C;ojo�&#x101;s auklas un j&#x101;izpilda 5�10 pal&#x113;cieni p&#x101;ri auklai (par 5 pal&#x113;cieniem 3 punkti, par 6 � 4 punkti, par 7 � 5 punkti utt.);</p><p>4)�� j&#x101;izskrien zem ap&#x13C;ojo�&#x101;s auklas divat&#x101; (kat�ram b&#x113;rnam 2 punkti);</p><p>5)��� j&#x101;paskrien divat&#x101; zem ap&#x13C;ojo�&#x101;s auklas un j&#x101;izpilda kop&#x101; ar partneri 3�5 pal&#x113;cieni p&#x101;ri auk�lai (par 3 pal&#x113;cieniem kairam b&#x113;rnam 3 punkti, par 4�4 punkti utt.);</p><p>6)��� j&#x101;paskrien zem apjojo�&#x101;s auklas, j&#x101;izpilda 5 palecieni, vienlaikus pametot uz aug�u bumbu (par katru pal&#x113;cienu 1 punkts).</p><p>Uzvar rota&#x13C;as dal&#x12B;bnieks, kur� ieguvis vair&#x101;k punktu.</p><p>I ev&#x113;ro! Gar&#x101; aukla j&#x101;ap&#x13C;o virzien&#x101; pret b&#x113;r�niem.</p><p>Garajai lecamauklai j&#x101;b&#x16B;t m&#x12B;kstai. Rota&#x13C;&#x101; ne�dr&#x12B;kst izmantot &#x12B;sas, kop&#x101; sasietas gumijas auklas.</p><p>Aiz ap&#x13C;ojo�&#x101;s auklas j&#x101;b&#x16B;t pietiekami lielam br&#x12B;�vajam laukumam.</p><p>Ja nav otra b&#x113;rna, kas tur garo auklu, vienu t&#x101;s galu var piesiet pie koka.</p></section><section><title><p>SACENS&#x12A;BAS AR DA2&#x100;DIEM ROTA&#x13B;U PRIEK�METIEM</p></title><p>Sacens&#x12B;b&#x101;m var izmantot zirdzi&#x146;us (koka k&#x101;t&#x101;), karodzi&#x146;us, dzirnavi&#x146;as (koka k&#x101;t&#x101;), lelles, ap&#x13C;us, da�&#x101;da lieluma bumbas, kr&#x101;sainus balonus, ho�keja n&#x16B;jas un ripu, automa�&#x12B;nas, rollerus, tr&#x12B;sri�te&#x146;us u. c.</p><p>Ar rota&#x13C;u priek�metiem var organiz&#x113;t visda�&#x101;d&#x101;�k&#x101;s sacens&#x12B;bas.</p><p>1. Ja�ana (b&#x113;rni skrien, turot starp k&#x101;j&#x101;m ro-</p><p>t&#x101;&#x13C;u zirdzi&#x146;a k&#x101;tu). Uz�var tas dal&#x12B;bnieks, kur� pirmais veic noteiktu att&#x101;lumu.</p><p>2.�������� Skrie�ana, nesot rota&#x13C;u dzirnavi&#x146;as vai karodzi&#x146;u. Skr&#x113;jiena laik&#x101; priek�mets j&#x101;nes augstu pacelts, dzirna�vi&#x146;&#x101;m j&#x101;grie�as un j&#x101;r&#x16B;c, karodzi&#x146;am j&#x101;�pl&#x12B;vo.</p><p>3.�� Da�adu rota&#x13C;lietu p&#x101;rne�ana no viena ap&#x13C;a uz otru. Tos var nest pa vienam vai ar&#x12B; nest uzreiz tik, cik b&#x113;rns sp&#x113;j sa&#x146;emt rok&#x101;s. J&#x101;raug&#x101;s, lai vi�siem sacens&#x12B;bas dal&#x12B;bniekiem b&#x16B;tu vien&#x101;ds skaits priek�metu. Uzvar tas dal&#x12B;bnieks, kur� &#x101;tr&#x101;k p&#x101;r�nes savas rota&#x13C;lietas.</p><p>4.�� Sacens&#x12B;bas ar lell&#x113;m.</p><p>Sacens&#x12B;bu dal&#x12B;bnieki nost&#x101;jas aiz l&#x12B;nijas. Kat�ram b&#x113;rnam priek�&#x101; 3�4 so&#x13C;u attalum&#x101; no l&#x12B;nijas nolikts kr&#x113;sls, uz t&#x101; novietota lelle, pie k&#x101;j&#x101;m � kast&#x12B;te ar lelles dr&#x113;b&#x113;m: kleitu, m&#x113;teli, cepuri.</p><p>P&#x113;c sign&#x101;la b&#x113;rns, pa&#x146;&#x113;mis no kast&#x12B;tes lelles kleitu, skrien pie lelles, uzvelk tai kleitu, noliek lelli un steidzas p&#x113;c n&#x101;kama ap&#x123;&#x113;rba gabala. Uz�var tas dal&#x12B;bnieks, kur� vis&#x101;tr&#x101;k un visgl&#x12B;t&#x101;k ap�&#x123;&#x113;rbis lelli un nos&#x113;dies kop&#x101; ar to uz kr&#x113;sla.</p><image l:href="#13"/><p>Sacens&#x12B;bu noteikumi var b&#x16B;t ar&#x12B; cit&#x101;di: kast&#x12B;ti ar ap&#x123;&#x113;rbu dr&#x12B;kst aiznest pie kr&#x113;sla un lelli ap&#x123;&#x113;rbt</p><p>uzreiz vai katrs dal&#x12B;bnieks dr&#x12B;kst lellei uzvilkt tikai vienu ap&#x123;&#x113;rba gabalu, n&#x101;kamo � &#x123;&#x113;rbj cits b&#x113;rns.</p><p>5.� Sacens&#x12B;bas ar ap&#x13C;iem. Tos var nest, ripin&#x101;t, l&#x113;kt tiem cauri, skriet pa diviem apl&#x12B; utt.</p><p>Sare�&#x123;&#x12B;t&#x101;kas sacens&#x12B;bas ir p&#x101;rvieto�an&#x101;s pa ap�&#x13C;iem.</p><p>Laukum&#x101; novelk divas paral&#x113;las l&#x12B;nijas 5�6 so&#x13C;u att&#x101;lum&#x101; vienu no otras. B&#x113;rni sadal&#x101;s div&#x101;s komand&#x101;s un nost&#x101;jas aiz l&#x12B;nijas. Katras kolonnas priek�&#x101; uz zemes nolikti divi ap&#x13C;i.</p><p>P&#x113;c sign&#x101;la sacens&#x12B;bas dal&#x12B;bnieks &#x146;em pirmo apli, noliek to p&#x101;ri l&#x12B;nijai un iek&#x101;pj taj&#x101;, pa&#x146;em otru apli, noliek to t&#x101;l&#x101;k un p&#x101;rk&#x101;pj taj&#x101;, &#x146;em atkal pirmo apli, novieto to atkal t&#x101;l&#x101;k utt. T&#x101;, p&#x101;rvieto�joties no ap&#x13C;a apl&#x12B;, j&#x101;tiek aiz otr&#x101;s l&#x12B;nijas. Kad t&#x101; sasniegta, b&#x113;rns pa&#x146;em ap&#x13C;us un skrien atpaka&#x13C; pie n&#x101;kam&#x101; savas komandas dal&#x12B;bnieka. Uzvar t&#x101; komanda, kuras p&#x113;d&#x113;jais dal&#x12B;bnieks pirmais at�grie�as pie savas komandas.</p><p>Iev&#x113;ro! Sacens&#x12B;bas dal&#x12B;bnieki nedr&#x12B;kst pieskar�ties zemei &#x101;rpus ap&#x13C;a.</p><p>6.�� Bumbas sacens&#x12B;b&#x101;s var nest, ripin&#x101;t ar roku, k&#x101;ju, n&#x16B;ju, vad&#x12B;t, sitot pret zemi, utt. Gr&#x16B;t&#x101;k ir p&#x101;rnest divas, tr&#x12B;s un vair&#x101;kas bumbas reiz&#x113;, pie�m&#x113;ram, ar div&#x101;m lielaj&#x101;m bumb&#x101;m vai baloniem nest mazo bumbi&#x146;u.</p><p>Vel gr&#x16B;t&#x101;k ir nest bumbu divat&#x101; ar otru sacen�s&#x12B;bu dal&#x12B;bnieku, turot to ar galv&#x101;m vai s&#x101;niem.</p><p>Nav viegli ar&#x12B; p&#x101;rvar&#x113;t noteiktu att&#x101;lumu, turot bumbu starp k&#x101;j&#x101;m. Jo smag&#x101;ka ir bumba, jo uz�devums gr&#x16B;t&#x101;ks.</p><p>7.�� Balonus sacens&#x12B;b&#x101;s var nest rok&#x101;s (vienu vai vair&#x101;kus), skrienot pamest gais&#x101; un satvert, atsist k&#x101; volejbol&#x101;, vad&#x12B;t ar n&#x16B;ju vai k&#x101;ju ap �&#x137;&#x113;r��&#x13C;iem utt.</p><p>8.�� Novelk l&#x12B;niju, aiz t&#x101;s nost&#x101;jas sacens&#x12B;bu dalibnieki. Katram no vi&#x146;iem priek�&#x101; (4�5 m attalum&#x101;) automa�&#x12B;na ar garu auklu. Auklas br&#x12B;vaj&#x101; gal&#x101; piesieta n&#x16B;ji&#x146;a. P&#x113;c sign&#x101;la, veikli tinot auklu ap n&#x16B;ji&#x146;u, j&#x101;p&#x101;rvelk automa�&#x12B;na p&#x101;ri l&#x12B;nijai. Uzvar tas dal&#x12B;bnieks, kas to veic &#x101;tr&#x101;k.</p><p>9.�� Sacens&#x12B;bu dal&#x12B;bnieki nost&#x101;jas aiz l&#x12B;nijas, kat�ram rok&#x101;s liela bumba. Divu so&#x13C;u att&#x101;lum&#x101; no b&#x113;rna automa�&#x12B;na. P&#x113;c sign&#x101;la b&#x113;rni ripina katrs savu bumbu t&#x101;, lai t&#x101; pieskartos priek�&#x101; st&#x101;vo�ajai rota&#x13C;lietai un to pab&#x12B;d&#x12B;tu uz priek�u. Uzvar tas dal&#x12B;bnieks, kuram p&#x113;c piec&#x101;m ripin&#x101;�anas reiz&#x113;m ma�&#x12B;na aizb&#x12B;d&#x12B;ta vist&#x101;l&#x101;k.</p><p>Iev&#x113;ro! Pirms sacens&#x12B;b&#x101;m j&#x101;p&#x101;rbauda, vai vi�sas ma�&#x12B;nas labi ripo. Visiem dal&#x12B;bniekiem jabut pec iesp&#x113;jas vien&#x101;da lieluma ma�&#x12B;n&#x101;m un bumb&#x101;m.</p><p>10.� Ar b&#x113;rnu rolleri vai tr&#x12B;sriteni var organiz&#x113;t sacens&#x12B;bas, kur� &#x101;tr&#x101;k nobrauks taisnu distanci, apbraucot 2�6 �&#x137;&#x113;r�&#x13C;us, p&#x101;rvedot da�&#x101;dus s&#x12B;kus priek�metus utt.</p><p>Iev&#x113;ro! Laukumam, kur&#x101; r&#x12B;ko sacens&#x12B;bas brauk�an&#x101;, j&#x101;b&#x16B;t gludam, tur nedr&#x12B;kst m&#x113;t&#x101;ties da��&#x101;di priek�meti.</p><p>Jaraugas, lai butu pietiekami liela distance starp blakus brauc&#x113;jiem.</p></section><section><title><p>IZRAUJ LENT&#x12A;TI!</p></title><p>Laukum&#x101;, kas piem&#x113;rots 40�50 m skr&#x113;jienam, iez&#x12B;m&#x113; 4�5 starta vietas (atkar&#x12B;b&#x101; no b&#x113;rnu skaita). Katra n&#x101;kam&#x101; starta vieta izvirz&#x12B;ta par 1,5�2 m uz priek�u. Pie starta l&#x12B;nijas nost&#x101;ju�ies rota&#x13C;as dal&#x12B;bnieki katrs aizsprau� sev aiz jostas 30�40 cm garu lent&#x12B;ti.</p><p>P&#x113;c komandas �Ie&#x146;emt vietas!� dal&#x12B;bniekiem pie starta l&#x12B;nijas j&#x101;ie&#x146;em zem&#x101; vai augst&#x101; starta st&#x101;�voklis. P&#x113;c komand&#x101;m �Uzman&#x12B;bu! Alar�!� vi&#x146;i s&#x101;k skriet un skr&#x113;jiena laik&#x101; cen�as pan&#x101;kt priek�&#x101; skrejo�o b&#x113;rnu, izraut tam lent&#x12B;ti, tai pa�&#x101; laik&#x101; izb&#x113;gt no sava sekot&#x101;ja. B&#x113;rns, kuram izdevies iz�raut lent&#x12B;ti un izb&#x113;gt no sekot&#x101;ja, ieg&#x16B;st vienu punktu.</p><p>Rota&#x13C;as dal&#x12B;bnieku rezult&#x101;ti j&#x101;v&#x113;rt&#x113; pa diviem skr&#x113;jieniem kop&#x101;. Otraj&#x101; skr&#x113;jien&#x101; b&#x113;rniem j&#x101;�main&#x101;s starta viet&#x101;m.</p><p>T&#x101; izpilda 2�6 skr&#x113;jienus. Beig&#x101;s saskaita katra dal&#x12B;bnieka ieg&#x16B;tos punktus. Uzvar tas rota�&#x13C;as dal&#x12B;bnieks, kur� ieguvis visvair&#x101;k punktu.</p><p>I ev&#x113;ro! Rota&#x13C;as dal&#x12B;bnieks, kuram izrauta len�t&#x12B;te, nedr&#x12B;kst to izraut citam b&#x113;rnam.</p><p>Lent&#x12B;t&#x113;m j&#x101;b&#x16B;t spilgt&#x101;m, kr&#x101;sain&#x101;m � vislab&#x101;k no drebes, dermat&#x12B;na vai cita stingr&#x101;ka materi&#x101;la.</p><p>Ja tiek izmantotas pap&#x12B;ra lent&#x12B;tes, t&#x101;s parasti sa�pl&#x12B;st, t&#x101;d&#x113;j p&#x113;c nodarb&#x12B;b&#x101;m j&#x101;salasa visi pap&#x12B;ra ga�bali&#x146;i.</p><p>J&#x101;raug&#x101;s, lai visi rota&#x13C;as dal&#x12B;bnieki ie&#x146;emtu pa�reizus starta st&#x101;vok&#x13C;us.</p><p>Rota&#x13C;as laik&#x101; nedr&#x12B;kst raut b&#x113;rnus aiz dr&#x113;b&#x113;m (izraujot lent&#x12B;ti).</p></section><section><title><p>MEDNIEKI UN P&#x12B;LES</p></title><p>Nepiecie�amais invent&#x101;rs � liel&#x101; bumba.</p><p>Rota&#x13C;ai j&#x101;izraug&#x101;s vieta, kur&#x101; var iez&#x12B;m&#x113;t apli 4�7 m liel&#x101; diametr&#x101;. Dal&#x12B;bnieku skaits � ne maz&#x101;k par 8�10 b&#x113;rniem. Vi&#x146;i sadal&#x101;s div&#x101;s ko�mand&#x101;s un izloz&#x113;, kura no komand&#x101;m b&#x16B;s med�nieki, kura � p&#x12B;les. Mednieki nost&#x101;jas apk&#x101;rt ap�lim, p&#x12B;les � apl&#x12B;. Vienam no medniekiem rok&#x101;s ir bumba. P&#x113;c svilpes sign&#x101;la mednieki s&#x101;k mest bumbu cits citam un izdev&#x12B;g&#x101; gad&#x12B;jum&#x101; cen�as tr&#x101;�p&#x12B;t p&#x12B;l&#x113;m. Ja tas izdodas, no�aut&#x101; p&#x12B;le izst&#x101;jas no rota&#x13C;as. Kad visas p&#x12B;les no�autas, komandas mai�n&#x101;s lom&#x101;m.</p><p>Uzvar t&#x101; komanda, kura &#x12B;s&#x101;k&#x101; laik&#x101; no�auj vi�sas p&#x12B;les.</p><p>Iev&#x113;ro! Mednieki, metot bumbu, nedr&#x12B;kst p&#x101;r�k&#x101;pt ap&#x13C;a robe�as.</p><p>P&#x12B;le, vairoties no bumbas, nedr&#x12B;kst iziet &#x101;rpus ap&#x13C;a.</p><p>Ja rota&#x13C;as dal&#x12B;bnieks, kur� telo pili, no&#x137;er bumbu, vi&#x146;� ieg&#x16B;st ties&#x12B;bas palikt apl&#x12B;. Bet, ja, &#x137;e�rot bumbu, t&#x101; izkr&#x12B;t no rok&#x101;m, tad ieskaita tr&#x101;p&#x12B;�jumu.</p><p>Ja rota|&#x101; piedal&#x101;s nedaudz b&#x113;rnu, tad uzz&#x12B;m&#x113; ne�lielu �etrst&#x16B;ri, kur&#x101; atrodas p&#x12B;les, bet �etrst&#x16B;ra katr&#x101; pus&#x113; nost&#x101;jas pa medniekam. Tie divat&#x101; �auj p&#x12B;les. Uzvar tas mednieku p&#x101;ris, kur� vis&#x12B;s&#x101;k&#x101; laik&#x101; no�auj visas p&#x12B;les.</p></section><section><title><p>CIETOK�&#x145;A AIZST&#x100;V&#x112;�ANA</p></title><p>Nepiecie�amais invent&#x101;rs � liel&#x101; bumba, &#x137;eb�l&#x12B;tis, balons.</p><p>Iez&#x12B;m&#x113; apli ar 3�5 m lielu diametru. Ap&#x13C;a vid&#x16B; novieto &#x137;ebl&#x12B;ti, uz t&#x101; uzliek balonu. Tas ir cietok�snis. No dal&#x12B;bnieku vidus izraug&#x101;s sargu. Tas no�st&#x101;jas ap&#x13C;a vid&#x16B; pie cietok�&#x146;a.</p><p>P&#x101;r&#x113;jie rota&#x13C;as dal&#x12B;bnieki izk&#x101;rtojas ap apli, vienam rok&#x101;s bumba.</p><p>P&#x113;c svilpes sign&#x101;la apl&#x12B; st&#x101;vo�ie dal&#x12B;bnieki met bumbu, cen�oties tr&#x101;p&#x12B;t pa ap&#x13C;a vidu st&#x101;vo�o cie�toksni un sag&#x101;zt to. Sargs sarg&#x101; cietoksni. Ja k&#x101;�dam no apl&#x12B; st&#x101;vo�ajiem rota&#x13C;as dal&#x12B;bniekiem iz�dodas cietoksni sag&#x101;zt, sargs un met&#x113;js main&#x101;s lom&#x101;m.</p><p>Iev&#x113;ro! Apl&#x12B; st&#x101;vo�ie rota&#x13C;as dal&#x12B;bnieki me�tiena br&#x12B;d&#x12B; nedr&#x12B;kst p&#x101;rk&#x101;pt ap&#x13C;a robe�as.</p><p>Sargs nedr&#x12B;kst cietoksni tur&#x113;t ar rok&#x101;m, lai tas nesag&#x101;ztos.</p><p>Sargs dr&#x12B;kst uz cietoksni mesto bumbu satvert gais&#x101; un aizmest talu prom, t&#x101;d&#x101; veid&#x101; ieg&#x16B;stot laiku atp&#x16B;tai.</p><p>Ja rota&#x13C;as dal&#x12B;bnieku ir daudz, apl&#x12B; var atrasties divi sargi, cietok�&#x146;a ap�audei izmanto divas bum�bas.</p></section><section><title><p>T&#x12B;&#x122;ERBUMBA</p></title><p>Nepiecie�amais invent&#x101;rs � bumba.</p><p>Rota&#x13C;as dal&#x12B;bnieki nost&#x101;jas apl&#x12B; (diametrs 4�5 metri). P&#x113;c izlozes viens no b&#x113;rniem iet vid&#x16B;. Tas ir t&#x12B;&#x123;eris. Vienam dal&#x12B;bniekam rok&#x101;s bumba. P&#x113;c sign&#x101;la apl&#x12B; st&#x101;vo�ie rota&#x13C;as dal&#x12B;bnieki piespele cits citam bumbu, bet t&#x12B;&#x123;eris cen�as bumbu satvert vai ar&#x12B; tai pieskarties. Ja tas izdodas, vi&#x146;� apmai&#x146;as viet&#x101;m ar to dal&#x12B;bnieku, p&#x113;c kura metiena vi&#x146;� sa�tv&#x113;ris bumbu. Ar&#x12B; tas rota&#x13C;as dal&#x12B;bnieks, kur� &#x13C;&#x101;vis bumbai nokrist zem&#x113;, k&#x13C;&#x16B;st par t&#x12B;&#x123;eri.</p><p>Iev&#x113;ro! T&#x12B;&#x123;eris nedr&#x12B;kst, m&#x113;&#x123;inot p&#x101;rtvert bumbu, pieskarties ar rok&#x101;m apli st&#x101;vo�ajiem ro�ta&#x13C;as dal&#x12B;bniekiem.</p><p>Apl&#x12B; st&#x101;vo�ie dr&#x12B;kst bumbu piesp&#x113;l&#x113;t cits citam, to atsitot pret zemi.</p><p>Ja t&#x12B;&#x123;eris ilg&#x101;ku laiku nesp&#x113;j bumbu p&#x101;rtvert, par t&#x12B;&#x123;eri j&#x101;izraug&#x101;s cits rota&#x13C;as dal&#x12B;bnieks.</p><p>Ap&#x13C;a vid&#x16B; var b&#x16B;t ar&#x12B; divi vai vair&#x101;ki t&#x12B;&#x123;eri, bet apl&#x12B; st&#x101;vo�ie var piesp&#x113;l&#x113;t divas vai vair&#x101;kas bumbas.</p><p>Rota&#x13C;as variant&#x101; t&#x12B;&#x123;eris atrodas ap&#x13C;a &#x101;rpus&#x113;. Tad bumbu nedr&#x12B;kst mest, bet tikai padot no rokas rok&#x101;.</p></section><section><title><p>KUST&#x12A;GAIS M&#x112;R&#x136;IS</p></title><p>Nepiecie�amais invent&#x101;rs� bumba.</p><p>Rota&#x13C;as dal&#x12B;bnieki nost&#x101;jas kop&#x113;j&#x101; apl&#x12B;, kura diametrs 4�5 m. Viens no vi&#x146;iem ieiet ap&#x13C;a vid&#x16B;. Vi&#x146;� ir kust&#x12B;gais m&#x113;r&#x137;is.</p><p>P&#x113;c sign&#x101;la apl&#x12B; st&#x101;vo�ie dal&#x12B;bnieki met bumbu un cen�as ar to tr&#x101;p&#x12B;t kust&#x12B;gajam m&#x113;r&#x137;im (ne aug�stak par vidukli). Kust&#x12B;gais m&#x113;r&#x137;is (b&#x113;rns, kas at* rodas ap&#x13C;a vid&#x16B;) no bumbas izvair&#x101;s. Ja k&#x101;ds no dal&#x12B;bniekiem tr&#x101;pa kust&#x12B;gajam m&#x113;r&#x137;im, tad �ie ro�ta&#x13C;as dal&#x12B;bnieki apmain&#x101;s viet&#x101;m.</p><p>Kust&#x12B;gais m&#x113;r&#x137;is mesto bumbu dr&#x12B;kst &#x137;ert. Ja vi&#x146;� mesto bumbu notver, rota&#x13C;a turpin&#x101;s bez iz�mai&#x146;&#x101;m.</p><p>Uzvar tas rot&#x101;j&#x101;s dal&#x12B;bnieks, kur� visveikl&#x101;k prot izvair&#x12B;ties no bumbas un t&#x101;d&#x113;j&#x101;di visilg&#x101;k pa�liek apl&#x12B;.</p><p>Iev&#x113;ro! Ar bumbu nedr&#x12B;kst sist sp&#x113;c&#x12B;gi.</p><p>Dal&#x12B;bnieki dr&#x12B;kst sav&#x101; starp&#x101; sasp&#x113;l&#x113;ties un tikai izdev&#x12B;g&#x101; gad&#x12B;jum&#x101; to mest kust&#x12B;gajam m&#x113;r&#x137;im.</p><p>Kust&#x12B;gais m&#x113;r&#x137;is, notv&#x113;ris bumbu, met to iesp&#x113;�jami t&#x101;l&#x101;k &#x101;rpus ap&#x13C;a. Kam&#x113;r k&#x101;ds no rota&#x13C;as da�l&#x12B;bniekiem bumbu samekl&#x113;, kust&#x12B;gais m&#x113;r&#x137;is atp&#x16B;��as.</p></section><section><title><p>VISVEIKL&#x100;KAIS</p></title><p>Nepiecie�amais invent&#x101;rs � maz&#x101; bumbi&#x146;a vai k&#x101;ds cits neliels priek�mets un &#x137;ebl&#x12B;tis.</p><p>Rota&#x13C;ai piem&#x113;rota vieta, kur&#x101; var iez&#x12B;m&#x113;t 4�5 m platu un l&#x12B;dz 8 m garu laukumu. Laukuma galos novelk l&#x12B;nijas, centr&#x101; novieto &#x137;ebl&#x12B;ti un uz t&#x101; � mazo bumbi&#x146;u.</p><p>Rota&#x13C;as dal&#x12B;bnieki sadal&#x101;s div&#x101;s komand&#x101;s, un katra aiz savas gala l&#x12B;nijas laukuma labaj&#x101; st&#x16B;r&#x12B; nost&#x101;jas kolonn&#x101; pa vienam (ar seju uz centru).</p><p>P&#x113;c svilpes sign&#x101;la abu komandu priek�gal&#x101; st&#x101;�vo�ie dal&#x12B;bnieki skrien uz laukuma pret&#x113;jo pusi, . pieskaras ar p&#x113;du pretinieka komandas l&#x12B;nijai un skrien uz laukuma centru. Katrs no vi&#x146;iem pirmais cen�as nok&#x13C;&#x16B;t pie &#x137;ebl&#x12B;�a un nog&#x101;zt no t&#x101; bumbu. Kuras komandas dal&#x12B;bnieks to veicis pirmais, tas ieg&#x16B;st savai komandai vienu punktu. �o pa�u dar�b&#x12B;bu atk&#x101;rto visi p&#x101;r&#x113;jie komandu dal&#x12B;bnieki. Ro�ta&#x13C;as beig&#x101;s katra komanda saskaita ieg&#x16B;tos pun�ktus. Uzvar t&#x101; komanda, kurai ir vair&#x101;k punktu.</p><p>Iev&#x113;ro! Lai izvair&#x12B;tos no sadursmes, nav ietei�cams vienai komandai izk&#x101;rtoties otrai pret&#x12B; vai blakus.</p></section><section><title><p>TR&#x100;PI P&#x112;D&#x112;JAM!</p></title><p>Nepiecie�amais invent&#x101;rs � liel&#x101; bumba.</p><p>Rota&#x13C;u ieteicams organiz&#x113;t l&#x12B;dzen&#x101; viet&#x101;, kur var uzz&#x12B;m&#x113;t apli 3�5 m liel&#x101; diametr&#x101;. Dal&#x12B;bnieku skaits � 8�10 b&#x113;rnu.</p><p>Rota&#x13C;as dal&#x12B;bnieki sadal&#x101;s div&#x101;s komand&#x101;s. P&#x113;c izlozes vienas komandas dal&#x12B;bnieki izk&#x101;rtojas ap apli, vienam no b&#x113;rniem rok&#x101;s ir bumba. Otr&#x101; ko�manda nost&#x101;jas ap&#x13C;a vid&#x16B; kolonn&#x101; pa vienam. Tas dal&#x12B;bnieki aptver priek�&#x101; st&#x101;vo�&#x101; b&#x113;rna vidukli. Kolonnas priek�gala st&#x101;vo�ajam rokas br&#x12B;vas.</p><p>P&#x113;c sign&#x101;la apl&#x12B; st&#x101;vo�ie rota&#x13C;as dal&#x12B;bnieki s&#x101;k piesp&#x113;l&#x113;t cits citam bumbu un, tikl&#x12B;dz rodas izde�v&#x12B;ba, cen�as ar bumbu tr&#x101;p&#x12B;t kolonnas p&#x113;d&#x113;jam b&#x113;rnam. Visi kolonnas dal&#x12B;bnieki, neatlai�ot rokas, skrien l&#x12B;�u lo�u pa apli un cen�as to nosarg&#x101;t. Ko�lonnas pirmais dal&#x12B;bnieks cen�as ar&#x12B; ar rok&#x101;m at�vair&#x12B;t bumbu.</p><p>Ja k&#x101;dam no pirm&#x101;s komandas b&#x113;rniem izdodas tr&#x101;p&#x12B;t kolonnas p&#x113;d&#x113;jam dal&#x12B;bniekam, tas no rota�&#x13C;as izst&#x101;jas. Kad ap&#x13C;a vid&#x16B; palicis tikai viens b&#x113;rns, komandas main&#x101;s viet&#x101;m. Uzvar t&#x101; ko�manda, kura &#x12B;s&#x101;k&#x101; laik&#x101; veikusi uzdevumu.</p><p>Iev&#x113;ro! Ar bumbu nedr&#x12B;kst stipri sist. Ja bumba tr&#x101;pa augst&#x101;k par kr&#x16B;t&#x12B;m, tr&#x101;p&#x12B;jumu neskaita.</p><p>Metiena br&#x12B;d&#x12B; aiz ap&#x13C;a st&#x101;vo�ie rota&#x13C;as dal&#x12B;bnieki nedr&#x12B;kst p&#x101;rk&#x101;pt ap&#x13C;a robe�as.</p><p>Ja kolonnas dal&#x12B;bnieki atlai� rokas, tiem j&#x101;iz�st&#x101;jas no rota&#x13C;as.</p><p>Rota&#x13C;u var organiz&#x113;t ar noteikumiem: par katru tr&#x101;p&#x12B;jumu &#x101;rpus ap&#x13C;a st&#x101;vo�&#x101; komanda ieg&#x16B;st vienu punktu. �aj&#x101; gad&#x12B;jum&#x101; tas dal&#x12B;bnieks, kuram tr&#x101;p&#x12B;ts ar bumbu, turpina piedal&#x12B;ties rota&#x13C;&#x101;. Uzvar komanda, kura noteikt&#x101; laik&#x101; (piem&#x113;ram, 3 min&#x16B;�u laik&#x101;) ieguvusi vair&#x101;k punktu.</p></section><section><title><p>SARG&#x100;T&#x100;JI</p></title><p>Rota|ai piem&#x113;rots laukums, liedags vai p&#x13C;ava, kur&#x101; var iez&#x12B;m&#x113;t apli 3�5 m liel&#x101; diametr&#x101;. Ro�ta&#x13C;ai nepiecie�amo dal&#x12B;bnieku skaits � ne maz&#x101;k par 10 b&#x113;rniem. Tie sadal&#x101;s div&#x101;s komand&#x101;s. Katrs pirm&#x101;s komandas dal&#x12B;bnieks pa&#x146;em jau iepriek� sagatavotu 1 m garu virv&#x12B;ti un novieto uz zemes t&#x101;, lai viens t&#x101;s gals b&#x16B;tu pie l&#x12B;nijas, otrs � v&#x113;rsts pret centru, un pats nost&#x101;jas ap&#x13C;a iek�pus&#x113; pie l&#x12B;ni�jas. Otr&#x101;s komandas dal&#x12B;bnieki vienm&#x113;r&#x12B;gi sadal&#x101;s aiz ap&#x13C;a.</p><p>P&#x113;c komandas �S&#x101;kt!� rota&#x13C;as dal&#x12B;bnieki, kas atrodas &#x101;rpus ap&#x13C;a, cen�as satvert virv&#x12B;ti t&#x101;, lai ap&#x13C;a iek�pus&#x113; st&#x101;vo�&#x101;s komandas dal&#x12B;bnieki ne�sp&#x113;tu pieskarties virv&#x12B;tes &#x146;&#x113;m&#x113;jam.</p><p>Ja virv&#x12B;�u sarg&#x101;t&#x101;ji pasp&#x113;j p&#x101;rsteigt kaut vienu &#x146;&#x113;m&#x113;ju un tam pieskarties � komandas main&#x101;s lom&#x101;m.</p><p>Uzvar komanda, kura izvelk no ap&#x13C;a visas vir�v&#x12B;tes.</p><p>Iev&#x113;ro! Ne virv&#x12B;�u sarg&#x101;t&#x101;ji, ne ar&#x12B; to &#x146;&#x113;m&#x113;ji nedr&#x12B;kst p&#x101;rk&#x101;pt ap&#x13C;a l&#x12B;niju.</p><p>Sarg&#x101;t&#x101;ji nedr&#x12B;kst aizkav&#x113;t virv&#x12B;tes pa&#x146;em�anu, tai uzk&#x101;pjot. &#x145;&#x113;m&#x113;ju nedr&#x12B;kst ne gr&#x16B;st, ne sist.</p><p>Virv&#x12B;tes &#x146;&#x113;m&#x113;js dr&#x12B;kst izmantot jau ieg&#x16B;t&#x101;s vir�v&#x12B;tes, lai viegl&#x101;k ieg&#x16B;tu p&#x101;r&#x113;j&#x101;s, t. i., ar ieg&#x16B;t&#x101;s virv&#x12B;tes pal&#x12B;dz&#x12B;bu tuvin&#x101;t sev ieg&#x16B;stamo virv&#x12B;ti.</p><p>Rota&#x13C;u vislab&#x101;k organiz&#x113;t viet&#x101; ar m&#x12B;kstu pa�matu.</p></section><section><title><p>J&#x16A;RAS KAUJA</p></title><p>Rota&#x13C;u organiz&#x113; pagalm&#x101;, liedag&#x101;, vieta ar da�biskiem �&#x137;&#x113;r�&#x13C;iem, apvid&#x16B; vai z&#x101;l&#x113;, kura var izman�tot da�&#x101;dus r&#x12B;kus (pakl&#x101;jus, vingro�anas solu, zirgu u. c.).</p><p>Rota&#x13C;as dal&#x12B;bnieki sadal&#x101;s div&#x101;s komand&#x101;s. Katra komanda izv&#x113;l sev kapteini. Kaptei&#x146;i izloz&#x113;, kura komanda pirm&#x101; bus j&#x16B;rnieki.</p><p>Atkar&#x12B;b&#x101; no dal&#x12B;bnieku skaita uzz&#x12B;m&#x113; uz zemes da�&#x101;da form&#x101;ta ku&#x123;us (nelielus ap&#x13C;us, �etrst&#x16B;rus, trijst&#x16B;rus u. c.) un kaptei&#x146;a ku&#x123;i. Var izmantot ar&#x12B; da�&#x101;dus dabiskus �&#x137;&#x113;r�&#x13C;us apvid&#x16B; � celmus, ci�&#x146;us, akme&#x146;us u. c. J&#x16B;rnieku komandai ir bumba, un t&#x101; ar savu kapteini priek�gal&#x101; ie&#x146;em vietas ku�&#x123;os. Atkar&#x12B;b&#x101; no dal&#x12B;bnieku skaita katr&#x101; ku&#x123;&#x12B; var atrasties 1�5 j&#x16B;rnieki. P&#x101;r&#x113;jie dal&#x12B;bnieki (br&#x12B;v&#x101; komanda) izkl&#x12B;st starp ku&#x123;iem.</p><image l:href="#14"/><p>P&#x113;c sign&#x101;la j&#x16B;rnieki no saviem ku&#x123;iem s&#x101;k pie�sp&#x113;l&#x113;t cits citam bumbu, bet br&#x12B;v&#x101;s komandas lo�cek&#x13C;i to cen�as p&#x101;rtvert. Tikl&#x12B;dz �br&#x12B;vie� bumbu p&#x101;rtv&#x113;ru�i vai t&#x101; nokr&#x12B;t zem&#x113;, tie sauc: �Ku&#x123;os!� Tagad j&#x16B;rnieku komandai ku&#x123;i j&#x101;atstaj. Br&#x12B;v&#x101;s ko�mandas dal&#x12B;bnieki cen�as ie&#x146;emt atbr&#x12B;votos ku&#x123;us, bet j&#x16B;rnieki, nok&#x101;pu�i no sava ku&#x123;a, ar&#x12B; cen�as ie&#x146;emt k&#x101;du neaiz&#x146;emtu ku&#x123;i. Komandas dal&#x12B;b�nieks, kur� p&#x101;rtv&#x113;ris bumbu, k&#x13C;&#x16B;st par jauno kap�teini un ie&#x146;em tikai kapteinim dom&#x101;to ku&#x123;i. Visi p&#x101;r&#x113;jie, kuri paliku�i bez viet&#x101;m, tagad ir br&#x12B;v&#x101; ko�manda.</p><p>Iev&#x113;ro! P&#x113;c sauciena �Ku&#x123;os!� visiem j&#x16B;rnie�kiem ku&#x123;i j&#x101;atst&#x101;j un tikai p&#x113;c tam tie dr&#x12B;kst ie&#x146;emt k&#x101;du citu neaiz&#x146;emtu ku&#x123;i.</p><p>Rota&#x13C;as s&#x101;kum&#x101; j&#x101;vienojas, cik dal&#x12B;bnieku dr&#x12B;kst k&#x101;pt katr&#x101; ku&#x123;&#x12B;. Ja k&#x101;d&#x101; ku&#x123;&#x12B; iek&#x101;pu�i vair&#x101;k j&#x16B;r�nieku, tas j&#x101;atst&#x101;j tam rota&#x13C;as dal&#x12B;bniekam, kur� p&#x113;d&#x113;jais uz t&#x101; uzk&#x101;pis.</p><p>Kaptei&#x146;a ku&#x123;im jaatrodas visaugst&#x101;kaj&#x101; viet&#x101;. Tas var b&#x16B;t augstakais celms, cinis, &#x137;ebl&#x12B;tis vai kr&#x113;sls.</p></section><section><title><p>TAUTAS BUMBA</p></title><p>Nepiecie�amais invent&#x101;rs � volejbola, basket�bola vai cita liela gumijas bumba.</p><p>Rota&#x13C;ai piem&#x113;rota vieta, kur var iez&#x12B;m&#x113;t 8�10 m garu un 4�5 m platu laukumu. Ar vidusl&#x12B;niju tas j&#x101;sadala divos kvadr&#x101;tos. Dal&#x12B;bnieku skaits � vis�maz 10 b&#x113;rnu.</p><p>Rota&#x13C;as dal&#x12B;bnieki sadal&#x101;s div&#x101;s komand&#x101;s, katra komanda izv&#x113;l savu kapteini. Kaptei&#x146;i izloz&#x113;, kura komanda sa&#x146;ems bumbu. Komandas br&#x12B;vi no�vietojas katra sav&#x101; kvadr&#x101;t&#x101;, bet kaptei&#x146;i nost&#x101;jas aiz pretinieka laukuma gala l&#x12B;nij&#x101;m.</p><p>P&#x113;c svilpes sign&#x101;la kapteinis, kur� sa&#x146;&#x113;mis bumbu, met to p&#x101;ri pretinieka kvadr&#x101;tam savas komandas dal&#x12B;bniekiem. Tie, satv&#x113;ru�i bumbu, met ar to pretinieka komandai, cen�oties k&#x101;dam tr&#x101;�p&#x12B;t, t. i., izsist pretinieku. Pretinieka komandas da�l&#x12B;bnieki izvair&#x101;s no bumbas un p&#x16B;las p&#x101;rtvert to, lai sasp&#x113;l&#x113; ar savu kapteini savuk&#x101;rt censtos tr&#x101;p&#x12B;t k&#x101;dam pretinieka komandas dal&#x12B;bniekam. Rota&#x13C;as dal&#x12B;bnieks, kuram tr&#x101;p&#x12B;jusi bumba (tie�&#x101; tr&#x101;p&#x12B;�jum&#x101;), nost&#x101;jas laukuma pret&#x113;j&#x101; pus&#x113; blakus sa�vam kapteinim un pal&#x12B;dz tam izsist pretinieku.</p><p>Ja komandai izsisti visi t&#x101;s locek&#x13C;i, tad laukuma vid&#x16B; iziet kapteinis. Ja ar&#x12B; to izsit, komanda zaud&#x113; sp&#x113;les pirmo g&#x101;jienu, un komandas main&#x101;s lau�kumiem. P&#x113;c laukumu mai&#x146;as sp&#x113;li s&#x101;k zaud&#x113;t&#x101;ja komanda. Uzvar komanda, kura &#x101;tr&#x101;k ieg&#x16B;st divas uzvaras.</p><p>Iev&#x113;ro! Rota&#x13C;as dal&#x12B;bnieki nedr&#x12B;kst sp&#x113;les laik&#x101; p&#x101;rk&#x101;pt sava laukuma robe�as.</p><p>No zemes atl&#x113;ku�as bumbas tr&#x101;p&#x12B;jumus ne�ieskaita.</p><p>Vairoties no bumbas, to dr&#x12B;kst ar&#x12B; &#x137;ert. Ja rota�&#x13C;as dal&#x12B;bnieks bumbu no&#x137;er, vi&#x146;� ieg&#x16B;st ties&#x12B;bas palikt laukum&#x101;. Ja &#x137;erot bumbu izlai� no rok&#x101;m, tr&#x101;p&#x12B;jums skait&#x101;s.</p><p>Ja bumba nokr&#x12B;t &#x101;rpus laukuma, to dr&#x12B;kst paceli komanda, kuras laukuma robe�u turpin&#x101;jum&#x101; t&#x101;</p><p>atrodas.</p></section><section><title><p>PIONIERBOLS</p></title><p>Nepiecie�amais invent&#x101;rs � volejbola t&#x12B;kls un apm&#x113;ram 6 in gara aukla, divas liel&#x101;s bumbas, svilpe.</p><p>Dal&#x12B;bnieku skaits � ne maz&#x101;k par 7 b&#x113;rniem.</p><p>Rota&#x13C;u var organiz&#x113;t laukum&#x101;, z&#x101;l&#x113;, klajum&#x101; ap�vid&#x16B;, kur ir iesp&#x113;jams starp diviem kokiem nostiept volejbola t&#x12B;klu vai auklu. Iez&#x12B;m&#x113; rota&#x13C;u laukuma robe�as (3,5X6 m). Var izmantot ar&#x12B; volejbola laukumu.</p><p>Rota&#x13C;as dal&#x12B;bnieki sadal&#x101;s div&#x101;s komand&#x101;s. Kat�ras komandas dal&#x12B;bnieki izvietojas sav&#x101; laukuma pus&#x113; ar seju pret t&#x12B;klu. Sp&#x113;l&#x113;t&#x101;jiem, kas atrodas laukuma labaj&#x101; pus&#x113; pie t&#x12B;kla, katram iedod pa bumbai. Rota&#x13C;as vad&#x12B;tajs, kas ir ar&#x12B; tiesnesis, no�st&#x101;jas vien&#x101; laukuma pus&#x113; pie t&#x12B;kla.</p><p>P&#x113;c svilpes sign&#x101;la abu komandu dal&#x12B;bnieki vienlaikus met bumbas p&#x101;ri t&#x12B;klam. Ab&#x101;m koman�d&#x101;m, &#x137;erot un metot bumbu p&#x101;ri t&#x12B;klam, j&#x101;cen�as pan&#x101;kt, lai pretinieka laukum&#x101; atrastos abas bum�bas. Komandai punktu ieskaita �&#x101;dos gad&#x12B;jumos:</p><p>1)�� abas bumbas ir pretinieka laukuma pus&#x113; zem&#x113;;</p><p>2)��� viena bumba ir pretinieka laukum&#x101; zem&#x113;, otra � pretinieka komandas sp&#x113;l&#x113;t&#x101;jam rok&#x101;s;</p><p>3)��� abas bumbas ir pretinieka speletajiem rok&#x101;s;</p><p>4)�������� pretinieks, metot bumbu, to izmetis &#x101;rpus laukuma robe�&#x101;m;</p><p>5)��� pretinieks bumbu atsit k&#x101; volejbol&#x101;;</p><p>6)��� pretinieks bumbu met zem t&#x12B;kla vai auklas.</p><p>Komanda, kura pirm&#x101; ieg&#x16B;s 10 punktus, ir uz�var&#x113;jusi pirmo g&#x101;jienu vai setu. Tad komandas main&#x101;s laukumiem un rota&#x13C;a turpin&#x101;s. Uzvar ko�manda, kura no trim setiem uzvar divos.</p><p>Iev&#x113;ro! P&#x113;c katra punkta abu komandu dal&#x12B;b�nieki main&#x101;s viet&#x101;m. Vis&#x113;rt&#x101;k to dar&#x12B;t pa apli pulkste&#x146;a r&#x101;d&#x12B;t&#x101;ja virzien&#x101;.</p><p>Ja bumbas gais&#x101; atsitas viena pret otru, me�tiens j&#x101;atk&#x101;rto.</p><p>Ja katr&#x101; komand&#x101; ir tikai tr&#x12B;s dal&#x12B;bnieki, tie lau�kum&#x101; st&#x101;v vien&#x101; rind&#x101;. T&#x101;d&#x101; gad&#x12B;jum&#x101; j&#x101;iez&#x12B;m&#x113; &#x12B;s&#x101;ks laukums.</p><p>Ja komand&#x101; ir 6 sp&#x113;l&#x113;t&#x101;ji, tie izk&#x101;rtojas div&#x101;s rind&#x101;s, ja 9 � tr&#x12B;s rind&#x101;s, ja vair&#x101;k � pa 4 sp&#x113;l&#x113;�t&#x101;jiem rind&#x101;.</p><p>Rota&#x13C;&#x101; var izmantot ne tikai liel&#x101;s gumijas bum�bas, volejbola vai basketbola bumbas, bet ar&#x12B; ma�z&#x101;ka izm&#x113;ra un pat maz&#x101;s tenisa bumbi&#x146;as. Ja met maz&#x101;s bumbi&#x146;as, rota&#x13C;as gr&#x16B;t&#x12B;bas pak&#x101;pe palieli�n&#x101;s, jo t&#x101;s gr&#x16B;t&#x101;k notvert.</p><p>Vec&#x101;kie b&#x113;rni �aj&#x101; sp&#x113;l&#x113; var vienlaikus izmantot �etras bumbas.</p><p>Bumbu viet&#x101; var lietot ar&#x12B; smil�u maisi&#x146;us vai citus m&#x12B;kstus priek�metus.</p></section><section><title><p>IELENKTIE KAPTEI&#x145;I</p></title><p>Nepiecie�amais invent&#x101;rs � liel&#x101; bumba, svilpe.</p><p>Dal&#x12B;bnieku skaits � ne maz&#x101;k par 7 b&#x113;rniem.</p><p>Laukuma galos apm&#x113;ram 10�12 m att&#x101;lum&#x101; vienu no otra iez&#x12B;m&#x113; divus ap&#x13C;us ar 1,5�2 m lielu diametru. Vien&#x101;d&#x101; att&#x101;lum&#x101; no ap&#x13C;iem novelk ro�be�l&#x12B;niju.</p><p>Vienu dal&#x12B;bnieku izv&#x113;l par rota&#x13C;as vad&#x12B;t&#x101;ju, p&#x101;�r&#x113;jie sadal&#x101;s div&#x101;s komand&#x101;s. Katra komanda iz�raug&#x101;s kapteini. Kaptei&#x146;i nost&#x101;jas katrs sav&#x101; apl&#x12B;, bet apk&#x101;rt aplim izvietojas pretinieka komandas dal&#x12B;bnieki.</p><p>Ar izlozes pal&#x12B;dz&#x12B;bu noskaidro, kuram no kaptei�&#x146;iem j&#x101;s&#x101;k. Pec rota&#x13C;as vad&#x12B;t&#x101;ja sign&#x101;la kapteinis, kuram ir bumba, uzs&#x101;k sasp&#x113;li p&#x101;ri pretinieka ko�mandas dal&#x12B;bnieku galv&#x101;m ar savas komandas locek&#x13C;iem. Pretinieka komanda trauc&#x113; sasp&#x113;li un cen�as bumbu p&#x101;rtvert.</p><p>Ja kapteinim izdodas bumbu piesp&#x113;l&#x113;t savas ko�mandas dal&#x12B;bniekiem un sa&#x146;emt to atpaka&#x13C;, ko�manda ieg&#x16B;st vienu punktu. Uzvar komanda, kura pirm&#x101; ieg&#x16B;st 10 punktus.</p><p>Iev&#x113;ro! Ne kapteinis, ne rota&#x13C;as dal&#x12B;bnieki ne�dr&#x12B;kst p&#x101;rk&#x101;pt ap&#x13C;a l&#x12B;niju vai robe�l&#x12B;niju.</p></section><section><title><p>STAFETE AR AP&#x13B;IEM</p></title><p>Stafetei vajadz&#x12B;gi divi ap&#x13C;i, kuru diametrs ir 45 cm. Vad&#x12B;t&#x101;js no dal&#x12B;bnieku vidus izraug&#x101;s divus tiesne�us. Visi p&#x101;r&#x113;jie rota&#x13C;as dal&#x12B;bnieki sast&#x101;jas pa p&#x101;riem un so&#x13C;o aiz vad&#x12B;t&#x101;ja.</p><p>Kolonna apst&#x101;jas laukuma vid&#x16B;. P&#x113;c vad&#x12B;t&#x101;ja uzaicin&#x101;juma visi nost&#x101;jas t&#x101;, lai viena p&#x101;ra da�l&#x12B;bnieki b&#x16B;tu ar seju viens pret otru. Katra rinda atiet tr&#x12B;s so&#x13C;us atpaka&#x13C;. T&#x101; tiek izveidotas divas ko�mandas. Katras komandas priek�gal&#x101; stavo�ais rota&#x13C;as dal&#x12B;bnieks ir komandas kapteinis. Koman�d&#x101;m pie�&#x137;ir nosaukumus (viena komanda, piem&#x113;�ram, var saukties �Drosm&#x12B;gie�, otra �Atjaut&#x12B;gie�). Vad&#x12B;t&#x101;js katram kapteinim pasniedz vienu apli un paskaidro, kas j&#x101;dara. Kad rota&#x13C;as vad&#x12B;t&#x101;js dod komandu: �Uzman&#x12B;bu � s&#x101;kt!�, katrs kapteinis ar visu augumu izk&#x101;pj caur apli, p&#x113;c tam pasniedz apli blakus st&#x101;vo�ajam savas komandas loceklim. Tas izpilda �o pa�u vingrin&#x101;jumu un padod apli nakarnajam. T&#x101; aplis ce&#x13C;o uz priek�u, l&#x12B;dz non&#x101;k pie komandas p&#x113;d&#x113;j&#x101; locek&#x13C;a. Tas ar&#x12B; vienu reizi izk&#x101;pj caur apli un atdod to atpaka&#x13C; blakus st&#x101;vo��ajam. Aplis iet caur ierindu otrreiz atpaka&#x13C; l&#x12B;dz kapteinim. Ar&#x12B; kapteinis izk&#x101;pj caur apli otrreiz, p&#x113;c tam to pace&#x13C; virs galvas par z&#x12B;mi, ka komanda sacens&#x12B;bu beigusi. Uzvar t&#x101; komanda, kas pirm&#x101; nog&#x101;d&#x101; apli kapteinim.</p><p>Ja dal&#x12B;bnieku skaits nav liels, stafeti var atk&#x101;r�tot tr&#x12B;s reizes. Par katru uzvaru komandai pie�&#x137;ir vienu punktu. Nosl&#x113;gum&#x101; vad&#x12B;t&#x101;js pazi&#x146;o, ar k&#x101;du rezult&#x101;tu uzvar&#x113;jusi viena vai otra komanda.</p><p>Tiesne�u uzdevums ir raudz&#x12B;ties, lai visi koman�das dal&#x12B;bnieki izk&#x101;ptu caur apli un lai katrs rota�&#x13C;as dal&#x12B;bnieks piln&#x12B;gi patstav&#x12B;gi izpild&#x12B;tu attiec&#x12B;go vingrin&#x101;jumu.</p></section><section><title><p>SEPTI&#x145;I VIENU NEGAIDA</p></title><p>Nepiecie�amais invent&#x101;rs � galdi&#x146;� un 7 &#x137;egli.</p><p>Rota&#x13C;as dal&#x12B;bnieki sadal&#x101;s div&#x101;s komand&#x101;s. Katra komanda no sava vidus izvirza �etrus b&#x113;r�nus sacens&#x12B;bai. �ie dal&#x12B;bnieki nost&#x101;jas ierind&#x101; sa�vas komandas priek�&#x101;.</p><p>Laukuma vid&#x16B; novieto mazu galdi&#x146;u un uz t&#x101; septi&#x146;us &#x137;eg&#x13C;us.</p><p>P&#x113;c rota&#x13C;as vad&#x12B;t&#x101;ja komandas �Sagatavoties!� �ie dal&#x12B;bnieki nost&#x101;jas apk&#x101;rt galdam un pagrie�as uz kreiso pusi. Atskanot m&#x16B;zikai (vai ar&#x12B; vad&#x12B;t&#x101;ja komandai �So&#x13C;os, mar�!�), vi&#x146;i so&#x13C;o apk&#x101;rt gal�dam. Tikl&#x12B;dz m&#x16B;zika apklust (vai vad&#x12B;t&#x101;js saka �Stat!�), katrs no vi&#x146;iem pa&#x146;em &#x137;egli un veikli no�st&#x101;jas ierind&#x101; priek�&#x101; savai komandai k&#x101; sacens&#x12B;bu s&#x101;kum&#x101;, turot &#x137;egli paceltu virs galvas. Tas �etri�nieks, kur� ieguvis �etrus &#x137;eg&#x13C;us, ieg&#x16B;st punktu savai komandai. Sacens&#x12B;bu atkarto tr&#x12B;s reizes.</p></section><section><title><p>PAM&#x112;&#x122;INI IERAUDZ&#x12A;T!</p></title><p>Nepiecie�amais invent&#x101;rs � uz kartona uzz&#x12B;m&#x113;ti burti.</p><p>Sacens&#x12B;b&#x101; akt&#x12B;vi piedal&#x101;s divi dal&#x12B;bnieki, p&#x101;r&#x113;jie b&#x113;rni ir skat&#x12B;t&#x101;ji.</p><p>Gatavojoties sacensibai, uz 25X20 cm lieliem kartona gabaliem uzz&#x12B;m&#x113; burtus, � uz katra ga�bala vienu lielu, pa gabalu labi saskat&#x101;mu burtu.</p><p>Uzs&#x101;kot sacens&#x12B;bu, rota&#x13C;as dal&#x12B;bnieki izveido apli, bet divi no vi&#x146;iem izn&#x101;k ap&#x13C;a vid&#x16B; un nost&#x101;�j&#x101;s viens otram pret&#x12B;.</p><p>Vad&#x12B;t&#x101;js katram no vi&#x146;iem iedod vienu burtu, ko b&#x113;rns sa&#x146;em ar rok&#x101;m sev aiz muguras. K&#x101;ds burts katram iedots, to redz tikai apk&#x101;rt st&#x101;vo�ie b&#x113;rni, � pa�i sacens&#x12B;bas dal&#x12B;bnieki to nezina.</p><p>Uzdevums ir, abiem dal&#x12B;bniekiem veikli l&#x113;k&#x101;jot un skraidot, ieraudz&#x12B;t, k&#x101;ds burts ir pretinieka aiz�mugur&#x113;, un to nosaukt ska&#x13C;i. Tai pa�&#x101; laik&#x101; katrs no vi&#x146;iem cen�as groz&#x12B;ties t&#x101;, lai otrs dal&#x12B;bnieks nevar&#x113;tu burtu ieraudz&#x12B;t.</p><p>Kur� pirmais nosauc pretinieka burtu, tas ir uzva�r&#x113;jis sacens&#x12B;b&#x101;. P&#x113;c tam var sacensties citi rota&#x13C;as dal&#x12B;bnieki. Ja burtu b&#x16B;s sagatavots daudz, tad ne�viens nevar&#x113;s zin&#x101;t, k&#x101;du burtu �ai gad&#x12B;jum&#x101; va�d&#x12B;t&#x101;js iedevis rok&#x101;s.</p><p>Burtu viet&#x101; var b&#x16B;t ar&#x12B; z&#x12B;m&#x113;jumi, piem&#x113;ram: uz viena kartona � gailis, uz otra � za&#x137;is, uz tre�&#x101; � taurenis utt.</p></section><section><title><p>P&#x100;RNES KLUC&#x12A;�US!</p></title><p>Nepiecie�amais invent&#x101;rs � 4 &#x137;ebl&#x12B;�i un 6 klu�c&#x12B;�i.</p><p>Sacens&#x12B;b&#x101; piedal&#x101;s divi dal&#x12B;bnieki, p&#x101;r&#x113;jie iz�veido lielu apli un v&#x113;ro rota&#x13C;as norisi. Laukuma vien&#x101; gal&#x101; novieto divus &#x137;ebl&#x12B;�us 2�3 m att&#x101;lum&#x101; vienu no otra. Uz katra no tiem noliek tr&#x12B;s kluc&#x12B;��us (piem&#x113;ram, uz viena &#x137;ebl&#x12B;�a � 3 za&#x13C;us, uz otra � 3 dzeltenus kluc&#x12B;�us). Tiem pret&#x12B; laukuma otraj&#x101; gal&#x101; ar&#x12B; novieto divus &#x137;ebl&#x12B;�us.</p><p>Kad sacens&#x12B;bas dal&#x12B;bnieki nost&#x101;ju�ies katrs pie sava &#x137;ebl&#x12B;�a ar kluc&#x12B;�iem, vad&#x12B;t&#x101;js paskaidro uz�devumu: �P&#x113;c komandas �Uzman&#x12B;bu � s&#x101;kt!� abiem sacens&#x12B;bas dal&#x12B;bniekiem j&#x101;p&#x101;rnes kluc&#x12B;�i pa vienam uz laukuma pret&#x113;jo galu un j&#x101;noliek uz &#x137;ebl&#x12B;�iem. T&#x101;tad viens b&#x113;rns trij&#x101;s reiz&#x113;s aiznes&#x12B;s visus za&#x13C;os kluc&#x12B;�us uz savas puses pret&#x113;jo &#x137;eb�l&#x12B;ti, otrs � visus dzeltenos. Uzvar tas sacens&#x12B;bas dal&#x12B;bnieks, kur� pirmais p&#x101;rnes visus kluc&#x12B;�us uz otru &#x137;ebl&#x12B;ti.�</p><p>Lai palielin&#x101;tu gr&#x16B;t&#x12B;bas pak&#x101;pi, abiem dal&#x12B;bnie�kiem ar t&#x12B;ru dr&#x101;ni&#x146;u aizsien acis. Ja sacens&#x12B;bas dal&#x12B;bnieki main&#x101;s, zem dr&#x101;ni&#x146;as katrreiz j&#x101;paliek t&#x12B;ra pap&#x12B;ra salvet&#x12B;te.</p><p>Sejas var aizsegt ar&#x12B; ar mask&#x101;m, kur&#x101;m acu vie�tas aizl&#x12B;m&#x113;tas. T&#x101;, piem&#x113;ram, var izmantot lapsas un gail&#x12B;�a masku. Sacens&#x12B;ba tad k&#x13C;&#x16B;st v&#x113;l intere�sant&#x101;ka. Skat&#x12B;t&#x101;ji, kuri st&#x101;v gail&#x12B;�a pus&#x113;, pal&#x12B;dz gail&#x12B;tim, bet tie, kuri st&#x101;v lapsas pus&#x113;, pal&#x12B;dz lap�sai. J&#x101;paskaidro ar&#x12B;, k&#x101;d&#x101; veid&#x101; dr&#x12B;kst pal&#x12B;dz&#x113;t. Skat&#x12B;t&#x101;ji st&#x101;v apl&#x12B; un sauc: �Gail&#x12B;t, pa labi, pa kreisi, taisni!� � atkar&#x12B;b&#x101; no t&#x101;, k&#x101;d&#x101; virzien&#x101; iet dal&#x12B;bnieks. T&#x101; k&#x101; ar aizsiet&#x101;m ac&#x12B;m orient&#x113;ties gr&#x16B;ti, bie�i vien gad&#x101;s, ka pretinieki aiznes savus kluc&#x12B;�us nevis uz savu &#x137;ebl&#x12B;ti, bet gan uz otru.</p><p>Tas savuk&#x101;rt skat&#x12B;t&#x101;jiem sag&#x101;d&#x101; jautr&#x12B;bu. Sacen�s&#x12B;b&#x101; uzvar tas dal&#x12B;bnieks, kur� pirmais aiznes klu�c&#x12B;�us uz savam &#x137;ebl&#x12B;tim pret&#x12B; st&#x101;vo�o &#x137;ebl&#x12B;ti.</p></section><section><title><p>PAL&#x12A;DZI SAVAI M&#x100;MI&#x145;AI!</p></title><p>Nepiecie�amais invent&#x101;rs � 10�12 malkas pa�gales, 2 spain&#x12B;�i ar &#x16B;deni un 2 lejkanni&#x146;as.</p><p>Rot&#x101;j&#x101;s vad&#x12B;t&#x101;js, uzs&#x101;kot sacens&#x12B;bu, apjaut&#x101;jas b&#x113;rniem, vai vi&#x146;i labpr&#x101;t pal&#x12B;dz savai m&#x101;mi&#x146;ai m&#x101;jas darbos. Sa&#x146;&#x113;mis apstiprino�u atbildi, vad&#x12B;�t&#x101;js saka, ka tas t&#x16B;l&#x12B;t tiks p&#x101;rbaud&#x12B;ts un, protams, ka uzvar&#x113;t&#x101;js �ai rota&#x13C;&#x101; b&#x16B;s tas, kuram jau ir va�jadz&#x12B;g&#x101;s darba iema&#x146;as.</p><p>Rota&#x13C;as dal&#x12B;bnieki izveido divas komandas "� z&#x113;nu un meite&#x146;u komandu, un no katras vad&#x12B;t&#x101;js izv&#x113;las vienu dal&#x12B;bnieku sacens&#x12B;bai. J&#x101;raug&#x101;s, lai sacens&#x12B;bas dal&#x12B;bnieki b&#x16B;tu apm&#x113;ram vien&#x101;da ve�cuma.</p><p>�ai sacens&#x12B;bai zem&#x113; novelk sv&#x12B;tru un uz t&#x101;s no�krauj divas kaudz&#x12B;tes malkas, katr&#x101; 5 vai 6 pa�gales. Blakus katrai kaudz&#x12B;tei novieto nelielu spai�n&#x12B;ti, pilnu ar &#x16B;deni. J&#x101;raug&#x101;s, lai abi spain&#x12B;�i b&#x16B;tu vien&#x101;da lieluma. Apm&#x113;ram 15�20 so&#x13C;u att&#x101;lum&#x101; iepretim ab&#x101;m malkas kaudz&#x12B;t&#x113;m j&#x101;iez&#x12B;m&#x113; vieta di�v&#x101;m malkas kaudz&#x12B;t&#x113;m. To tuvum&#x101; novieto pa vie�nai rota&#x13C;u lejkanni&#x146;ai un uzz&#x12B;m&#x113; nelielu apli (ap�m&#x113;ram 1 m diametr&#x101;) � pu&#x137;u dobi.</p><p>Abi sacens&#x12B;bas dal&#x12B;bnieki nost&#x101;jas katrs pie sa�vas malkas kaudz&#x12B;tes. P&#x113;c vad&#x12B;t&#x101;ja sign&#x101;la �S&#x101;kt!� katrs sacens&#x12B;bas dal&#x12B;bnieks pa&#x146;em no kau�dz&#x12B;tes vienu pagali, skrie�us aiznes to uz pret&#x113;jo malu un noliek iez&#x12B;metaj&#x101; viet&#x101;. P&#x113;c tam skrien p&#x113;c n&#x101;kam&#x101;s pagales utt. P&#x101;rn&#x113;s&#x101;jot pa vienai pa�galei visu malku, dal&#x12B;bniekam t&#x101; atkal j&#x101;saliek t&#x101;d&#x101; pa�&#x101; kaudz&#x12B;t&#x113;. Beidzot abi skrien p&#x113;c &#x16B;dens spaini�a. Nesot nedr&#x12B;kst iz�&#x13C;akst&#x12B;t &#x16B;deni. No spai�n&#x12B;�a &#x16B;dens j&#x101;salej lejkanni&#x146;&#x101; un j&#x101;aplaista �pu&#x137;u dob&#x12B;te�.</p><p>Kur� no rota&#x13C;as dal&#x12B;bnie'kiem �o uzdevumu veic &#x101;tr&#x101;k, tas ieg&#x16B;st savai komandai punktu.</p><p>P&#x101;r&#x113;jie komandas dal&#x12B;bnieki �&#x12B;s sacens&#x12B;bas laik&#x101; dr&#x12B;kst tikai uzmundrin&#x101;t savus biedrus.</p></section><section><title><p>PA&#x145;EM BUMBI&#x145;U!</p></title><p>Nepiecie�amais invent&#x101;rs � maz&#x101; bumbi&#x146;a.</p><p>Sacens&#x12B;bu var r&#x12B;kot starp z&#x113;niem un meiten&#x113;m (apm&#x113;ram vien&#x101;da vecuma).</p><p>Uz neliela galdi&#x146;a vai kr&#x113;sla novieto mazu gu�mijas bumbi&#x146;u. Zens un meitene nost&#x101;jas pie gal�di&#x146;a viena so&#x13C;a att&#x101;lum&#x101; no t&#x101;. Abi tur rokas gar s&#x101;niem. Rota&#x13C;as vad&#x12B;t&#x101;js skaita l&#x12B;dz tr&#x12B;s, un sacen�s&#x12B;ba s&#x101;kas. Uz �tr&#x12B;s� j&#x101;pa&#x146;em bumbi&#x146;a. Kur� to izdara pirmais, ieg&#x16B;st vienu punktu. Lai rota&#x13C;as dal&#x12B;bnieki nepasteigtos pa&#x146;emt bumbi&#x146;u, iekams nav pateikts �tr&#x12B;s�, vi&#x146;i jau iepriek� j&#x101;br&#x12B;dina, ka, gad&#x12B;jum&#x101;, ja k&#x101;ds bumbi&#x146;u pa&#x146;ems pirms laika, punkts tiks ieskait&#x12B;ts pretiniekam.</p><p>Sacens&#x12B;bu atk&#x101;rto vair&#x101;kas reizes, kam&#x113;r viens no dal&#x12B;bniekiem ieg&#x16B;st tr&#x12B;s punktus. Uzvar tas, kur� pirmais ieg&#x16B;st tr&#x12B;s punktus.</p><p>P&#x113;c tam var aicin&#x101;t sacensties citu p&#x101;ri.</p><p>Rota&#x13C;ai ir v&#x113;l viens variants.</p><p>Vad&#x12B;t&#x101;js liek sacens&#x12B;bas dal&#x12B;bniekiem (meitenei un z&#x113;nam) izpild&#x12B;t da�&#x101;das kust&#x12B;bas, piem&#x113;ram: uzlikt rokas uz gurniem, izstiept t&#x101;s taisni priek�&#x101;, notupties, pacelties uz pirkstgaliem, aizlikt rokas aiz galvas utt. Kust&#x12B;bas izpildot, abiem j&#x101;uzma�n&#x101;s. Tikl&#x12B;dz vad&#x12B;t&#x101;js saka: �&#x145;emt!�, � ir j&#x101;&#x146;em bumbi&#x146;a. Kur� pirmais pa&#x146;ems bumbi&#x146;u, tas ieg&#x16B;s punktu.</p><image l:href="#15"/><p id="AutBody_0bookmark4">.</p></section><section><title><p>JA GRIBI K&#x13B;&#x16A;T PAR SP&#x112;KAV&#x12A;RU</p></title><p>�aj&#x101; noda&#x13C;&#x101; ietvertas rota&#x13C;as ar sp&#x113;ka un pretes�t&#x12B;bas elementiem. T&#x101;s vair&#x101;k piem&#x113;rotas z&#x113;niem.</p><p>Pirms rota&#x13C;u s&#x101;c, l&#x16B;dz pieaugu�os vai vec&#x101;kos biedrus par&#x101;d&#x12B;t pareizus sp&#x113;ka pielieto�anas pa&#x146;&#x113;�mienus, k&#x101; ar&#x12B; noteikt c&#x12B;&#x146;as ilgumu! Atsevi�&#x137;os ga�d&#x12B;jumos tas var&#x113;tu but 2, 3, 5 vai 8 min&#x16B;tes.</p></section><section><title><p>IZSTUM NO AP&#x13B;A!</p></title><p>Uz zemes vai gr&#x12B;das uzz&#x12B;m&#x113; apli 3�5 m liel&#x101; diametr&#x101;. Visi z&#x113;ni ieiet apl&#x12B;. P&#x113;c komandas �Ro�ta&#x13C;u s&#x101;kt!� vi&#x146;i cen�as cits citu izstumt no ap&#x13C;a. Uzvar z&#x113;ns, kur� apl&#x12B; palicis p&#x113;d&#x113;jais.</p><p>Iev&#x113;ro! Par izstumtu tiek uzskat&#x12B;ts z&#x113;ns, kur� kaut ar vienu k&#x101;ju p&#x101;rk&#x101;pj ap&#x13C;a robe�u.</p><p>Z&#x113;ni c&#x12B;&#x146;as br&#x12B;d&#x12B; nedr&#x12B;kst vilkt cits citu aiz dr&#x113;�b&#x113;m, dr&#x12B;kst tikai gr&#x16B;st otru ar rok&#x101;m, ar plecu, ar visu augumu.</p></section><section><title><p>GAI&#x13B;U CI&#x145;A</p></title><p>Uzz&#x12B;m&#x113; apli 3�4 m liel&#x101; diametr&#x101;. Ja z&#x113;nu ir vair&#x101;k, tie sadal&#x101;s div&#x101;s komand&#x101;s. Komandas iz�vietojas katra sava ap&#x13C;a pus&#x113;. No katras komandas pa z&#x113;nam ieiet apl&#x12B; un nost&#x101;jas apm&#x113;ram 1 m att&#x101;�lum&#x101; viens no otra. Z&#x113;ni pace&#x13C; cel&#x12B; saliektu k&#x101;ju un aizmugur&#x113; sa&#x146;em to ar ab&#x101;m rok&#x101;m pie pot&#x12B;tes.</p><p>P&#x113;c sign&#x101;la z&#x113;ni, lecot uz vienas k&#x101;jas un gr&#x16B;�ot ar plecu pretinieku pret vi&#x146;a plecu, cen�as pan&#x101;kt, lai tas zaud&#x113;tu l&#x12B;dzsvaru, atlaistu rokas, nost&#x101;tos uz ab&#x101;m k&#x101;j&#x101;m vai izlektu no ap&#x13C;a. Uzvar&#x113;t&#x101;js ieg&#x16B;st vienu punktu.</p><p>Uzvar t&#x101; komanda, kuras z&#x113;ni ieg&#x16B;st vair&#x101;k punktu.</p><p>Iev&#x113;ro! Pretinieku nedr&#x12B;kst gr&#x16B;st mugur&#x101; vai kr&#x16B;t&#x12B;s. Var pretinieku maldin&#x101;t, izdarot m&#x101;&#x146;u gr&#x16B;�dienu.</p></section><section><title><p>C&#x12A;&#x145;A ELKO&#x145;OS</p></title><p>Laukum&#x101; vai liedag&#x101; novelk tr&#x12B;s paral&#x113;las l&#x12B;ni�jas 1 m att&#x101;lum&#x101; citu no citas. Z&#x113;ni nost&#x101;jas vien&#x101; rind&#x101; uz vid&#x113;j&#x101;s l&#x12B;nijas un izskait&#x101;s uz pirmo un</p><p>otro. P&#x113;c rota&#x13C;as vad&#x12B;t&#x101;ja komandas pirmie numuri izpilda pagriezienu ap'k&#x101;rt. T&#x101;d&#x113;j&#x101;di izveidojas rinda, kur&#x101; pirmie numuri ir ar seju vien&#x101; virzien&#x101;, bet otrie � pret&#x113;j&#x101; virzien&#x101;. Z&#x113;ni sadodas elko&#x146;os, un p&#x113;c sign&#x101;la pirmie numuri s&#x101;k vilkt blakus st&#x101;�vo�os z&#x113;nus uz priek�u, cen�oties tos p&#x101;rvilkt p&#x101;ri priek�&#x101; eso�ajai l&#x12B;nijai. Otrie numuri savuk&#x101;rt velk tos pret&#x113;j&#x101; virzien&#x101;. Uzvar komanda, kura preti�niekus p&#x101;rvilkusi p&#x101;ri savai l&#x12B;nijai.</p></section><section><title><p>VILK�AN&#x100;S AR N&#x16B;JU</p></title><p>Z&#x113;ni sadal&#x101;s p&#x101;ros (vien&#x101; p&#x101;ri j&#x101;b&#x16B;t sp&#x113;k&#x101; un augum&#x101; vien&#x101;diem z&#x113;niem), un katrs p&#x101;ris pa&#x146;em vingro�anas n&#x16B;ju. Katra p&#x101;ra z&#x113;ni nost&#x101;jas viens otram pret&#x12B; viena so&#x13C;a att&#x101;lum&#x101;. Turot n&#x16B;ju priek�&#x101; taisn&#x101;s rok&#x101;s, vi&#x146;i nos&#x113;�as uz zemes, pievelkot ce�&#x13C;us un saliekot kop&#x101; k&#x101;ju p&#x113;das. Pec svilpes sig�n&#x101;la z&#x113;ni cen�as ar n&#x16B;ju vilkt pretinieku sev virs&#x16B; t&#x101;, lai tas b&#x16B;tu spiests piecelties.</p><p>Uzvar z&#x113;ns, kur� piec&#x113;lis savu pretinieku. P&#x113;c tam var sacensties sav&#x101; starp&#x101; uzvar&#x113;t&#x101;ji. Z&#x113;ns, kur� piec&#x113;lis visus pretiniekus, ir uzvar&#x113;t&#x101;js.</p></section><section><title><p>J&#x100;TNIEKU CI&#x145;A</p></title><p>Z&#x113;ni sadal&#x101;s div&#x101;s komand&#x101;s. Katras komandasdal&#x12B;bnieki savuk&#x101;rt sadal&#x101;s pa p&#x101;riem. Katr&#x101; p&#x101;ri viens z&#x113;ns j&#x101;tnieks, otrs � zirgs. J&#x101;tnieki uzs&#x113;�as zirgiem uz pleciem, zirgi tur cie�i j&#x101;tnieku k&#x101;jas.</p><p>Abas komandas no�st&#x101;jas kolonn&#x101; pa vie�nam pie starta l&#x12B;nijas. Laukuma pret&#x113;j&#x101; mal&#x101; (4�6 m att&#x101;lum&#x101;) pret&#x12B; katrai komandai novieto �&#x137;&#x113;rsli (k&#x101;du priek�metu).</p><p>P&#x113;c svilpes sign&#x101;la zirgs ar j&#x101;tnieku plecos skrien l&#x12B;dz �&#x137;&#x113;rslim, ap�skrien tam apk&#x101;rt un atgrie�as pie kolonnas, j&#x101;tnieks pieskaras pie pleca n&#x101;kamajam j&#x101;tniekam, nost&#x101;jas beig&#x101;s un nok&#x101;pj no zirga. Uzvar komanda, kura pirm&#x101; vei�kusi uzdevumu.</p><p>Iev&#x113;ro! Daloties j&#x101;tniekos un zirgos, j&#x101;raug&#x101;s, lai maz&#x101;kie z&#x113;ni b&#x16B;tu j&#x101;tnieki.</p><image l:href="#16"/><p>J&#x101;tnieki var ar&#x12B; nest vieglus priek�metus un, at�griezu�ies kolonn&#x101;, tos nodot n&#x101;kamajam j&#x101;tnie�kam.</p></section><section><title><p>C&#x12A;&#x145;A KVADR&#x100;TOS</p></title><p>Uzz&#x12B;m&#x113; tr&#x12B;s kvadr&#x101;tus vien&#x101; rind&#x101; citu aiz cita. Pirm&#x101; kvadr&#x101;ta lielums 3X3 m, otr&#x101; � 2X2 rn, tre�&#x101; 1X1 m. C&#x12B;&#x146;as s&#x101;kum&#x101; 5 vai 6 z&#x113;ni ie&#x146;em vie�las pirmaj&#x101; kvadr&#x101;t&#x101;. P&#x113;c sign&#x101;la z&#x113;ni uzs&#x101;k c&#x12B;&#x146;u;</p><p>lecot uz vienas k&#x101;jas un turot rokas aiz muguras, tie cen�as izgr&#x16B;st cits citu no kvadr&#x101;ta. No pirm&#x101; kvadr&#x101;ta izgr&#x16B;stie z&#x113;ni p&#x101;riet otraj&#x101; un tur turpina c&#x12B;&#x146;u. No otr&#x101; kvadr&#x101;ta izgr&#x16B;stie z&#x113;ni p&#x101;riet uz tre�o kvadr&#x101;tu. No tre�&#x101; kvadr&#x101;ta izgr&#x16B;stie c&#x12B;&#x146;u ir zaud&#x113;ju�i.</p><p>Uzvar&#x113;t&#x101;ji paliek katrs sav&#x101; kvadr&#x101;t&#x101;. Pirm&#x101; kvadr&#x101;ta uzvar&#x113;t&#x101;js g&#x16B;st 4 punktus, otr&#x101; kvadr&#x101;ta uzvar&#x113;t&#x101;js � 3 punktus, bet tre�&#x101; � 1 punktu.</p><p>Iev&#x113;ro! K&#x101;ju, uz kuras izdara pal&#x113;cienus, dr&#x12B;kst main&#x12B;t tikai p&#x113;c se�iem pal&#x113;cieniem.</p><p>C&#x12B;noties nedr&#x12B;kst lietot rupjus un neat&#x13C;autus c&#x12B;�&#x146;as pa&#x146;&#x113;mienus.</p><p>Dr&#x12B;kst lietot m&#x101;&#x146;u kust&#x12B;bas.</p><p>No pirm&#x101; un otra kvadr&#x101;ta izgr&#x16B;stajiem z&#x113;niem pirms c&#x12B;&#x146;as turpin&#x101;�anas n&#x101;kamaj&#x101; kvadr&#x101;t&#x101; j&#x101;�&#x13C;auj nedaudz atp&#x16B;sties.</p></section><section><title><p>C&#x12A;&#x145;A UZ L&#x12A;NIJAS</p></title><p>Laukum&#x101; novelk l&#x12B;niju un 2 m att&#x101;lum&#x101; no t&#x101;s uz ab&#x101;m pus&#x113;m � v&#x113;l divas l&#x12B;nijas.</p><p>Divi z&#x113;ni nost&#x101;jas pie vidusl&#x12B;ni�jas viens otram pret&#x12B; un savieno ro�kas �kr&#x113;sli&#x146;&#x101;�.</p><image l:href="#17"/><p>P&#x113;c sign&#x101;la katrs no z&#x113;niem cen��as p&#x101;rvilkt pretinieku p&#x101;ri l&#x12B;nijai aiz savas muguras. Uzvar z&#x113;ns, kuram tas izdodas.</p><p>Iev&#x113;ro! Ja sapulc&#x113;ju�ies vair&#x101;ki z&#x113;ni, tie sada�l&#x101;s komand&#x101;s. Vienlaikus izpilda vilk�anos visi p&#x101;ri. Z&#x113;ns, kur� p&#x101;rvilcis pretinieku sav&#x101; pus&#x113;, ieg&#x16B;st vienu punktu. Vilk�an&#x101;s ilgumam j&#x101;b&#x16B;t ne vair&#x101;k par 1,5�2 min&#x16B;t&#x113;m. Uzvar komanda, kura ieg&#x16B;st vair&#x101;k punktu.</p><image l:href="#18"/><p id="AutBody_0bookmark5">.</p></section><section><title><p>N&#x100;C PAROTA&#x13B;&#x100;TIES!</p></title><p>�.</p></section><section><title><p>TIPU TAP</p></title><p>Rota&#x13C;u var organiz&#x113;t gan telp&#x101;, gan lauk&#x101;. Da�l&#x12B;bnieki aps&#x113;�as uz kr&#x113;sliem vai z&#x101;l&#x12B;t&#x113;. Viens no dal&#x12B;bniekiem ir rota&#x13C;as vad&#x12B;t&#x101;js. Vi&#x146;� nost&#x101;jas b&#x113;rnu grupas priek�&#x101; un br&#x12B;di uzman&#x12B;gi v&#x113;ro, k&#x101;d&#x101; k&#x101;rt&#x12B;b&#x101; visi s&#x113;�. P&#x113;c tam pagrie�as ar muguru pret b&#x113;rniem, aizver acis. Taj&#x101; laik&#x101; visi rota&#x13C;as dal&#x12B;b�nieki piece&#x13C;as kajas, uzliek rokas uz ce&#x13C;galiem, so&#x13C;o uz vietas, piesitot k&#x101;jas, un run&#x101; �&#x101;dus v&#x101;r�dus:</p><p>�Kip�kap�kip�kap�kap, Kas tur staig&#x101; tipu tap?�</p><p>Run&#x101; visi reiz&#x113; t&#x101;d&#x113;&#x13C;, lai rota&#x13C;as vad&#x12B;t&#x101;js neva�r&#x113;tu dzird&#x113;t, kuri no dal&#x12B;bniekiem p&#x101;rvietojas no savas vietas cit&#x101;, jo diviem no vi&#x146;iem j&#x101;samainas viet&#x101;m.</p><p>Kad b&#x113;rni ir samain&#x12B;ju�ies viet&#x101;m, visi atkal aps&#x113;�as un saka t&#x101; (piem&#x113;ram, ja rota&#x13C;as vad&#x12B;t&#x101;ja v&#x101;rds ir Valdis):</p><p>�Tagad, Valdi, paskaties, Kur� ar kuru main&#x12B;jies!�</p><p>Rota&#x13C;as vad&#x12B;t&#x101;js atver acis, pagrie�as pret b&#x113;r�niem, k&#x101;du laiku v&#x113;ro un m&#x113;&#x123;ina noteikt, kuri no dal&#x12B;bniekiem samain&#x12B;ju�ies viet&#x101;m. Ja vi&#x146;� pasaka pareizi, tad, atk&#x101;rtojot rota&#x13C;u, sav&#x101; viet&#x101; izv&#x113;las citu vad&#x12B;t&#x101;ju. Ja k&#x13C;&#x16B;d&#x101;s, tad vi&#x146;am v&#x113;lreiz j&#x101;iet min&#x113;t. Ja ar&#x12B; otrreiz neatmin, tad b&#x113;rni izraug&#x101;s citu rota&#x13C;as vad&#x12B;t&#x101;ju.</p></section><section><title><p>BURVJU V&#x100;RDI&#x145;�</p></title><p>Rota&#x13C;as dal&#x12B;bnieki nost&#x101;jas apl&#x12B;. Vad&#x12B;t&#x101;js ap�jaut&#x101;jas, vai visi atceras burvju v&#x101;rdi&#x146;u. Kad no vis&#x101;m pus&#x113;m atskan �l&#x16B;dzu�, vi&#x146;� ierosina rota&#x13C;u.</p><p>Paklausot uzaicin&#x101;jumam, rota&#x13C;as dal&#x12B;bnieki at�k&#x101;rto da�&#x101;das kust&#x12B;bas, ko izpilda rota&#x13C;as vad&#x12B;t&#x101;js. Pirms katra uzaicin&#x101;juma vad&#x12B;t&#x101;js saka burvju v&#x101;rdi&#x146;u �l&#x16B;dzu�. Piem&#x113;ram: �L&#x16B;dzu, rokas s&#x101;nos! L&#x16B;dzu, pietupties! L&#x16B;dzu, rokas uzple�iem! L&#x16B;dzu, piecelties!� utt. Gad&#x12B;jum&#x101;, ja vad&#x12B;t&#x101;js pirms uz�aicin&#x101;juma nepasaka v&#x101;rdi&#x146;u �l&#x16B;dzu�, tad ar&#x12B; mi�n&#x113;t&#x101; kust&#x12B;ba nav j&#x101;atk&#x101;rto, bet j&#x101;paliek iepriek�&#x113;j&#x101; st&#x101;vokl&#x12B;.</p><p>Rota&#x13C;as dal&#x12B;bniekam, kas k&#x13C;&#x16B;d&#x101;s, j&#x101;n&#x101;k ap&#x13C;a vid&#x16B; un j&#x101;izpilda k&#x101;ds uzdevums (j&#x101;dzied vai j&#x101;�dejo).</p><p>Rota&#x13C;u var atk&#x101;rtot vair&#x101;kas reizes.</p></section><section><title><p>NAMI&#x145;�</p></title><p>Rota&#x13C;as dal&#x12B;bnieki visi kop&#x101; atceras krievu tau�tas pasaku �Nami&#x146;��, atceras ar&#x12B;, kas nami&#x146;&#x101; dz&#x12B;�voja (gail&#x12B;tis Zeltkn&#x101;b&#x12B;tis, vard&#x12B;te Kurkst&#x12B;te, pel&#x12B;te R&#x12B;kst&#x12B;te).</p><p>Rota&#x13C;as dal&#x12B;bnieki ar seju pret centru sast&#x101;jas apk&#x101;rt laukumam (vai telpai) grup&#x101;s pa trim: priek�&#x101; � gail&#x12B;tis, aiz gail&#x12B;�a � vard&#x12B;te, aiz vardites � pel&#x12B;te.</p><p>Viens no vi&#x146;iem izn&#x101;k vidu � t&#x101; ir lapsa.</p><p>Uzs&#x101;kot rota&#x13C;u, gail&#x12B;�i sadodas rok&#x101;s un izveido iek�&#x113;jo apli. Ar&#x12B; vard&#x12B;tes sadodas rok&#x101;s, veidojot apli apk&#x101;rt gail&#x12B;�iem.</p><p>Atskanot jautrai polkai, rota&#x13C;as dal&#x12B;bnieki uzs&#x101;k deju. Gail&#x12B;�i dejo uz labo pusi, vard&#x12B;tes � uz kreiso, bet pel&#x12B;tes aizmugur&#x113; takt&#x12B; sit plaukstas.</p><p>Dejo tik ilgi, kam&#x113;r apklust m&#x16B;zika. Nu visiem &#x101;tri j&#x101;saskrien nami&#x146;&#x101;, t. i., j&#x101;sast&#x101;jas atkal pa trim k&#x101; rota&#x13C;as s&#x101;kum&#x101;. �ai br&#x12B;d&#x12B; lapsa m&#x113;&#x123;ina no&#x137;ert k&#x101;du no rota&#x13C;as dal&#x12B;bniekiem � to, kur� nav paguvis pasl&#x113;pties nami&#x146;&#x101;. Kuru no dal&#x12B;bnie�kiem lapsa no&#x137;er, tam j&#x101;k&#x13C;&#x16B;st par lapsu. Tad rota&#x13C;u uzs&#x101;k no jauna.</p></section><section><title><p>V&#x100;RTI</p></title><p>Rota&#x13C;as dal&#x12B;bnieki, sadevu�ies rok&#x101;s, izveido apli. Divi no vi&#x146;iem ir rota&#x13C;as vad&#x12B;t&#x101;ji. Vi&#x146;i sado�das rok&#x101;s un pace&#x13C; t&#x101;s uz aug�u, izveidojot v&#x101;rtus. Rota&#x13C;as dal&#x12B;bnieki iet pa apli cauri v&#x101;rtiem un run&#x101;:</p><p>Paskat, k&#x101;di v&#x101;rti mums, � Cauri tiem nu j&#x101;iet jums. Visi br&#x12B;vi n&#x101;k un iet, Tikai vienam v&#x101;rti ciet!</p><p>Pie v&#x101;rda �ciet� rota&#x13C;as vad&#x12B;t&#x101;ji nolai� rokas un notver k&#x101;du no dal&#x12B;bniekiem. Notvertais nost&#x101;�jas vienam no vad&#x12B;t&#x101;jiem aizmugur&#x113; un abas rokas uzliek vi&#x146;am uz viduk&#x13C;a. Rota&#x13C;u atk&#x101;rto. N&#x101;kamais notvertais nost&#x101;jas otram vad&#x12B;t&#x101;jam aiz muguras. T&#x101;, rota&#x13C;u turpinot, aiz abiem vad&#x12B;t&#x101;jiem sast&#x101;jas gara dal&#x12B;bnieku &#x137;&#x113;d&#x12B;te. Kad visi no&#x137;erti, tad vad&#x12B;�t&#x101;ji stingri sadodas rok&#x101;s. P&#x113;c komandas �Viens, divi, tr&#x12B;s!� abas &#x137;&#x113;d&#x12B;tes m&#x113;&#x123;ina pretiniekus p&#x101;r�vilkt sav&#x101; pus&#x113;. Kurai &#x137;&#x113;d&#x12B;tei tas izdodas, t&#x101; uzvar.</p><p>Ja rota&#x13C;as dal&#x12B;bnieku ir &#x13C;oti daudz, tad rota&#x13C;as s&#x101;kum&#x101; var izveidot vair&#x101;kus v&#x101;rtus.</p></section><section><title><p>STRAUTI&#x145;�</p></title><p>Rota&#x13C;as dal&#x12B;bnieki sast&#x101;jas pa p&#x101;riem gar&#x101; ko�lonn&#x101; un sadot&#x101;s rokas pace&#x13C; uz aug�u, t&#x101; izvei�dojot it k&#x101; tuneli. Da�i b&#x113;rni (3 vai 4) aiziet l&#x12B;dz kolonnas s&#x101;kumam, pieliecas un s&#x101;k skriet pa iz�veidoto tuneli. Pa ce&#x13C;am vi&#x146;i dr&#x12B;kst k&#x101;du no dal&#x12B;b�niekiem, kur� st&#x101;v tunel&#x12B;, pa&#x146;emt pie rokas un vest sev l&#x12B;dzi. Izn&#x101;ku�i no tune&#x13C;a, vi&#x146;i nost&#x101;jas aiz p&#x113;�d&#x113;j&#x101; p&#x101;ra un, t&#x101;pat k&#x101; visi, pace&#x13C; sadot&#x101;s rokas uz aug�u. Tas rota&#x13C;as dal&#x12B;bnieks, kur�, st&#x101;vot tunel&#x12B;, palicis bez p&#x101;rinieka, steidzas uz kolonnas sa�kumu, skrien cauri tunelim un izv&#x113;las sev citu p&#x101;ri�nieku. Rota&#x13C;ai nav noteikta nobeiguma, t&#x101; pl&#x16B;st nep&#x101;rtraukti k&#x101; strauti&#x146;�.</p></section><section><title><p>LAMATI&#x145;AS</p></title><p>Rota&#x13C;as dal&#x12B;bnieki sast&#x101;jas pa p&#x101;riem apk&#x101;rt laukumam. Katr&#x101; laukuma st&#x16B;r&#x12B; vi&#x146;i izveido lamati&#x146;as, t. i., p&#x101;r&#x12B; st&#x101;vo�ie pagrie�as ar sej&#x101;m viens pret otru, sadodas rok&#x101;s un pace&#x13C; t&#x101;s virs galvas.</p><p>Atskanot m&#x16B;zikai, visi p&#x101;r&#x113;jie rota&#x13C;as dal&#x12B;b�nieki � pel&#x12B;tes � pa p&#x101;riem teci&#x146;us dodas uz priek�u pa dejas ce&#x13C;u, izskrien cauri lamati&#x146;&#x101;m un dodas t&#x101;l&#x101;k. Kad negaidot m&#x16B;zika apklust, lamati&#x146;as aizkr&#x12B;t, t. i., tie rota&#x13C;as dal&#x12B;bnieki, kuri veidoja lamati&#x146;as, strauji nolai� rokas uz leju. Katrs no&#x137;er�tais p&#x101;ris izveido v&#x113;l vienas lamati&#x146;as. Kad atkal atskan m&#x16B;zika, neno&#x137;ertie dal&#x12B;bnieki turpina skriet.</p><p>Rota&#x13C;as gait&#x101; lamati&#x146;u k&#x13C;&#x16B;st arvien vair&#x101;k, bet pel&#x12B;�u maz&#x101;k. Rota&#x13C;u turpina tik ilgi, kam&#x113;r pa�licis tikai viens neno&#x137;erts p&#x101;ris. Sis p&#x101;ris tad ar&#x12B; ir uzvar&#x113;jis.</p><p>Iev&#x113;ro! Lamati&#x146;as aizkr&#x12B;t tikai tai br&#x12B;d&#x12B;, kad apklust m&#x16B;zika.</p><p>Ja no kada p&#x101;ra lamati&#x146;as iek&#x13C;uvis tikai viens p&#x101;ra dal&#x12B;bnieks, tad tom&#x113;r abus skaita par no�&#x137;ertiem.</p></section><section><title><p>DUBULT&#x100;S LAMATI&#x145;AS</p></title><p>Rota&#x13C;as dal&#x12B;bnieki sast&#x101;jas apl&#x12B; un sadodas ro�k&#x101;s. Divi z&#x113;ni vien&#x101; laukuma mal&#x101; izveido �lama�ti&#x146;as� � nost&#x101;jas viens otram pret&#x12B;, sadodas rok&#x101;s un pace&#x13C; t&#x101;s uz aug�u. Laukuma pret&#x113;j&#x101; mal&#x101; di�vas meitenes izveido otras �lamati&#x146;as�. P&#x113;c rota�&#x13C;as vad&#x12B;t&#x101;ja komandas b&#x113;rni teci&#x146;us virz&#x101;s cauri ab&#x101;m lamati&#x146;&#x101;m tik ilgi, kam&#x113;r vad&#x12B;t&#x101;js dod sig�n&#x101;lu. Lamati&#x146;as aizkr&#x12B;t � b&#x113;rni pacelt&#x101;s rokas nolai� uz leju. Kur� no dal&#x12B;bniekiem tobr&#x12B;d palicis iek�&#x101;, to skaita par no&#x137;ertu. Vi&#x146;am j&#x101;sadodas ro�k&#x101;s ar b&#x113;rniem, kas veido �&#x12B;s lamati&#x146;as, l&#x12B;dz ar to lamati&#x146;as k&#x13C;&#x16B;st liel&#x101;kas.</p><p>Rota&#x13C;u turpina tik ilgi, kam&#x113;r iz&#x137;erti visi t&#x101;s da�l&#x12B;bnieki un lamati&#x146;u viet&#x101; izveidoju�ies divi ap&#x13C;i. P&#x113;c tam vad&#x12B;t&#x101;js apstaig&#x101; abus ap&#x13C;us un izskaita, cik dal&#x12B;bnieku ir katr&#x101; apl&#x12B;. Kur� aplis liel&#x101;ks, tas ir uzvar&#x113;jis.</p><p>Rota&#x13C;u var atk&#x101;rtot vair&#x101;kas reizes.</p></section><section><title><p>PUTNU B&#x16B;RIS</p></title><p>Rota&#x13C;as dal&#x12B;bnieki izveido divus ap&#x13C;us � iek�&#x113;�jam aplim j&#x101;b&#x16B;t uz pusi maz&#x101;kam par &#x101;r&#x113;jo. Iek��&#x113;j&#x101; ap&#x13C;a dal&#x12B;bnieki sadodas rok&#x101;s un pace&#x13C; t&#x101;s uz aug�u, t&#x101; izveidojot b&#x16B;ri. &#x100;r&#x113;j&#x101; ap&#x13C;a dal&#x12B;bnieki � putni � st&#x101;v br&#x12B;vi.</p><p>Atskanot m&#x16B;zikai, putni lido gan b&#x16B;r&#x12B; iek�&#x101;, gan izlido no t&#x101; &#x101;r&#x101;, t. i., ieskrien iek�&#x113;j&#x101; apl&#x12B; un iz�skrien no ap&#x13C;a &#x101;r&#x101;. M&#x16B;zikai apklustot, b&#x16B;ris aizkr&#x12B;t (b&#x113;rni, kas veido iek�&#x113;jo apli, nolai� rokas). Tos rota&#x13C;as dal&#x12B;bniekus, kas nav paguvu�i izskriet no b&#x16B;ra, uzskata par no&#x137;ertiem, un vi&#x146;iem j&#x101;pievie�nojas iek�&#x113;jam aplim. L&#x12B;dz ar to b&#x16B;ris k&#x13C;&#x16B;st lie�l&#x101;ks. Rota&#x13C;u turpina tik ilgi, kam&#x113;r b&#x16B;ra &#x101;rpus&#x113; paliek 5 vai 6 dal&#x12B;bnieki. Tad lo�mas main&#x101;s. &#x100;rpus&#x113; paliku�ie n&#x101;k vid&#x16B; un veido b&#x16B;ri, bet iepriek�&#x113;jie &#x137;&#x113;r&#x113;ji k&#x13C;&#x16B;st par putniem.</p><p>Rota&#x13C;u var atk&#x101;r�tot vair&#x101;kas reizes.</p></section><section><title><p>VEIKL&#x100;KAIS P&#x100;RIS</p></title><image l:href="#19"/><p>Rota&#x13C;as dal&#x12B;bnieki sast&#x101;jas pa p&#x101;riem un izk&#x101;r�tojas apk&#x101;rt laukumam, izveidojot apli.</p><p>Pari visam laukumam novelk divas sv&#x12B;tras, iez&#x12B;�m&#x113;jot aizliegto joslu.</p><p>P&#x113;c vad&#x12B;t&#x101;ja komandas �Skrienam!� rota&#x13C;as da�l&#x12B;bnieki pa p&#x101;riem skrie�us dodas uz priek�u.</p><p>Aizliegtajai joslai j&#x101;cen�as p&#x113;c iesp&#x113;jas &#x101;tr&#x101;k tikt p&#x101;ri.</p><p>Rota&#x13C;as vad&#x12B;t&#x101;js negaidot var p&#x101;rtraukt rota&#x13C;u ar svilpes vai plaukstu sasitiena sign&#x101;lu, vai vien�k&#x101;r�i uzsaucot: �St&#x101;t!� Kur� p&#x101;ris tobr&#x12B;d atrad&#x12B;sies aizliegtaj&#x101; josl&#x101;, tam j&#x101;izst&#x101;jas no rota&#x13C;as.</p><p>P&#x113;c vad&#x12B;t&#x101;ja komandas p&#x101;r&#x113;jie dal&#x12B;bnieki ats&#x101;k �skr&#x113;jienu, un n&#x101;kamaj&#x101; p&#x101;rtraukum&#x101; atkal izst&#x101;�jas tie, kuri, atskanot sign&#x101;lam, atrodas aizliegtaj&#x101; josl&#x101;. Rota&#x13C;u turpina tik ilgi, kam&#x113;r paliek viens p&#x101;ris.</p><p>Rota&#x13C;u var organiz&#x113;t ar&#x12B; m&#x16B;zikas pavad&#x12B;jum&#x101;. M&#x16B;zikai apklustot, p&#x101;ri nedr&#x12B;kst atrasties aizlieg�taj&#x101; josl&#x101;.</p></section><section><title><p>AUG&#x13B;U TIRDZI&#x145;�</p></title><p>Rota&#x13C;as dal&#x12B;bnieki sadal&#x101;s pa trim un, sadevu��ies rok&#x101;s, sast&#x101;jas visapk&#x101;rt laukumam ar ska�tienu dejas ce&#x13C;a virzien&#x101;. Rota&#x13C;as dal&#x12B;bnieki izv&#x113;las tr&#x12B;s aug&#x13C;u nosaukumus un sadala tos t&#x101;, lai katr&#x101; trijniek&#x101; b&#x16B;tu, piem&#x113;ram, &#x101;bols, bumbieris un pl&#x16B;me. Kad tas izdar&#x12B;ts, rota&#x13C;u var s&#x101;kt.</p><p>Rota&#x13C;as vad&#x12B;t&#x101;js iet kolonnas priek�gal&#x101; pa de�jas ce&#x13C;u, dal&#x12B;bnieki so&#x13C;o aiz vi&#x146;a un m&#x16B;zikas pava�d&#x12B;jum&#x101; dzied k&#x101;du visiem paz&#x12B;stamu dziesmu. Visu? uzman&#x12B;ba piev&#x113;rsta vad&#x12B;t&#x101;jam. Ja vad&#x12B;t&#x101;js izsauc,, piem&#x113;ram, pl&#x16B;mes, tie rota&#x13C;as dal&#x12B;bnieki, kuri iz�v&#x113;l&#x113;ju�ies �o augli, seko vi&#x146;am zosu g&#x101;jien&#x101; un iz�pilda t&#x101;das pa�as kust&#x12B;bas k&#x101; vi&#x146;� (sit plaukstas, pace&#x13C; rokas virs galvas, cil&#x101; rokas k&#x101; sp&#x101;rnus, vir�z&#x101;s uz priek�u tupus u. tml.). P&#x101;r&#x113;jie tai laik&#x101; tur�pina so&#x13C;ot uz priek�u t&#x101;pat k&#x101; rota&#x13C;as s&#x101;kum&#x101;. P&#x113;c laici&#x146;a vad&#x12B;t&#x101;js sauc bumbierus. Tie nost&#x101;jas pl&#x16B;mju rindas gal&#x101;. Beidzot tiek aicin&#x101;ti ar&#x12B; &#x101;boli. Tagad visi rota&#x13C;as dal&#x12B;bnieki so&#x13C;o aiz vad&#x12B;t&#x101;ja un izpilda visu, ko dara vad&#x12B;t&#x101;js, tik ilgi, kam&#x113;r sp&#x113;l&#x113; m&#x16B;zika.</p><p>Kad m&#x16B;zika apklust, visi steidzas uz tirdzi&#x146;u, t. i., saskrien laukuma vid&#x16B;. Te katrs cen�as izvei�dot jaunu trijnieku, lai atkal b&#x16B;tu kop&#x101; viens &#x101;bols, viens bumbieris un viena pl&#x16B;me. (Trijnieka sast&#x101;�vam noteikti j&#x101;main&#x101;s.) Sai br&#x12B;d&#x12B; rota&#x13C;as dal&#x12B;b�nieku dr&#x16B;zm&#x113;�an&#x101;s un ska&#x13C;&#x101; sasauk�an&#x101;s patie��&#x101;m atg&#x101;dina tirgu. B&#x113;rni uzrun&#x101; cits citu, izsaka savu vajadz&#x12B;bu, piem&#x113;ram, �&#x101;diem v&#x101;rdiem: �Es esmu pl&#x16B;me. Kur ir &#x101;bols? Kur� bumbieris?�</p><p>Pareizi izveidotie trijnieki &#x101;tri aizskrien pie ro�ta&#x13C;as vad&#x12B;t&#x101;ja un nost&#x101;jas aiz vi&#x146;a k&#x101; rota&#x13C;as s&#x101;�kum&#x101;. Uzvar tas trijnieks, kur� pirmais nost&#x101;jies aiz vad&#x12B;t&#x101;ja.</p><p>Rota&#x13C;u var atk&#x101;rtot divas tr&#x12B;s reizes. Ja nav m&#x16B;zikas, � var dzied&#x101;t bez pavad&#x12B;juma. Tirdzi&#x146;a izveido�anai tad vad&#x12B;t&#x101;js dod sign&#x101;lu: �Tirdzi&#x146;�!�</p></section><section><title><p>ESI UZMAN&#x12A;GS!</p></title><p>Rot&#x101;j&#x101;s dal&#x12B;bnieki sast&#x101;jas apl&#x12B;. Viens no vi&#x146;iem uz br&#x12B;ti&#x146;u iziet blakus telp&#x101;. Pa to laiku citi nolemj, kur� no vi&#x146;iem vad&#x12B;s rota&#x13C;u un r&#x101;d&#x12B;s, kas dar&#x101;ms (sasit&#x12B;s plaukstas, notupsies, pagriez&#x12B;sies uz vienu vai otru pusi, par&#x101;d&#x12B;s garas ausis, pieliekot rokas pie aus&#x12B;m, utt.). �&#x12B;s kust&#x12B;bas t&#x16B;l&#x12B;t j&#x101;atk&#x101;rto apl&#x12B; st&#x101;vo�ajiem rota&#x13C;as dal&#x12B;bniekiem. Bez tam rota&#x13C;as vad&#x12B;t&#x101;jam j&#x101;seko neuzkr&#x12B;to�i, lai ar skatieniem ne�nor&#x101;d&#x12B;tu vi&#x146;a atra�an&#x101;s vietu.</p><image l:href="#20"/><p>Kad viss norun&#x101;ts, sauc min&#x113;t&#x101;ju. Vi&#x146;am j&#x101;st&#x101;v ap&#x13C;a vid&#x16B; un j&#x101;pasaka, kur� no rota&#x13C;as dal&#x12B;bnie�kiem pirmais izmaina kust&#x12B;bas, t. i., j&#x101;atrod rota�&#x13C;as vad&#x12B;t&#x101;js. Min&#x113;t dr&#x12B;kst tr&#x12B;s reizes. Ja min&#x113;t&#x101;js uzmin, kur� vada rota&#x13C;u, tad vad&#x12B;t&#x101;js k&#x13C;&#x16B;st par mi�n&#x113;t&#x101;ju, un rota&#x13C;a turpin&#x101;s. Pret&#x113;j&#x101; gad&#x12B;jum&#x101; min&#x113;�t&#x101;jam uz p&#x101;r&#x113;jo biedru v&#x113;l&#x113;�anos j&#x101;izpilda k&#x101;ds uzdevums.</p><p>Kad dal&#x12B;bnieki rota&#x13C;u apguvu�i, to var pada�r&#x12B;t v&#x113;l interesant&#x101;ku. Rota&#x13C;as laik&#x101; apl&#x12B; st&#x101;�vo�ie b&#x113;rni pagrie�as uz labo pusi un s&#x101;k vai nu so&#x13C;ot pa apli, vai ar&#x12B; iet dejas so&#x13C;iem. Rota�&#x13C;as vad&#x12B;tajs, dejojot l&#x12B;�dzi citiem, r&#x101;da da�&#x101;�das kust&#x12B;bas, ko uztver</p><p>un atk&#x101;rto visi. Min&#x113;t&#x101;ja uzdevums nu ir mazliet gr&#x16B;t&#x101;ks, bet toties rota&#x13C;a jautr&#x101;ka.</p></section><section><title><p>&#x136;&#x112;D&#x12A;TES</p></title><p>Rota&#x13C;as dal&#x12B;bnieki izveido divas komandas, un katra komanda nost&#x101;jas ierind&#x101; viena otrai pret&#x12B;.</p><p>K&#x101;du laiku dal&#x12B;bnieki vingrin&#x101;s &#x101;tri izveidot &#x137;&#x113;�d&#x12B;ti. P&#x113;e komandas �&#x136;&#x113;d&#x12B;tes!� visi izple� rokas uz ab&#x101;m pus&#x113;m un sadod t&#x101;s kop&#x101; ar citiem savas ierindas dal&#x12B;bniekiem. Tikai j&#x101;iev&#x113;ro, ka, veidojot &#x137;&#x113;d&#x12B;ti, j&#x101;sadodas rok&#x101;s nevis ar blakus st&#x101;vo�a�jiem kaimi&#x146;iem, bet gan ar tiem, kuri st&#x101;v aiz vi�&#x146;iem. P&#x113;c komandas �Rokas nolaist!� visi atkal rokas atbr&#x12B;vo. T&#x101; k&#x101;du br&#x12B;di pavingrin&#x101;ju�ies, var s&#x101;kt sacens&#x12B;bu.</p><p>Atskanot m&#x16B;zikai vai ar&#x12B; vad&#x12B;t&#x101;ja komandai �Br&#x12B;vi!�, rota&#x13C;as dal&#x12B;bnieki izkl&#x12B;st pa laukumu, skraida, l&#x113;k&#x101;, dejo. Tikl&#x12B;dz m&#x16B;zika p&#x101;rtr&#x16B;kst un atskan vad&#x12B;t&#x101;ja sign&#x101;ls �&#x136;&#x113;d&#x12B;tes!�, visiem dal&#x12B;b�niekiem &#x101;tri j&#x101;nost&#x101;jas sav&#x101;s iepriek�&#x113;j&#x101;s viet&#x101;s ierind&#x101; un j&#x101;izveido &#x137;&#x113;d&#x12B;te. Kur&#x101; komand&#x101; &#x101;tr&#x101;k visi nomierin&#x101;s un pareizi izveido &#x137;&#x113;d&#x12B;ti, tie ieg&#x16B;st punktu. Rota&#x13C;u atk&#x101;rto vair&#x101;kas reizes. Uzvar t&#x101; komanda, kura ieg&#x16B;st vair&#x101;k punktu.</p></section><section><title><p>ZOOLO&#x122;ISKAJ&#x100; D&#x100;RZ&#x100;</p></title><p>Rota&#x13C;&#x101; var piedal&#x12B;ties 20 dal&#x12B;bnieku vai vair&#x101;k.</p><p>Visus dal&#x12B;bniekus sadala div&#x101;s grup&#x101;s � ko�mand&#x101;s. Katru grupu nost&#x101;da atsevi�&#x137;&#x101; ierind&#x101;</p><p>(vienu pret otru). Att&#x101;lums starp komand&#x101;m 15� 20 so&#x13C;u. Gar katru ierindu uz zemes novelk l&#x12B;niju. Aiz �&#x12B;s l&#x12B;nijas atrodas m&#x101;ja.</p><p>Rota&#x13C;as s&#x101;kum&#x101; vad&#x12B;t&#x101;js jaut&#x101;: �Vai visi esat biju�i R&#x12B;gas Zoolo&#x123;iskaj&#x101; d&#x101;rz&#x101;? K&#x101;dus zv&#x113;rus un dz&#x12B;vniekus tur redz&#x113;j&#x101;t? Vai j&#x16B;s labi atceraties, k&#x101;ds katrs d&#x101;rza iem&#x12B;tnieks izskat&#x12B;j&#x101;s?� u. tml. P&#x113;c tam vad&#x12B;t&#x101;js dal&#x12B;bniekiem paskaidro, ka rota&#x13C;a pal&#x12B;dz&#x113;s p&#x101;rbaud&#x12B;t, kuri no vi&#x146;iem lab&#x101;k paz&#x12B;st dz&#x12B;vniekus p&#x113;c to rakstur&#x12B;gaj&#x101;m &#x101;r&#x113;j&#x101;m paz&#x12B;m&#x113;m. Rota&#x13C;as gait&#x101; katra dz&#x12B;vnieka izskatu un iztur&#x113;��anos att&#x113;los ar kust&#x12B;b&#x101;m.</p><p>Vad&#x12B;t&#x101;js iet pie vienas no komand&#x101;m un sapul�cina visus t&#x101;s dal&#x12B;bniekus ap sevi. (Otra komanda paliek st&#x101;vot ierind&#x101;.) Sapulc&#x113;ju�ies kop&#x12B;gi no�lemj, ka visi atdarin&#x101;s, piem&#x113;ram, ziloni. Vad&#x12B;t&#x101;js par&#x101;da, k&#x101; to izdar&#x12B;t. Augumus noliec uz priek�u. Ar kreiso roku katrs satver savu degungalu. Labo roku izver caur kreis&#x101;s rokas veidoto ieloku. Abas rokas �&#x101;d&#x101; st&#x101;vokl&#x12B; l&#x113;ni cil&#x101; no aug�as uz leju. Tas ir zilo&#x146;a snu&#x137;is. (Iepriek�&#x113;j&#x101; sagatavo�an&#x101;s j&#x101;�izdara t&#x101;, lai pretinieka komanda nepaman&#x12B;tu, kas tiks r&#x101;d&#x12B;ts.)</p><p>Kad viss norun&#x101;ts, rota&#x13C;as dal&#x12B;bnieki atkal no�st&#x101;jas ierind&#x101; un p&#x113;c vad&#x12B;t&#x101;ja nor&#x101;d&#x12B;juma, rok&#x101;s sadevu�ies, iet p&#x101;ri laukumam pie pretinieka ko�mandas. Nost&#x101;ju�ies apm&#x113;ram divu so&#x13C;u att&#x101;lum&#x101; no t&#x101;s, �&#x12B;s komandas locek&#x13C;i s&#x101;k atdarin&#x101;t no�teiktu dz&#x12B;vnieku. To vi&#x146;i dara tik ilgi, kam&#x113;r k&#x101;ds no pretinieku komandas uzmin dz&#x12B;vnieku, ko vi&#x146;i atdarina. Tad pie pretinieka komandas pien&#x101;ku�ie b&#x113;rni skrien atpaka&#x13C; uz savu m&#x101;ju, bet pretinieki dodas paka&#x13C; b&#x113;go�ajiem un cen�as k&#x101;dam pieskar�ties, kam&#x113;r tas nav nok&#x13C;uvis p&#x101;ri sv&#x12B;trai. Notvertie k&#x13C;&#x16B;st par pretinieku komandas locek&#x13C;iem.</p><p>P&#x113;c tam lomas main&#x101;s � otra komanda atda�rina k&#x101;du dz&#x12B;vnieku, bet pirm&#x101; min. S&#x101;kum&#x101; rota�&#x13C;as vad&#x12B;t&#x101;jam alla� j&#x101;p&#x101;riet pie t&#x101;s komandas, kura atdarina k&#x101;du dz&#x12B;vnieku. Vi&#x146;� pal&#x12B;dz b&#x113;rniem izdom&#x101;t, k&#x101; atdarin&#x101;t dz&#x12B;vniekus. V&#x113;l&#x101;k jau b&#x113;rni pa�i iesaka, ko un k&#x101; dar&#x12B;t.</p><p>T&#x101; k&#x101; dal&#x12B;bnieku sast&#x101;vs komand&#x101;s nep&#x101;rtraukti main&#x101;s, rota&#x13C;ai nav noteikta nobeiguma. Sp&#x113;l&#x113; tik ilgi, kam&#x113;r b&#x113;rniem pat&#x12B;k.</p></section><section><title><p>KURS PIEN&#x100;CA!</p></title><p>Rota&#x13C;as dal&#x12B;bnieki izveido apli. Viens no vi&#x146;iem iziet ap&#x13C;a vid&#x16B;. Tas ir rota&#x13C;as vad&#x12B;t&#x101;js. Vi&#x146;am ar l&#x12B;ru lakati&#x146;u aizsien acis. K&#x101;ds no dal&#x12B;bniekiem klusi pien&#x101;k pie vad&#x12B;t&#x101;ja un ska&#x13C;i izrun&#x101; vi&#x146;a v&#x101;rdu. Tad tikpat klusi atgrie�as sav&#x101; viet&#x101;. Vad&#x12B;�t&#x101;jam nedr&#x12B;kst pieskarties ar rok&#x101;m, bet, nosaucot vi&#x146;a v&#x101;rdu, dr&#x12B;kst main&#x12B;t balsi.</p><p>Kad rota&#x13C;as vad&#x12B;t&#x101;jam no&#x146;em aps&#x113;ju, vi&#x146;am j&#x101;�uzmin, kur� no dal&#x12B;bniekiem bija pie vi&#x146;a pien&#x101;cis. Ja pasaka pareizi, vi&#x146;u nomaina tas rota&#x13C;as dal&#x12B;b�nieks, kur� bija pien&#x101;cis. Ja neuzmin, rota&#x13C;u atk&#x101;rto v&#x113;lreiz. Ja rota&#x13C;as vad&#x12B;t&#x101;js neuzmin ar&#x12B; tre�o reizi, tad vi&#x146;u nomaina tas rota&#x13C;as dal&#x12B;bnieks, kur� bija pien&#x101;cis tre�ais.</p><image l:href="#21"/><p>.</p></section><section><title><p>NOSARG&#x100; ZA&#x136;I!</p></title><p>Uz zemes uzvelk nelielu apli. T&#x101; centr&#x101; novieto piep&#x16B;stu gumijas za&#x137;i (vai k&#x101;du citu rota&#x13C;lietu). Pie za&#x137;a nost&#x101;jas sargs ar bumbu rok&#x101;s. P&#x101;r&#x113;jie rota&#x13C;as dal&#x12B;bnieki izveido apli ap sargu un za&#x137;i. Att&#x101;lumam no katra dal&#x12B;bnieka l&#x12B;dz za&#x137;im</p><p>j&#x101;b&#x16B;t ne maz&#x101;kam par trirn �etriem metriem.</p><p>Uzs&#x101;kot rota&#x13C;u, viens no dal&#x12B;bniekiem sa&#x146;em bumbu no sarga.</p><image l:href="#22"/><p>Apl&#x12B; st&#x101;vo�ie piesp&#x113;l&#x113; bumbu cits citam un izde�v&#x12B;g&#x101; br&#x12B;d&#x12B; cen�as ar veik�lu metienu apg&#x101;zt za&#x137;i. Sargs ar savu &#x137;ermeni aizsarg&#x101; za&#x137;i un atsit</p><p>bumbu atpaka&#x13C; (nedr&#x12B;kst tikai spert bumbu ar k&#x101;ju). Sargu nomaina tas rota&#x13C;as dal&#x12B;bnieks, ku�ram izdodas apg&#x101;zt za&#x137;i.</p><p>Var gad&#x12B;ties, ka sargs ar neveiklu kust&#x12B;bu pats apg&#x101;� za&#x137;i. T&#x101;d&#x101; gad&#x12B;jum&#x101; vi&#x146;u nomaina tas rota�&#x13C;as dal&#x12B;bnieks, kura rok&#x101;s �aj&#x101; br&#x12B;d&#x12B; atradusies bumba.</p><p>Viena za&#x137;a viet&#x101; apl&#x12B; var. novietot vair&#x101;kas ro�ta&#x13C;lietas. �&#x101;d&#x101; gad&#x12B;jum&#x101; sargu nomaina tikai tad, kad t&#x101;s visas apg&#x101;ztas.</p></section><section><title><p>ZA&#x136;&#x12A;TIS AIZ MUGURAS</p></title><p>Rota&#x13C;ai vajadz&#x12B;gs gumijas za&#x137;&#x12B;tis (p&#x12B;kstul&#x12B;tis). Rota&#x13C;as dal&#x12B;bnieki st&#x101;v apl&#x12B; cie�i viens pie otra. Viens no dal&#x12B;bniekiem atrodas ap&#x13C;a vid&#x16B;.</p><p>Apli st&#x101;vo�ie rota&#x13C;as dal&#x12B;bnieki tur rokas aiz muguras un &#x13C;oti uzman&#x12B;gi padod cits citam za&#x137;&#x12B;ti. Tas, kur� st&#x101;v vid&#x16B;, cen�as uzmin&#x113;t, pie k&#x101; za&#x137;&#x12B;tis atrodas. Ja vi&#x146;� nevar uzmin&#x113;t, k&#x101;ds no rota&#x13C;as dal&#x12B;bniekiem za&#x137;&#x12B;ti dr&#x12B;kst pap&#x12B;kstin&#x101;t (un t&#x16B;l&#x12B;t to atkal dod t&#x101;l&#x101;k).</p><p>Kad apl&#x12B; st&#x101;vo�ais uzmin, pie k&#x101; ir za&#x137;&#x12B;tis, abi dal&#x12B;bnieki samain&#x101;s viet&#x101;m.</p></section><section><title><p>MAK�&#x136;ERNIEKS</p></title><p>Vien&#x101; laukuma gal&#x101; uz zemes novelk sv&#x12B;tru. Aiz t&#x101;s novietojas mak�&#x137;ernieks. Apm&#x113;ram 15�20</p><p>so&#x13C;u att&#x101;lum&#x101; no pirm&#x101;s sv&#x12B;tras novelk otru sv&#x12B;tru. Aiz t&#x101;s atrodas zivti&#x146;as, t. i., visi p&#x101;r&#x113;jie rota&#x13C;as dal&#x12B;bnieki. Mak�&#x137;ernieks s&#x113;� uz &#x137;ebl&#x12B;�a un atdarina mak�&#x137;er&#x113;�anu.</p><p>Rota&#x13C;as dal&#x12B;bnieki, kas t&#x113;lo zivti&#x146;as, sadodas ro�k&#x101;s un visi vien&#x101; rind&#x101; iziet no savas m&#x101;jas. Vi&#x146;i so&#x13C;o uz mak�&#x137;ernieka pu�si un run&#x101;:</p><p>Mak�&#x137;ernieks pie upes snau�, Zivis mak�&#x137;erk&#x101;tu grau�.</p><p>Ar �iem v&#x101;rdiem zivti&#x146;as, it k&#x101; kaitin&#x101;damas mak��&#x137;ernieku, n&#x101;k arvien tuv&#x101;k. P&#x113;k�&#x146;i mak�&#x137;ernieks pielec k&#x101;j&#x101;s un m&#x113;&#x123;ina no&#x137;ert k&#x101;du zivti&#x146;u. Zivti�&#x146;as skrien atpaka&#x13C; uz savu m&#x101;ju. Ja mak�&#x137;ernie�kam izdodas pieskarties k&#x101;dai no zivti&#x146;&#x101;m, tad vi&#x146;i main&#x101;s viet&#x101;m un rota&#x13C;u atkal uzs&#x101;k no jauna.</p><p>Iev&#x113;ro! &#x136;ert zivti&#x146;as dr&#x12B;kst, tikai dzenoties vi�&#x146;&#x101;m paka&#x13C; l&#x12B;dz sv&#x12B;trai, kas apz&#x12B;m&#x113; zivti&#x146;u m&#x101;ju.</p><image l:href="#23"/><p>Ja mak�&#x137;erniekam neizdodas nevienu zivti&#x146;u no&#x137;ert, vi&#x146;am j&#x101;b&#x16B;t v&#x113;lreiz par mak�&#x137;ernieku.</p></section><section><title><p>RIPI&#x145;A</p></title><p>Rota&#x13C;as dal&#x12B;bnieki sast&#x101;jas apli un rok&#x101;s tur virv&#x12B;ti ar sasietiem galiem. Uz virv&#x12B;tes uzv&#x113;rta maza plastmasas ripi&#x146;a. Vi&#x146;i to virza no rokas rok&#x101;, sl&#x113;pjot no rota&#x13C;as vad&#x12B;t&#x101;ja, kur� atrodas ap&#x13C;a vid&#x16B;.</p><p>Vad&#x12B;t&#x101;js cen�as atrast ripi&#x146;u un laiku pa laikam uzaicina k&#x101;du rota&#x13C;as dal&#x12B;bnieku par&#x101;d&#x12B;t rokas. Pie kura atrod ripi&#x146;u, tas nomaina vad&#x12B;t&#x101;ju. Rota&#x13C;u var atk&#x101;rtot vair&#x101;kas reizes.</p></section><section><title><p>VIRV&#x12A;TE</p></title><p>Rota&#x13C;ai vajadz&#x12B;ga 6�10 m gara virve, kuras abus galus sasien kop&#x101;.</p><p>Rota&#x13C;as dal&#x12B;bnieki sa&#x146;em virvi rok&#x101;s un izveido apli. Vienu no dal&#x12B;bniekiem izvirza par vad&#x12B;t&#x101;ju, un vi&#x146;� ieiet vid&#x16B;. Staig&#x101;jot pa apli, rota&#x13C;as vad&#x12B;�t&#x101;js cen�as uzsist pa k&#x101;da dal&#x12B;bnieka roku. Apl&#x12B; st&#x101;vo�ajam ir ties&#x12B;bas izsarg&#x101;joties atraut rokas no virv&#x12B;tes, bet, tikl&#x12B;dz briesmas gar&#x101;m, t&#x16B;l&#x12B;t atkal j&#x101;sa&#x146;em<emphasis>%</emphasis> virv&#x12B;te. Ja vad&#x12B;t&#x101;jam tom&#x113;r izdodas pie�skarties k&#x101;da dal&#x12B;bnieka rokai, tad tas vi&#x146;u no�maina.</p></section><section><title><p>LIDOSIM KOSMOSA</p></title><p>Gatavojoties rota&#x13C;ai, uz 20X25 cm lieliem kar�tona gabaliem uzz&#x12B;m&#x113; skait&#x13C;us no 1 l&#x12B;dz 9 un 0.</p><p>Rota&#x13C;as dal&#x12B;bnieki izveido kop&#x113;ju apli. Uzs&#x101;kot</p><p>rota&#x13C;u, vi&#x146;i so&#x13C;o uz labo pusi un run&#x101; �&#x101;dus v&#x101;rdus: T&#x101;l&#x101;s plan&#x113;tas m&#x16B;s sauc, Kosmosku&#x123;i turpu trauc. Visur, kur vien grib&#x113;sim, Aizlidot m&#x113;s var&#x113;sim, Tikai tie, kas nokav&#x113;s, L&#x12B;dzi lidot nevar&#x113;s.</p><p>Rota&#x13C;as vad&#x12B;t&#x101;js atrodas ap&#x13C;a vid&#x16B;. Tikl&#x12B;dz da�l&#x12B;bnieki pasaka p&#x113;d&#x113;jos v&#x101;rdus, vad&#x12B;t&#x101;js pace&#x13C; uz aug�u k&#x101;du no skait&#x13C;iem, piem&#x113;ram, � 8. Tas no�z&#x12B;m&#x113;, ka visiem rota&#x13C;as dal&#x12B;bniekiem j&#x101;sak&#x101;pj kos�mosa ku&#x123;os, pa asto&#x146;iem katr&#x101;. Vi&#x146;i to izdara �&#x101;di: san&#x101;k grupi&#x146;&#x101;s pa asto&#x146;i, nost&#x101;jas cits aiz cita kolonn&#x101;, rokas uzliek cits citam uz pleciem un t&#x101; izveido &#x137;&#x113;d&#x12B;ti, kur&#x101; ir asto&#x146;i kosmonauti. Kad visi t&#x101; nost&#x101;ju�ies, vad&#x12B;t&#x101;js p&#x101;rbauda, vai visos kosmosa ku&#x123;os ir asto&#x146;i kosmonauti. Tie rota&#x13C;as dal&#x12B;bnieki, kuri nav var&#x113;ju�i sev samekl&#x113;t astot�nieku, vai sast&#x101;ju�ies vair&#x101;k nek&#x101; asto&#x146;i, izst&#x101;jas no rota&#x13C;as. P&#x101;r&#x113;jie, kuri pareizi izpild&#x12B;ju�i uzde�vumu, atkal ats&#x101;k rota&#x13C;u. �oreiz vad&#x12B;t&#x101;js rada citu skaitli, piem&#x113;ram, � 5. Tad visiem j&#x101;sast&#x101;jas pa pieciem. Atkal neveiksminieki izst&#x101;jas no rota&#x13C;as.</p><p>Rota&#x13C;u atk&#x101;rto tik ilgi, kam&#x113;r laukum&#x101; paliek ne vair&#x101;k par se�iem dal&#x12B;bniekiem. Vi&#x146;i ir uzvar&#x113;�ju�i �ai sacens&#x12B;b&#x101;. Var rota&#x13C;u vad&#x12B;t ar&#x12B; t&#x101;, ka uzvar divas komandas � katr&#x101; pa se�iem dal&#x12B;bniekiem. Saj&#x101; gad&#x12B;jum&#x101; rota&#x13C;u var turpin&#x101;t k&#x101; sacens&#x12B;bu starp �&#x12B;m div&#x101;m komand&#x101;m. �eit var izmantot da��&#x101;das stafetes.</p></section><section><title><p>ATRODI P&#x112;C DZIRDES!</p></title><p>Rota&#x13C;as dal&#x12B;bnieki izveido apli, tad vienojas, kur� b&#x16B;s mekl&#x113;t&#x101;js. Mekl&#x113;t&#x101;jam uz br&#x12B;di j&#x101;aiziet. Pa vi&#x146;a prom�b&#x16B;tnes laiku viens no dal&#x12B;b�niekiem pasl&#x113;pj pie sevis ne�lielu priek�metu (z&#x12B;muli, bumbi&#x146;u, lakati&#x146;u). Tad ai�cina mekl&#x113;t&#x101;ju atpaka&#x13C;. Tik�l&#x12B;dz vi&#x146;� ien&#x101;k apl&#x12B;, visi s&#x101;k dzied&#x101;t k&#x101;du dziesmi&#x146;u. Ja mekl&#x113;t&#x101;js priek�metam tuvojas, dziesma skan ska&#x13C;&#x101;k, ja att&#x101;lin&#x101;s, t&#x101; k&#x13C;&#x16B;st arvien klus&#x101;ka.</p><p>Uzman&#x12B;gi ieklausoties dziesm&#x101;, diezgan &#x101;tri var priek�metu atrast. Ja rota&#x13C;u atk&#x101;rto, mekl&#x113;t&#x101;js iz�v&#x113;las sav&#x101; viet&#x101; k&#x101;du citu no rota&#x13C;as dal&#x12B;bniekiem. Dziesmas viet&#x101; var klus&#x101;k vai ska&#x13C;&#x101;k plauk�&#x137;in&#x101;t ar rok&#x101;m.</p></section><section><title><p>BUMBI&#x145;A APL&#x12A;</p></title><image l:href="#24"/><p>Rota&#x13C;as dal&#x12B;bnieki st&#x101;v apl&#x12B; cie�i cits pie cita. Ap&#x13C;a vid&#x16B; atrodas vad&#x12B;t&#x101;js. Vienam no b&#x113;rniem vi&#x146;� pasniedz bumbi&#x146;u. Visi rota&#x13C;as dal&#x12B;bnieki s&#x101;k dzied&#x101;t k&#x101;du dziesmu. Bumbi&#x146;a pa ap&#x13C;a iek�pusi ce&#x13C;o no viena rota&#x13C;as dal&#x12B;bnieka pie otra. Ikviens cen�as to padot uz priek�u p&#x113;c iesp&#x113;jas &#x101;tri. P&#x113;k��&#x146;i atskan sign&#x101;ls rota&#x13C;as p&#x101;rtraukumam. Tas,</p><p>kura rok&#x101;s �aj&#x101; br&#x12B;d&#x12B; atrodas bumbi&#x146;a, ir zaud&#x113;�t&#x101;js. Vi&#x146;am j&#x101;n&#x101;k ap&#x13C;a vid&#x16B; un j&#x101;izpilda k&#x101;ds uz�devums (j&#x101;norun&#x101; dzejol&#x12B;tis, j&#x101;lec apk&#x101;rt pa apli uz vienas k&#x101;jas, j&#x101;dzied, j&#x101;dejo u. tml.).</p><p>Kad uzdevums izpild&#x12B;ts, �cietu�ais� iest&#x101;jas atkal sav&#x101; viet&#x101;, sa&#x146;em bumbi&#x146;u un sniedz to t&#x101;l&#x101;k uz priek�u.</p><p>Ja dal&#x12B;bnieku ir daudz, rota&#x13C;u var padar&#x12B;t rai�t&#x101;ku, vienas bumbi&#x146;as viet&#x101; izdalot vi&#x146;iem vair&#x101;�kas gumijas rota&#x13C;lietas. Rota&#x13C;as laik&#x101; b&#x113;rni t&#x101;s vi�sas sniedz vien&#x101; virzien&#x101;. Kad rota&#x13C;u p&#x101;rtrauc, ir vairaki zaud&#x113;t&#x101;ji, kuri n&#x101;k uz vidu. Kop&#x101; izpild&#x12B;t soda uzdevumu ir jautr&#x101;k un interesant&#x101;k. Rota&#x13C;u var atk&#x101;rtot vair&#x101;kas reizes.</p></section><section><title><p>JAUTRAIS BURTLICIS</p></title><p>Rota&#x13C;ai vajadz&#x12B;gi divi komplekti lielo butu: A, E, K, L, O, S. Katru burtu uzz&#x12B;m&#x113; atsevi�&#x137;i uz vie�n&#x101;da izm&#x113;ra kartona gabaliem. Burtu lielums � 28X22 cm. Abi komplekti j&#x101;izveido at�&#x137;ir&#x12B;g&#x101;s kr&#x101;�s&#x101;s. Visi rota&#x13C;as dal&#x12B;bnieki sadal&#x101;s div&#x101;s koman�d&#x101;s (vien&#x101; var b&#x16B;t z&#x113;ni, otr&#x101; � meitenes). Vad&#x12B;tajs uzaicina se�us z&#x113;nus un se�as meitenes un izdala vi&#x146;iem pa burtu komplektam. Turot burtus sev priek�&#x101;, vi&#x146;i nost&#x101;jas div&#x101;s ierind&#x101;s (vien&#x101; z&#x113;ni, otr&#x101; � meitenes) ar skatienu pret skat&#x12B;�t&#x101;jiem.</p><p>Sacens&#x12B;ba s&#x101;kas. Vad&#x12B;t&#x101;js nosauc k&#x101;du v&#x101;rdu, ko iesp&#x113;jams izveidot no dotajiem burtiem. Tie sa�cens&#x12B;bas dal&#x12B;bnieki, kuru burti figur&#x113; noteiktaj&#x101; v&#x101;rd&#x101;, izn&#x101;k divus so|us uz priek�u un nost&#x101;jas t&#x101;d&#x101; k&#x101;rt&#x12B;b&#x101;, lai skat&#x12B;t&#x101;ji var&#x113;tu izlas&#x12B;t �o v&#x101;rdu. Komanda, kura izveido v&#x101;rdu pirm&#x101;, ieg&#x16B;st vienu punktu.</p><p>P&#x113;c vad&#x12B;t&#x101;ja nor&#x101;d&#x12B;juma visi atiet atpaka&#x13C; sav&#x101;s viet&#x101;s. Vad&#x12B;t&#x101;js nosauc k&#x101;du citu v&#x101;rdu, un atkal katra komanda cen�as to salikt p&#x113;c iesp&#x113;jas &#x101;tri. Ta atk&#x101;rto vair&#x101;kas reizes. Kura komanda iegu�vusi vair&#x101;k punktu, t&#x101; sacens&#x12B;b&#x101; uzvar&#x113;jusi.</p><p>Piez&#x12B;me. No katra burtu komplekta var izveidot �&#x101;dus v&#x101;rdus: skola, klase, ola, kase, osa, Sloka, loks u. c.</p></section><section><title><p>LAIM&#x12A;GAIS V&#x100;RDS</p></title><p>Rota&#x13C;as vad&#x12B;t&#x101;js izdala dal&#x12B;bniekiem divus burtu komplektus. Katrs komplekts ir at�&#x137;ir&#x12B;g&#x101; kr&#x101;s&#x101;, piem&#x113;ram, viens zil&#x101;, otrs dzelten&#x101; kr&#x101;s&#x101;, bet abos ir vien&#x101;ds burtu kr&#x101;jums. Burtu skaits nav ierobe��ots un t&#x101;d&#x113;&#x13C; rota&#x13C;&#x101; akt&#x12B;vu dal&#x12B;bu var &#x146;emt daudz dal&#x12B;bnieku. J&#x101;iev&#x113;ro tikai, ka katr&#x101; burtu kom�plekt&#x101; neviens burts nedr&#x12B;kst atk&#x101;rtoties divas rei�zes. No �&#x101;da burtu komplekta var salikt daudz da�&#x101;du v&#x101;rdu.</p><p>Sagatavojoties rota&#x13C;ai, vad&#x12B;t&#x101;js no b&#x113;rnu vidus izv&#x113;las tr&#x12B;s b&#x113;rnus par tiesne�iem. Katrs tiesnesis sa&#x146;em 2 karodzi&#x146;us � vienu dzelten&#x101;, otru zil&#x101; kr&#x101;s&#x101;.</p><p>Uzs&#x101;kot rota&#x13C;u, vad&#x12B;t&#x101;js nosauc k&#x101;du v&#x101;rdu, l&#x12B;dz&#x12B;gi, k&#x101; tas bija rota&#x13C;&#x101; �Jautrais burtlicis�. Tie rota&#x13C;as dal&#x12B;bnieki, kuru rok&#x101;s atrodas burts, kur� figur&#x113; dotaj&#x101; v&#x101;rd&#x101;, izskrien uz priek�u un nost&#x101;�jas ierind&#x101; t&#x101;d&#x101; k&#x101;rt&#x12B;b&#x101;, lai visi p&#x101;r&#x113;jie b&#x113;rni va�r&#x113;tu �o v&#x101;rdu izlas&#x12B;t. T&#x101; ka izdal&#x12B;ti tiek divi burtu komplekti, tad ar&#x12B; rota&#x13C;as dal&#x12B;bnieki sast&#x101;jas di�v&#x101;s ierind&#x101;s atkar&#x12B;b&#x101; no kr&#x101;s&#x101;m. Tiesne�i seko, kura komanda &#x101;tr&#x101;k izveido nosaukto v&#x101;rdu, un pace&#x13C; zilu vai dzeltenu karodzi&#x146;u. Vad&#x12B;t&#x101;js turpina nosaukt da�&#x101;dus v&#x101;rdus, un komandas veido v&#x101;r�dus. Tad vad&#x12B;t&#x101;js pazi&#x146;o, ka tagad tiks nosaukts laim&#x12B;gais v&#x101;rds. Kura komanda &#x101;tr&#x101;k �o v&#x101;rdu iz�veidos, tie komandas dal&#x12B;bnieki ieg&#x16B;s balvu. Vad&#x12B;�t&#x101;js atkal nosauc k&#x101;du v&#x101;rdu, piem&#x113;ram, laikmets, cildenums, dai&#x13C;ums vai k&#x101;du citu. Kad abas ko�mandas �o v&#x101;rdu izveidoju�as, tiesne�i ar saviem karodzi&#x146;iem par&#x101;da, kura komanda uzvar&#x113;jusi sa�cens&#x12B;b&#x101;, un uzvar&#x113;t&#x101;ji sa&#x146;em piemi&#x146;as balvas.</p></section><section><title><p>GRIEZIES, GRIEZIES � NEG&#x100;ZIES!</p></title><p>Sacens&#x12B;bai nepiecie�ami 3 vai 4 sapl&#x101;k�&#x146;a ripi�n&#x101;mie ap&#x13C;i. Sacen�as vienlaikus 3 vai 4 dal&#x12B;bnieki (atkar&#x12B;b&#x101; no ap&#x13C;u skaita), p&#x101;r&#x113;jie b&#x113;rni ir skat&#x12B;t&#x101;ji.</p><p>Atskanot vad&#x12B;t&#x101;ja sign&#x101;lam �Uzman&#x12B;bu, sagata�voties!�, sacens&#x12B;bas dal&#x12B;bnieki noliek ap&#x13C;us zem&#x113; uz vienas malas un aug�&#x113;jo malu pietur ar labo roku. P&#x113;c komandas �S&#x101;kt!� vi&#x146;i sagrie� ap&#x13C;us t&#x101;, lai tie p&#x113;c iesp&#x113;jas ilg&#x101;k grieztos ap savu asi. Ja kads no ap&#x13C;iem apg&#x101;�as, to nedr&#x12B;kst aizskart. Sa�cens&#x12B;bu beidz, kad visi ap&#x13C;i apg&#x101;zu�ies. Uzvar tas dal&#x12B;bnieks, kura aplis griezies visilg&#x101;k.</p><p>Sacens&#x12B;bu var vair&#x101;kk&#x101;rt atk&#x101;rtot, vienm&#x113;r iesaistot taj&#x101; citus dal&#x12B;bniekus. Beig&#x101;s var v&#x113;lreiz sacensties sav&#x101; starp&#x101; �&#x12B;s sacens&#x12B;bas uzvar&#x113;t&#x101;ji. T&#x101;d&#x113;j&#x101;di viens no vi&#x146;iem var izc&#x12B;n&#x12B;t �empiona no�saukumu.</p></section><section><title><p>IZGL&#x100;B ZA&#x136;&#x12A;TI!</p></title><p>Sacens&#x12B;bai vajadz&#x12B;gi 8 sapl&#x101;k�&#x146;a d&#x113;l&#x12B;�i un divi gumijas za&#x137;&#x12B;�i.</p><p>Rota&#x13C;as s&#x101;kum&#x101; vad&#x12B;t&#x101;js past&#x101;sta t&#x101;s dal&#x12B;bnie�kiem, ka divi za&#x137;&#x12B;�i pavasara palu laik&#x101; iek&#x13C;uvu�i nelaim&#x113;. Vi&#x146;i atrodas ar &#x16B;deni p&#x101;rpl&#x16B;du�&#x101; p&#x13C;av&#x101; un pagl&#x101;bu�ies uz div&#x101;m maz&#x101;m sali&#x146;&#x101;m. Ta�u &#x16B;dens l&#x12B;menis ce&#x13C;as arvien augst&#x101;k un augst&#x101;k, un za&#x137;i steidz&#x12B;gi j&#x101;gl&#x101;bj.</p><p>Za&#x137;&#x12B;�us novieto vien&#x101; laukuma gal&#x101; apm&#x113;ram 3 so&#x13C;u atstatum&#x101; vienu no otra. Apm&#x113;ram 20 so&#x13C;u att&#x101;lum&#x101; no vi&#x146;iem tie�i iepret&#x12B; katram za&#x137;&#x12B;tim no�st&#x101;jas divi z&#x113;ni � gl&#x101;b&#x113;ji. Vad&#x12B;t&#x101;js past&#x101;sta b&#x113;r�niem, ka z&#x113;ni ir &#x13C;oti labi air&#x113;t&#x101;ji un t&#x16B;da&#x13C; brauks ar laiv&#x101;m gl&#x101;bt za&#x137;us.</p><p>Katra z&#x113;na priek�&#x101; uz gr&#x12B;das tiek nolikti divi d&#x113;l&#x12B;�i, uz kuriem vi&#x146;i uzk&#x101;pj ar ab&#x101;m k&#x101;j&#x101;m (it k&#x101; iek&#x101;pjot laiv&#x101;). Aiz muguras vi&#x146;iem atrodas v&#x113;l divi d&#x113;l&#x12B;�i � tie ir airi.</p><p>Uzs&#x101;kot sacens&#x12B;bu, z&#x113;ni notupjas, sa&#x146;em airus ar ab&#x101;m rok&#x101;m un p&#x101;rce&#x13C; tos sev priek�&#x101;. P&#x113;c tam p&#x101;rk&#x101;pj uz �iem d&#x113;l&#x12B;�iem un atbr&#x12B;votos no aizmu�gures atkal p&#x101;rvieto uz priek�u. T&#x101;d&#x101; veid&#x101; j&#x101;tur�pina viss ce&#x13C;�. Kur� pirmais non&#x101;k l&#x12B;dz za&#x137;&#x12B;tim un izgl&#x101;bj to (pa&#x146;em rok&#x101;s), tas uzvar sacens&#x12B;b&#x101;.</p></section><section><title><p>VIRVE APL&#x12A;</p></title><p>Sacens&#x12B;b&#x101; piedal&#x101;s divas komandas, 10�15 da�l&#x12B;bnieku katr&#x101;.</p><p>Laukuma vidu uz zemes uzvelk apli, taj&#x101; novieto 3�5 m garu virvi ar kop&#x101; sasietiem galiem.</p><p>Abas komandas nost&#x101;jas viena otrai pret&#x12B; abpus ap&#x13C;a ierind&#x101; p&#x113;c auguma. Att&#x101;lums no virves l&#x12B;dz komand&#x101;m ne maz&#x101;ks par 3 m. Katras ierindas priek�&#x101; uz zemes novelk sv&#x12B;tru.</p><p>Komandu kaptei&#x146;i izskaita savas komandas da�l&#x12B;bniekus p&#x113;c k&#x101;rtas. Katram dal&#x12B;bniekam j&#x101;atce�ras savs k&#x101;rtas numurs. Ta b&#x113;rnu vid&#x16B; ir divi pirmie numuri, divi otrie, divi tre�ie.</p><p>Uzs&#x101;kot sacens&#x12B;bu, vad&#x12B;t&#x101;js ska&#x13C;i izsauc k&#x101;du numuru. Izsauktie nekav&#x113;joties izskrien no savas ierindas, satver virvi un velk katrs uz savas ko�mandas pusi. Vilkt dr&#x12B;kst tikai ar vienu vai ar ab&#x101;m rok&#x101;m, bet nedr&#x12B;kst atlaist virvi va&#x13C;&#x101;. Kur� pirmais tiek l&#x12B;dz savai sv&#x12B;trai un nost&#x101;jas uz t&#x101;s vismaz ar vienu k&#x101;ju, tas izc&#x12B;na savas komandas lab&#x101; vienu punktu. Vilc&#x113;jiem pal&#x12B;dz&#x113;t no malas ne�dr&#x12B;kst.</p><p>P&#x113;c tam virvi atkal noliek viet&#x101;, sacens&#x12B;bas da�l&#x12B;bnieki atgrie�as sav&#x101;s komand&#x101;s, un vad&#x12B;t&#x101;js sauc atkal citu numuru.</p><p>Sacens&#x12B;ba ilgst tikm&#x113;r, kam&#x113;r k&#x101;da no komandam izc&#x12B;na iepriek� noteikto punktu skaitu (10� 15) vai ar&#x12B; kam&#x113;r izsauc visus numurus. Otr&#x101; ga�d&#x12B;jum&#x101; uzvar t&#x101; komanda, kura izc&#x12B;na liel&#x101;ku punktu skaitu.</p></section><section><title><p>L&#x100;�U MED&#x12A;BAS</p></title><p>Med&#x12B;b&#x101;s piedal&#x101;s septi&#x146;i dal&#x12B;bnieki (p&#x101;r&#x113;jie ir skat&#x12B;t&#x101;ji). Rota&#x13C;as vad&#x12B;t&#x101;js apjaut&#x101;jas, kuri no b&#x113;rniem ir dzird&#x113;ju�i nost&#x101;stus par med&#x12B;b&#x101;m un v&#x113;l&#x113;tos ar&#x12B; pa�i k&#x13C;&#x16B;t par medniekiem. Parasti at�saucas gandr&#x12B;z visi z&#x113;ni. Vad&#x12B;t&#x101;js br&#x12B;dina, ka me�d&#x12B;bas �oreiz b&#x16B;s &#x13C;oti b&#x12B;stamas, jo med&#x12B;s l&#x101;�us.</p><p>Kad septi&#x146;i drosminieki (z&#x113;ni) ir pieteiku�ies, med&#x12B;bas var s&#x101;kt. Uz gr&#x12B;das novieto apl&#x12B; se�us ro�ta&#x13C;u l&#x101;�us (vislab&#x101;k gumijas p&#x12B;kstul&#x12B;�us). Z&#x113;ni l&#x101;�us ielenc. Atskanot m&#x16B;zikai, visi pagrie�as uz</p><image l:href="#25"/><p>labo pusi un so&#x13C;o apk&#x101;rt l&#x101;�iem. Tikl&#x12B;dz vad&#x12B;t&#x101;js sasit plaukstas, katrs no dal&#x12B;bniekiem cen�as sa�&#x137;ert vienu l&#x101;ci. T&#x101; k&#x101; mednieku ir vair&#x101;k nek&#x101; l&#x101;�u, viens no vi&#x146;iem paliek bez med&#x12B;juma un izst&#x101;jas no sacens&#x12B;bas (pievienojas skat&#x12B;t&#x101;jiem).</p><p>P&#x113;c tam vad&#x12B;t&#x101;js vienu l&#x101;ci pa&#x146;em, bet p&#x101;r&#x113;jos sak&#x101;rto apl&#x12B; k&#x101; iepriek�. Atkal viens mednieks pa�liek bez med&#x12B;juma. Rota&#x13C;u turpina tik ilgi, kam&#x113;r paliek tikai viens l&#x101;cis un divi mednieki.</p><p>Sacens&#x12B;ba b&#x113;rniem &#x13C;oti pat&#x12B;k, t&#x101;d&#x113;&#x13C; to var atk&#x101;r�tot vair&#x101;kas reizes. Rota&#x13C;&#x101; var piedal&#x12B;ties ne tikai z&#x113;ni, bet ar&#x12B; meitenes.</p></section><section><title><p>AIZSNIEDZ GAIL&#x12A;TI!</p></title><p>�ai jautrajai atrakcijai vajadz&#x12B;gi �etri gumijas gail&#x12B;�i � p&#x12B;kstul&#x12B;�i (var b&#x16B;t ar&#x12B; citas rota&#x13C;lietas � za&#x137;&#x12B;�i, l&#x101;c&#x12B;�i) un 2 m gara virve.</p><p>Akt&#x12B;vu dal&#x12B;bu sacens&#x12B;b&#x101; &#x146;em �etri b&#x113;rni, p&#x101;r&#x113;jie ir skat&#x12B;t&#x101;ji. J&#x101;raug&#x101;s, lai katr&#x101; �etriniek&#x101; butu b&#x113;rni ar vien&#x101;du fizisku r&#x16B;d&#x12B;jumu.</p><p>Virves galus sasien kop&#x101;. Rota&#x13C;as dal&#x12B;bnieki sa�&#x146;em to ar vienu roku, izveidojot �etrst&#x16B;ri. Apm&#x113;�ram 1 m attalum&#x101; no katra sacens&#x12B;bas dal&#x12B;bnieka noliek zem&#x113; gail&#x12B;ti. P&#x113;c vad&#x12B;t&#x101;ja sign&#x101;la visi �etri velk virvi katrs uz savu pusi un m&#x113;&#x123;ina ar br&#x12B;vo roku aizsniegt gail&#x12B;ti un to pap&#x12B;kstin&#x101;t. Kuram tas izdodas, tas sacens&#x12B;b&#x101; uzvar. Ja sacens&#x12B;bu v&#x113;las atk&#x101;rtot, vid&#x16B; j&#x101;n&#x101;k citiem dal&#x12B;bniekiem.</p></section><section><title><p>K&#x100;RUMNIEKS</p></title><p>Sacens&#x12B;b&#x101; var piedal&#x12B;ties tikai pa vienam dal&#x12B;b�niekam. P&#x101;r&#x113;jie b&#x113;rni st&#x101;v apl&#x12B; k&#x101; skat&#x12B;t&#x101;ji. Lau�kuma vien&#x101; gal&#x101; novieto mazu galdi&#x146;u vai &#x137;ebl&#x12B;ti, to apkl&#x101;j ar sedzi&#x146;u un virs&#x16B; uzliek pap&#x12B;r&#x12B;�os iet&#x12B;�tas konfektes. Katram no kl&#x101;teso�ajiem ir ties&#x12B;�bas ieg&#x16B;t �&#x12B;s konfektes. Parasti piesak&#x101;s daudz gri�b&#x113;t&#x101;ju, t&#x101;d&#x113;&#x13C; vad&#x12B;t&#x101;jam atliek izv&#x113;l&#x113;ties vienu no b&#x113;rniem un paskaidrot noteikumus.</p><p>K&#x101;rumniekam aizsien acis un &#x13C;auj ar roku ap�taust&#x12B;t, kur saldumi atrodas. P&#x113;c tam vi&#x146;am j&#x101;pa�grie�as pret&#x113;j&#x101; virzien&#x101;, asto&#x146;i so&#x13C;i j&#x101;paiet uz priek�u un vienu reizi j&#x101;apgrie�as apk&#x101;rt. V&#x113;l j&#x101;�izdara puspagrieziens uz saldumu pusi un atkal ar asto&#x146;iem so&#x13C;iem j&#x101;atn&#x101;k atpaka&#x13C;. Saldumus mek�l&#x113;t nedr&#x12B;kst, bet j&#x101;pa&#x146;em uzreiz ar vienu tv&#x113;rienu (rokas v&#x113;ziens no aug�as uz leju). Ja pieskaras kaut vai vienai konfektei, visi saldumi pieder �im dal&#x12B;bniekam. Ja vi&#x146;� saldumus neatrod, mekl&#x113;t&#x101;ja viet&#x101; st&#x101;jas k&#x101;ds cits b&#x113;rns.</p></section><section><title><p>GARD&#x100; NASTA</p></title><p>Sacens&#x12B;b&#x101; vienlaikus var piedal&#x12B;ties 10�12 b&#x113;rnu. Sacens&#x12B;bas dal&#x12B;bnieki izveido apl&#x12B;ti, st&#x101;vot ar neliel&#x101;m atstarp&#x113;m cits no cita, t&#x101;, lai skat&#x12B;t&#x101;ji tos labi var&#x113;tu saredz&#x113;t. Vienam no sacens&#x12B;bas da�l&#x12B;bniekiem vad&#x12B;t&#x101;js iedod �&#x137;&#x12B;vi, l&#x12B;dz mal&#x101;m piepil�d&#x12B;tu ar konfekt&#x113;m. (Konfekt&#x113;m j&#x101;b&#x16B;t pap&#x12B;r&#x12B;�os.)</p><p>Atskanot m&#x16B;zikai, dal&#x12B;bnieki sniedz cits citam �&#x137;&#x12B;vi (virzien&#x101; pa labi). J&#x101;cen�as �&#x137;&#x12B;vi nodot un sa&#x146;emt &#x13C;oti uzman&#x12B;gi, lai nenokristu neviena kon�fekte. Kura vainas de&#x13C; k&#x101;da konfekte nokr&#x12B;t, tas iz�st&#x101;jas no sacens&#x12B;bas.</p><p>Sacens&#x12B;bas dal&#x12B;bnieku uzdevums ir veikli un &#x101;tri padot �&#x137;&#x12B;vi blakus st&#x101;vo�ajam b&#x113;rnam, jo laiku pa laikam m&#x16B;zika p&#x101;rtr&#x16B;kst. Tam, kura rok&#x101;s tai br&#x12B;d&#x12B; ir �&#x137;&#x12B;vis, ar&#x12B; j&#x101;izst&#x101;jas no sacens&#x12B;bas.</p><p>Uzvar tas dal&#x12B;bnieks, kur� nav ne reizes nosvie�dis konfekti un p&#x113;d&#x113;jo reizi sp&#x113;l&#x113;jot paliek bez �&#x137;&#x12B;vja rok&#x101;s.</p></section><section><title><p>VEIKL&#x100;KAIS VILCI&#x145;�</p></title><p>Telpas vid&#x16B; novieto divus galdi&#x146;us un uz tiem pa vienam rota&#x13C;u vilci&#x146;am.</p><p>Sacens&#x12B;b&#x101; piedal&#x101;s divi dal&#x12B;bnieki, katrs no vi�&#x146;iem nost&#x101;jas pie viena galdi&#x146;a.</p><p>Vispirms abi k&#x101;du br&#x12B;di vingrin&#x101;s vilci&#x146;a palai��an&#x101;. P&#x113;c komandas: �Viens, divi, tr&#x12B;s!� abi sacen�s&#x12B;bas dal&#x12B;bnieki palai� vilci&#x146;us. Skat&#x12B;t&#x101;ji uzma�n&#x12B;gi v&#x113;ro, kur� vilci&#x146;� ilg&#x101;k grie�as. Tikl&#x12B;dz k&#x101;ds no vilci&#x146;iem apg&#x101;�as, ieg&#x16B;st punktu tas dal&#x12B;bnieks, kura vilci&#x146;� v&#x113;l turpina griezties.</p><p>Sacens&#x12B;bas dal&#x12B;bnieki atk&#x101;rto sp&#x113;li tr&#x12B;s reizes. Uzvar tas, kuram vair&#x101;k punktu. T&#x101;l&#x101;k sacens&#x12B;b&#x101; var piedal&#x12B;ties cits dal&#x12B;bnieku p&#x101;ris.</p><image l:href="#26"/></section><section><title><p id="AutBody_0bookmark6">KAD LAUK&#x100; L&#x12A;ST</p></title><p>Atkal visas debesis aizvilku�&#x101;s ar pel&#x113;kiem m&#x101;�ko&#x146;iem, lietus l&#x101;ses klauv&#x113; logu stiklos un tiev&#x101;s straum&#x12B;t&#x113;s tek uz leju. Liekas, ka lietus pat nedom&#x101; apst&#x101;ties. Vai tad t&#x101;d&#x101; laik&#x101; iziesi lauk&#x101;? M&#x101;j&#x101;s san&#x101;ku�i draugi. Te nu noder da�&#x101;das sp&#x113;les un ro�ta&#x13C;as.</p></section><section><title><p>AR VIENU BURTU</p></title><p>Viens sp&#x113;les dal&#x12B;bnieks dom&#x101;s sauc visus burtus alfab&#x113;tisk&#x101; k&#x101;rt&#x12B;b&#x101;, otrs p&#x113;k�&#x146;i uzsauc: �Stop!� B&#x113;rns pasaka, l&#x12B;dz k&#x101;dam burtam vi&#x146;� non&#x101;cis, un</p><p>tad visi raksta v&#x101;rdus, kas s&#x101;kas ar �o burtu. Iepriek� j&#x101;vienojas, k&#x101;dus v&#x101;rdus dr&#x12B;kst rakst&#x12B;t, � lietv&#x101;rdus, &#x12B;pa�&#x12B;bas v&#x101;rdus vai ari tikai personv&#x101;r�dus vai &#x123;eogr&#x101;fiskos nosaukumus.</p><p>Tas, kur� pirmais uzrakst&#x12B;jis divdesmit v&#x101;rdus, saka �Stop!�, un visi rakst&#x12B;�anu p&#x101;rtrauc. P&#x113;c tam vi&#x146;� nolasa v&#x101;rdus, ko ir uzrakst&#x12B;jis, bet p&#x101;r&#x113;jie parbauda sav&#x113;jos un vien&#x101;dos v&#x101;rdus sv&#x12B;tro.</p><p>Tad noskaidro, kuram v&#x113;l paliku�i neizsv&#x12B;troti v&#x101;rdi. Sp&#x113;les dal&#x12B;bnieki p&#x113;c k&#x101;rtas lasa savus v&#x113;l nenosvitrotos v&#x101;rdus un sv&#x12B;tro vien&#x101;dos.</p><p>Beig&#x101;s saskaita, cik katram palicis t&#x101;du v&#x101;rdu, kadu nav nevienam citam. Par katru t&#x101;du v&#x101;rdu tiek pie�&#x137;irts viens punkts. Sp&#x113;l&#x113;t&#x101;ji pieraksta, cik katram punktu, un tad sp&#x113;li var s&#x101;kt no gala.</p><p>Uzvar tas, kur� ieg&#x16B;st visvair&#x101;k punktu.</p></section><section><title><p>KUR� K&#x13B;&#x16A;S PAR �EMPIONU!</p></title><p>Si sp&#x113;le ir sare�&#x123;&#x12B;t&#x101;ka. Vispirms katrs tas da�l&#x12B;bnieks izgatavo �&#x101;du tabulu:</p><p>Rakst�</p><p>Valsts</p><p>Pils&#x113;ta</p><p>Upe, ezers, j&#x16B;ra</p><p>nieks, m&#x101;ksli�nieks, kompo�nists</p><p>Dz&#x12B;v�nieks</p><p>Augs</p><p>Darba�r&#x12B;ks</p><p>Burtu nosaka tapat ka iepriek�ej&#x101; sp&#x113;l&#x113;. Katra ail&#x113; sp&#x113;les dal&#x12B;bnieki ieraksta v&#x101;rdus, kas s&#x101;kas ar attiec&#x12B;go burtu. Jo vair&#x101;k v&#x101;rdu, jo lab&#x101;k. Ja k&#x101;ds attiec&#x12B;gaj&#x101; ail&#x113; nevar atcer&#x113;ties nevienu v&#x101;rdu, vi&#x146;� tur ievelk sv&#x12B;tri&#x146;u. Kad visi uzrakst&#x12B;ju�i, p&#x101;r�bauda sarakstus. Vien&#x101;dos v&#x101;rdus neizsv&#x12B;tro, bet atz&#x12B;m&#x113; ar k&#x101;s&#x12B;ti vai punkti&#x146;u.</p><p>P&#x113;c tam saskaita punktus: par tuk�u aili � 0 punktu;</p><p>par v&#x101;rdu, kur� ir ar&#x12B; citiem � 1 punkts; par v&#x101;rdu, kura nav citiem � 2 punkti.</p><p>Par �empionu k&#x13C;&#x16B;st tas, kur� ieg&#x16B;st visvair&#x101;k punktu.</p></section><section><title><p>KUR� VAIR&#x100;K!</p></title><p>K&#x101;ds no sp&#x113;les dal&#x12B;bniekiem nosauc garu v&#x101;rdu. Piem&#x113;ram: �met&#x101;lizstr&#x101;d&#x101;jums�. P&#x101;r&#x113;jie to pie�raksta uz pap&#x12B;ra lapas. Uzdevums � izveidot no�teikt&#x101; laika spr&#x12B;d&#x12B; (piem&#x113;ram, 3 min&#x16B;t&#x113;s) iesp&#x113;�jami vair&#x101;k v&#x101;rdu no �&#x12B; v&#x101;rda burtiem. Citus burtus pievienot nedr&#x12B;kst.</p><p>�met&#x101;lizstr&#x101;d&#x101;jums r&#x101;mis rums</p><p>met&#x101;ls mest sist</p><p>str&#x101;d&#x101;t meli t&#x101;le</p><p>z&#x101;le r&#x101;t t&#x101;ss</p><p>delms izstr&#x101;de t&#x101;lums</p><p>st&#x101;di &#x101;murs jurists</p><p>&#x101;tri izstr&#x101;d&#x101;jums</p><p>Kad 3 min&#x16B;tes pagaju�as, viens no speles da�l&#x12B;bniekiem lasa uzrakst&#x12B;tos v&#x101;rdus, p&#x101;r&#x113;jie p&#x101;r�</p><p>bauda savus un visus vien&#x101;dos izsv&#x12B;tro. Uzvar tas, kuram palicis visvair&#x101;k neizsv&#x12B;trotu v&#x101;rdu. Par katru t&#x101;du vardu vi&#x146;� ieg&#x16B;st 1 punktu.</p><image l:href="#27"/><p>P&#x113;c tam tiek nosaukts n&#x101;kamais v&#x101;rds, un sp&#x113;le turpin&#x101;s.</p></section><section><title><p>M&#x100;KSLINIEKU SP&#x112;LE</p></title><p>Protams, �ai sp&#x113;l&#x113; var piedal&#x12B;ties ne tikai m&#x101;k�slinieki, jo uzz&#x12B;m&#x113;t, teiksim, m&#x101;ji&#x146;u vai ka&#x137;i var ta�u ikviens.</p><p>Uz galda atrodas pap&#x12B;ra lapa un z&#x12B;mulis.</p><p>Sp&#x113;les dal&#x12B;bniekam ar la�kati&#x146;u aizsien acis, tad vi�&#x146;am j&#x101;&#x146;em z&#x12B;mulis un j&#x101;uz�z&#x12B;m&#x113; ka&#x137;is. Pie tam j&#x101;z&#x12B;m&#x113; pak&#x101;peniski: vispirms j&#x101;uz�z&#x12B;m&#x113; aste, tad &#x137;epas, galva, p&#x113;c tam &#x137;ermenis.</p><p>Uzz&#x12B;m&#x113;t ir gr&#x16B;ti, t&#x101;p&#x113;c skat&#x12B;t&#x101;ji smejas. Ta�u neva�jag apvainoties. N&#x101;kamais z&#x12B;m&#x113;s to, ko tu v&#x113;l&#x113;sies, un t&#x101;, k&#x101; tu liksi. Kad visi uzz&#x12B;m&#x113;ju�i, z&#x12B;m&#x113;jumus sal&#x12B;dzina, un uzvar&#x113;t&#x101;js sa&#x146;em balvu. Ar&#x12B; balvai j&#x101;b&#x16B;t &#x13C;oti jo�c&#x12B;gai.</p></section><section><title><p>V&#x100;RDS UN SIMBOLS</p></title><p>�oreiz z&#x12B;me visi vienlaikus. Katrs sp&#x113;les dal&#x12B;b�nieks pa&#x146;em z&#x12B;muli un pap&#x12B;ra lapu. Kam&#x113;r vi&#x146;i to sadala 20 r&#x16B;ti&#x146;&#x101;s, sp&#x113;les vad&#x12B;t&#x101;js izdom&#x101; 20 v&#x101;r�dus. Piem&#x113;ram, �&#x101;dus:</p><p>koks, saule, gr&#x101;mata, v&#x113;j�, putns, �&#x137;&#x113;res, lietus, pu&#x137;e, pele, v&#x101;rds, tinte, brokastis, klase, cilv&#x113;ks, galdauts, av&#x12B;ze, z&#x12B;mulis, gaisma, kalns, bumba.</p><p>Sp&#x113;les vad&#x12B;tajs sauc v&#x101;rdus, p&#x113;c katra ieturot nelielu pauzi, lai pa �o laiku dal&#x12B;bnieki pasp&#x113;tu priek�metu vai par&#x101;d&#x12B;bu, ko apz&#x12B;m&#x113; v&#x101;rds, ieskic&#x113;t k&#x101;d&#x101; no r&#x16B;ti&#x146;&#x101;m. Citiem z&#x12B;m&#x113;jums var b&#x16B;t neiz�protams, galvenais, lai b&#x113;rns pats p&#x113;c t&#x101; v&#x113;l&#x101;k va�r&#x113;tu nosaukt visus dzird&#x113;tos v&#x101;rdus. Vien&#x12B;gais no�sac&#x12B;jums: z&#x12B;m&#x113;jums nedr&#x12B;kst atg&#x101;din&#x101;t attiec&#x12B;g&#x101; burta kont&#x16B;ras.</p><p>P&#x113;c tam vad&#x12B;t&#x101;js ska&#x13C;i izskaita l&#x12B;dz desmit, un tad katrs p&#x113;c tam zem z&#x12B;m&#x113;jumiem uzraksta no�sauktos v&#x101;rdus.</p><p>Beig&#x101;s p&#x101;rbauda, kur� uzrakst&#x12B;jis vair&#x101;k v&#x101;rdu. Uzvar&#x113;t&#x101;js sauc citus v&#x101;rdus.</p></section><section><title><p>PASKATIES UN IEGAUM&#x112;!</p></title><p>Visi iziet no istabas, bet sp&#x113;les vad&#x12B;t&#x101;js uz galda izvieto da�&#x101;dus priek�metus (gr&#x101;matu, z&#x12B;muli, �&#x137;&#x113;�res, skr&#x16B;vgriezi vai ar&#x12B; vair&#x101;kus vien&#x101;dus priek��metus) un p&#x101;rkl&#x101;j tos ar lakatu vai dvieli.</p><p>Tad sp&#x113;les dal&#x12B;bnieki dr&#x12B;kst ien&#x101;kt. Uz &#x12B;su br&#x12B;di</p><p>vad&#x12B;t&#x101;js pace&#x13C; lakatu, lai visi uzman&#x12B;gi paraudz&#x12B;tos uz galda, p&#x113;c tam atkal priek�metus apsedz. Uz pap&#x12B;ra katram j&#x101;uzraksta, k&#x101;dus priek�metus vi&#x146;� re�dz&#x113;jis.</p><p>�o sp&#x113;li var organiz&#x113;t ar&#x12B; cit&#x101;di.</p><p>Sp&#x113;les vad&#x12B;t&#x101;js uzz&#x12B;m&#x113; k&#x101;du fig&#x16B;ru (sk. z&#x12B;m.) un uz da�&#x101;m sekund&#x113;m par&#x101;da to p&#x101;r&#x113;jiem dal&#x12B;bnie�kiem. Vi&#x146;iem t&#x101; j&#x101;uzz&#x12B;m&#x113; p&#x113;c atmi&#x146;as. Kur� uzz&#x12B;�m&#x113;jis prec&#x12B;z&#x101;k?</p><p>�&#x101;das fig&#x16B;ras var izdom&#x101;t katrs pats, galvenais, lai t&#x101;s b&#x16B;tu diezgan sare�&#x123;&#x12B;tas.</p></section><section><title><p>KAS IR MAIN&#x12A;JIES!</p></title><p>Vienu no rota&#x13C;as dal&#x12B;bniekiem b&#x113;rni izv&#x113;l par min&#x113;t&#x101;ju. Vi&#x146;� uzman&#x12B;gi paskat&#x101;s visapk&#x101;rt un labi iegaum&#x113; cilv&#x113;ku un priek�metu izvietojumu istab&#x101;. Tad iziet aiz durv&#x12B;m un gaida, kam&#x113;r vi&#x146;u pasauks. �ai laik&#x101; p&#x101;r&#x113;jie rota&#x13C;as dal&#x12B;bnieki kaut ko p&#x101;rmaina, piem&#x113;ram, atver uz galda nolikto gr&#x101;matu, p&#x101;rliek cit&#x101; vieta kr&#x113;slu vai ar&#x12B; s&#x113;do�ie apmain&#x101;s viet&#x101;m. Tikai dr&#x12B;kst but ne vair&#x101;k k&#x101; tr&#x12B;s p&#x101;rmai&#x146;as.</p><p>Tagad min&#x113;t&#x101;js dr&#x12B;kst ien&#x101;kt. T&#x101;tad � kas ir main&#x12B;jies?</p><image l:href="#28"/><p>Ja min&#x113;t&#x101;js pareizi nosauc, kas ir main&#x12B;jies, vi&#x146;� izv&#x113;las n&#x101;kamo min&#x113;t&#x101;ju.</p></section><section><title><p>NEK&#x13B;&#x16A;DIES!</p></title><p>Visi rota&#x13C;as dal&#x12B;bnieki sas&#x113;�as apl&#x12B;.</p><p>Vi&#x146;iem jaatbild uz rota&#x13C;as vad&#x12B;t&#x101;ja jaut&#x101;ju�miem. Tikai atbild&#x113;s nedr&#x12B;kst b&#x16B;t v&#x101;rdu �j&#x101;� un �n&#x113;�. Kur� k&#x13C;&#x16B;d&#x101;s, tam no rota&#x13C;as j&#x101;izst&#x101;jas. Kur� notur&#x113;sies visilg&#x101;k?</p><p>Var sp&#x113;l&#x113;t ar&#x12B; cit&#x101;di. Noteikums t&#x101;ds: uz jaut&#x101;�jumu atbild nevis tas, kam vaic&#x101;, bet gan vi&#x146;a kai�mi&#x146;� pa labi.</p><p>Kur� atbild pats par sevi vai laik&#x101; neatbild kai�mi&#x146;a viet&#x101;, tas no sp&#x113;les izst&#x101;jas.</p></section><section><title><p>RAIBIE ST&#x100;STI</p></title><p>�&#x12B; ir &#x13C;oti jautra spele. Tikai j&#x101;prot labi fantaz&#x113;t.</p><p>Vad&#x12B;t&#x101;js nosauc �etrus piecus lietv&#x101;rdus, bet otrs (vai vair&#x101;ki) rota&#x13C;as dal&#x12B;bnieks izveido sav�starp&#x113;ji saist&#x12B;tus teikumus vai nelielu st&#x101;sti&#x146;u, kur&#x101; bez �iem lietv&#x101;rdiem citu lietv&#x101;rdu nav. Pie�m&#x113;ram.</p><p>�Televizors, piens, atsl&#x113;ga, iela.�</p><p>�Vakar, kad skat&#x12B;jos televizoru, es p&#x113;k�&#x146;i atcer&#x113;�jos, ka, braucot p&#x113;c piena, esmu pazaud&#x113;jis atsl&#x113;gu. Vajadz&#x113;s to mekl&#x113;t vai ar&#x12B; pajaut&#x101;t, vai k&#x101;ds to uz ielas nav atradis.�</p></section><section><title><p>JAUTR&#x100;S STUNDAS</p></title><p>T&#x101;s, protams, nav &#x12B;stas m&#x101;c&#x12B;bu stundas. Bet �a�j&#x101;s �sp&#x113;&#x13C;u stund&#x101;s� uzvar tie, kas uzman&#x12B;gi klau-</p><p>siju sies skolot&#x101;j&#x101; st&#x101;st&#x12B;jumu stundas un kas bla�kus m&#x101;c&#x12B;bu gr&#x101;mat&#x101;m lasa ar&#x12B; citas gr&#x101;matas.</p></section><section><title><p>&#x122;EOGR&#x100;FIJAS STUNDA</p></title><p>Sp&#x113;les dal&#x12B;bnieki sadal&#x101;s div&#x101;s grup&#x101;s. Pirm&#x101; grupa nosauc alfab&#x113;ta burtu, bet otra divu min&#x16B;�u laik&#x101; sauc &#x123;eogr&#x101;fiskus nosaukumus, kas s&#x101;kas ar �o burtu. Par katru nosaukumu �ai grupai ieskaita</p><p>1 punktu. Kad divas mi�n&#x16B;tes pag&#x101;ju�as, pirm&#x101;s grupas dal&#x12B;bnieki nosauc v&#x113;l nemin&#x113;tos nosauku�mus. �ai grupai par katru nosaukumu ieskaita 3 punktus. Tad grupas mai�n&#x101;s lom&#x101;m.</p><p>Uzvar t&#x101; grupa, kura ieg&#x16B;st vair&#x101;k punktu.</p></section><section><title><p>BIOLO&#x122;IJAS STUNDA</p></title><image l:href="#29"/><p>Rota&#x13C;as dal&#x12B;bnieki sast&#x101;jas vai sas&#x113;�as apl&#x12B;. Ro�ta&#x13C;ai vajadz&#x12B;ga maz&#x101; bumbi&#x146;a vai k&#x101;ds cits neliels priek�mets (piem&#x113;ram, mezgl&#x101; sasiets lakats). Bumbi&#x146;u dal&#x12B;bnieki met cits citam, tai pa�&#x101; laik&#x101; izsaucot vienu no �etriem v&#x101;rdiem: �zeme�, �&#x16B;dens�, �uguns�, �gaiss�. Tam, kuram bumbi&#x146;a tiek mesta, ta j&#x101;notver un &#x101;tri j&#x101;nosauc k&#x101;ds dz&#x12B;v�nieks, ja teikts �zeme�, putns, ja teikts �gaiss�, zivs, ja teikts �&#x16B;dens�. Uz saucienu �uguns!� sp&#x113;�les dal&#x12B;bniekiem klus&#x113;jot j&#x101;piece&#x13C;as un j&#x101;aps&#x113;�as, ja rota&#x13C;a notiek visiem s&#x113;�ot. P&#x113;c tam bumbi&#x146;a j&#x101;met n&#x101;kamajam. Ja visi st&#x101;v, klus&#x113;jot j&#x101;apgrie�as ri&#x146;&#x137;&#x12B; un tad j&#x101;met bumbi&#x146;a talak. Vienreiz min&#x113;tos no�saukumus nedr&#x12B;kst nosaukt otrreiz. Tas, kur� k&#x13C;&#x16B;�d&#x101;s vai ar&#x12B; dom&#x101; parak ilgi, no sp&#x113;les tiek izsl&#x113;gts.</p></section><section><title><p>LITERAT&#x16A;RAS STUNDA</p></title><p>�&#x12B; rota&#x13C;a ir &#x13C;oti jautra. V&#x113;lams, lai taj&#x101; pieda�l&#x12B;tos ne maz&#x101;k par 5 vai 6 b&#x113;rniem. Visi rota&#x13C;as da�l&#x12B;bnieki s&#x113;� rind&#x101;. Vad&#x12B;t&#x101;js iziet aiz durv&#x12B;m un gaida, kam&#x113;r vi&#x146;u pasauks. Pa �o laiku p&#x101;r&#x113;jie izv&#x113;las k&#x101;du labi paz&#x12B;stamu dzejoli. Dzejo&#x13C;a rindi&#x146;u pirmos v&#x101;rdus sadala p&#x113;c k&#x101;rtas visiem s&#x113;do�a�jiem. Katram � viens v&#x101;rds. Tad pasauc vad&#x12B;t&#x101;ju, un vi&#x146;� katram rota&#x13C;as dal&#x12B;bniekam uzdod pa vie�nam jaut&#x101;jumam. Uz jaut&#x101;jumu j&#x101;atbild t&#x101;, lai atbild&#x113; oblig&#x101;ti b&#x16B;tu iek&#x13C;auts attiec&#x12B;gais v&#x101;rds no dzejol&#x12B;�a.</p><p>Ja rota&#x13C;as vad&#x12B;t&#x101;js nevar dzejoli atmin&#x113;t, vi&#x146;am j&#x101;iet lauk&#x101; v&#x113;lreiz. Ja atmin, sp&#x113;li vada tas, kuram tika uzdots p&#x113;d&#x113;jais jaut&#x101;jums.</p></section><section><title><p>VEIKLAIS MATEM&#x100;TI&#x136;IS</p></title><p>Rota&#x13C;u var organiz&#x113;t, ja taj&#x101; piedal&#x101;s 20 b&#x113;rnu.</p><p>Rota&#x13C;ai sagatavo divus komplektus kartona �etr�st&#x16B;ru (20X15 cm), uz kuriem ar plak&#x101;tu z&#x12B;mu&#x13C;iem div&#x101;s da�&#x101;d&#x101;s kr&#x101;s&#x101;s uzraksta skait&#x13C;us no 0 l&#x12B;dz 9. B&#x113;rni sadal&#x101;s div&#x101;s komand&#x101;s. Katra komanda no�st&#x101;jas rind&#x101; 4�6 so&#x13C;u att&#x101;lum&#x101; viena no otras. Va�d&#x12B;t&#x101;js izdala b&#x113;rniem kartona �etrst&#x16B;rus ar skait�&#x13C;iem. Vien&#x101; laukuma gal&#x101; novelk l&#x12B;niju. Rota&#x13C;as vad&#x12B;t&#x101;js nost&#x101;j&#x101;s otr&#x101; gal&#x101; starp komand&#x101;m ar seju pret novilkto l&#x12B;niju un sauc da�&#x101;d&#x101; sec&#x12B;b&#x101; skait&#x13C;us no 1 l&#x12B;dz 1000 (piem&#x113;ram, 1; 3; 15; 178; 904) vai ar&#x12B; da�&#x101;das aritm&#x113;tiskas darb&#x12B;bas (pie�m&#x113;ram, 17 + 5; 9X8; 285-11; 81:9).</p><p>Kad nosaukts skaitlis vai aritm&#x113;tiska darb&#x12B;ba, katram komandas dal&#x12B;bniekam t&#x101; dom&#x101;s j&#x101;atri�sina, un tiem b&#x113;rniem, kuriem ir skait&#x13C;i, ar kuriem var sast&#x101;d&#x12B;t nosaukt&#x101; uzdevuma atrisin&#x101;jumu, j&#x101;�skrien aiz novilkt&#x101;s l&#x12B;nijas un j&#x101;nost&#x101;jas t&#x101;d&#x101; se�c&#x12B;b&#x101;, lai komandu p&#x101;r&#x113;jie dal&#x12B;bnieki var pareizi nolas&#x12B;t uzdevuma atrisin&#x101;jumu.</p><p>T&#x101;, piem&#x113;ram, ja ir nosaukts skaitlis 624, aiz l&#x12B;nijas pareiz&#x101; sec&#x12B;b&#x101; nost&#x101;jas tie rota&#x13C;as dal&#x12B;b�nieki, kuriem ir skait&#x13C;i 6, 2 un 4, bet, nosaucot aritm&#x113;tisku darb&#x12B;bu 57�12, aiz l&#x12B;nijas nost&#x101;jas dal&#x12B;bnieki ar skait&#x13C;iem 4 un 5.</p><p>Kura komanda &#x101;tr&#x101;k un pareizi veikusi uzde�vumu, t&#x101; ieg&#x16B;st 1 punktu. Rota&#x13C;as beig&#x101;s saskaita katras komandas ieg&#x16B;tos punktus. Uzvar t&#x101; ko�manda, kurai vair&#x101;k punktu.</p><p>Iev&#x113;ro! Pirms rota&#x13C;as s&#x101;k�anas vad&#x12B;t&#x101;jam j&#x101;�sagatavo nosaucamie skait&#x13C;i un aritm&#x113;tisk&#x101;s dar�b&#x12B;bas. J&#x101;atceras, ka skait&#x13C;u un aritm&#x113;tisko darb&#x12B;bu atrisin&#x101;jumu sast&#x101;d&#x12B;�anai un par&#x101;d&#x12B;�anai katras komandas r&#x12B;c&#x12B;b&#x101; ir tikai pa vienam skaitlim no 0 l&#x12B;dz 9. T&#x101;d&#x113;&#x13C; nedr&#x12B;kst nosaukt skait&#x13C;us, k&#x101; ar&#x12B; t&#x101;dus uzdevumus, kuru atrisin&#x101;jum&#x101; ir vair&#x101;ki vie�n&#x101;di cipari, piem&#x113;ram: 11; 22; 33; 100.</p><p>Ja rota&#x13C;&#x101; piedal&#x101;s ar&#x12B; maz&#x101;ki b&#x113;rni, tad uzdevu�miem j&#x101;b&#x16B;t vienk&#x101;r�iem, lai vigi sp&#x113;tu tos atrisin&#x101;t.</p><p>Organiz&#x113;jot rota&#x13C;u telp&#x101;s, t&#x101;s dal&#x12B;bnieki var s&#x113;d&#x113;t uz kr&#x113;sliem vai soliem.</p></section><section><title><p>PIECPADSMIT</p></title><p>Rota&#x13C;u var organiz&#x113;t ne vien telp&#x101;s, bet ari pa�galm&#x101; vai p&#x101;rg&#x101;jien&#x101; atp&#x16B;tas br&#x12B;d&#x12B;.</p><p>Rota&#x13C;ai vajadz&#x12B;gi 15 s&#x12B;ki priek�meti, piem&#x113;ram, dambretes kauli&#x146;i, akmenti&#x146;i vai �iekuri. Priek��metus saliek rindi&#x146;&#x101; uz galda vai mauri&#x146;&#x101;. Sacen�s&#x12B;b&#x101; piedal&#x101;s divi dal&#x12B;bnieki, p&#x101;r&#x113;jie ir skat&#x12B;t&#x101;ji. Dal&#x12B;bnieki vienojas, kur� no vi&#x146;iem pirmais uzs&#x101;ks sacens&#x12B;bu. Pirmais pa&#x146;em da�us priek�metus (dr&#x12B;kst &#x146;emt vienu, divus vai tr&#x12B;s) un noliek mal&#x101;. Tad &#x146;em otrais dal&#x12B;bnieks un atkal pa&#x146;emtos priek��metus noliek nost. Atkal &#x146;em pirmais un atkal ot�rais, un t&#x101; visu laiku, kam&#x113;r vienam no vi&#x146;iem atli�cis p&#x113;d&#x113;jais priek�mets. Priek�meti j&#x101;&#x146;em ar t&#x101;du apr&#x113;&#x137;inu, lai pa�am neb&#x16B;tu j&#x101;&#x146;em p&#x113;d&#x113;jais. Kuram atlicis p&#x113;d&#x113;jais priek�mets, tas zaud&#x113;.</p></section><section><title><p>KOSMONAUTI TREN&#x112;JAS</p></title><p>B&#x113;rniem &#x13C;oti patik atdarin&#x101;t da�&#x101;dus kosmo�nautu treni&#x146;us. Ar&#x12B; �&#x12B; rota&#x13C;a-sacens&#x12B;ba ir viens no t&#x101;diem treni&#x146;u veidiem. Ta izkopj &#x101;tras orient&#x113;�a�n&#x101;s sp&#x113;jas un att&#x12B;sta uzman&#x12B;bu un atjaut&#x12B;bu.</p><p>Sacens&#x12B;bai j&#x101;izgatavo liels plak&#x101;ts. Uz t&#x101; jaukt&#x101; k&#x101;rt&#x12B;b&#x101; izvietoti da�&#x101;da lieluma skait&#x13C;i no 1 l&#x12B;dz 50 (sk. priek�lapu!). Sacens&#x12B;b&#x101; var piedal&#x12B;ties divi vai ar&#x12B; vair&#x101;ki dal&#x12B;bnieki. Uzdevums ir ar r&#x101;d&#x101;mo koci&#x146;u par&#x101;d&#x12B;t skait&#x13C;us p&#x113;c k&#x101;rtas (1, 2, 3, 4, 5 utt.) un ska&#x13C;i nosaukt katru skaitli. Sacens&#x12B;b&#x101; uzvar tas dal&#x12B;bnieks, kur� &#x12B;s&#x101;k&#x101; laik&#x101; veic uzdevumu.</p></section><section><title><p>PROTI KLUS&#x112;T!</p></title><p>Rota&#x13C;u var organiz&#x113;t telp&#x101;s, pagalm&#x101;, kur ir da�&#x101;di priek�meti, vai me�&#x101;, kur ir ar&#x12B; nelieli koki.</p><p>Rota&#x13C;as vad&#x12B;tajs izraug&#x101;s k&#x101;du nelielu priek��metu, kuru viegli atcer&#x113;ties un at�&#x137;irt no citiem (piem&#x113;ram, mazu bumbi&#x146;u, nelielu rota&#x13C;lietu, svil�p&#x12B;ti u. c.), un par&#x101;da to p&#x101;r&#x113;jiem dal&#x12B;bniekiem, kas nost&#x101;ju�ies vien&#x101; rind&#x101;. Tad vad&#x12B;t&#x101;js �o priek��metu, citiem neredzot, noliek viet&#x101;, kur to gr&#x16B;ti pa�man&#x12B;t (ne augst&#x101;k par acu augstumu). P&#x113;c at&#x13C;au�jas mekl&#x113;t katrs rota&#x13C;as dal&#x12B;bnieks cen�as atrast priek�metu. Ieraudz&#x12B;jis to, vi&#x146;� aiziet pie rota&#x13C;as vad&#x12B;t&#x101;ja (sl&#x113;p&#x113;ja) un klusi pasaka, kur priek�mets</p><p>atrodas. Ja vad&#x12B;t&#x101;js to apstiprina, atrad&#x113;js dr&#x12B;kst aps&#x113;sties iepriek� nor&#x101;d&#x12B;t&#x101; viet&#x101;. Rota&#x13C;a beidzas, kad visi vai liel&#x101;k&#x101; da&#x13C;a dal&#x12B;bnieku priek�metu ir atradu�i.</p><p>Iev&#x113;ro! Rota&#x13C;a ir interesanta tikai tad, ja t&#x101;s dal&#x12B;bnieki prot klus&#x113;t un cits citam neatkl&#x101;j no�sl&#x113;pumu.</p><image l:href="#30"/><p>Priek�mets j&#x101;cen�as pasl&#x113;pt p&#x113;c iesp&#x113;jas maz&#x101;k uzkr&#x12B;to�&#x101; viet&#x101;. Da�reiz pat labi redzam&#x101; viet&#x101; no�liktu priek�metu gr&#x16B;ti atrast.</p></section><section><title><p>VEIKLAIS PAV&#x100;RS</p></title><p>Divi vai tr&#x12B;s rota&#x13C;as dal&#x12B;bnieki nost&#x101;jas vien&#x101; l&#x12B;nij&#x101;. P&#x113;c sign&#x101;la rota&#x13C;as dal&#x12B;bnieki virz&#x101;s uz priek�u, liekot p&#x113;du aiz p&#x113;das, nosauc da�&#x101;dus &#x113;dienus, piem&#x113;�ram, kartupe&#x13C;u zupa, k&#x101;postu zupa, klimpu zupa, c&#x16B;kas cepetis, mannas uzputenis u. c. Uzvar tas dal&#x12B;bnieks, kur� nosaucis vis�vair&#x101;k &#x113;dienu un aizg&#x101;jis vis�t&#x101;l&#x101;k.</p><p>L&#x12B;dz&#x12B;gi var organiz&#x113;t rota&#x13C;as �Veiklais d&#x101;rznieks�, �Veiklais zvejnieks�, �Veiklais p&#x101;rdev&#x113;js� u. c.</p><p>Iev&#x113;ro! Rota&#x13C;&#x101; j&#x101;b&#x16B;t komi�sijai, kas raug&#x101;s, lai t&#x101;s dal&#x12B;b-</p><p>nieki atk&#x101;rtoti nenosauktu vienu un to pa�u &#x113;dienu.</p><p>Rota&#x13C;as dal&#x12B;bnieki var ar&#x12B; s&#x113;d&#x113;t pie galda, uz kura kaudz&#x12B;t&#x113; salikti s&#x12B;ki priek�meti (z&#x12B;les, kas�ta&#x146;i, �iekuri). Katrs dal&#x12B;bnieks, &#x146;emdams vienu priek�metu no kaudz&#x12B;tes, nosauc k&#x101;du &#x113;dienu, &#x146;emdams otru priek�metu, nosauc otru &#x113;dienu utt. Uzvar tas sp&#x113;l&#x113;t&#x101;js, kur� pa&#x146;&#x113;mis vair&#x101;k priek��metu.</p><p>J&#x101;raug&#x101;s, lai rota&#x13C;as dal&#x12B;bnieki &#x146;emtu tikai pa vienam priek�metam.</p></section><section><title><p>ATCERiES K&#x100;RT&#x12A;BU!</p></title><p>�ai sacens&#x12B;bu rota&#x13C;&#x101; piedalas �etri dal&#x12B;bnieki. Ja b&#x113;rnu ir vair&#x101;k, tiem j&#x101;sadal&#x101;s grup&#x101;s pa �etri.</p><p>Katr&#x101; �etriniek&#x101; tr&#x12B;s dal&#x12B;bnieki sacen�as prasm&#x113; atcer&#x113;ties v&#x101;rdus p&#x113;c k&#x101;rtas, bet ceturtais ir tiesne�sis. Tiesnesim,vajadz&#x12B;gs pap&#x12B;rs un z&#x12B;mulis.</p><p>Uzs&#x101;kot sacens&#x12B;bu, tiesnesis savas grupas trij�niekam uzdod k&#x101;du tematu, piem&#x113;ram, nosaukt da�&#x101;das pils&#x113;tas, dz&#x12B;vniekus vai augus.</p><p>Pie&#x146;emsim, ka j&#x101;nosauc pils&#x113;tas. Tad sacens&#x12B;ba norit apm&#x113;ram �&#x101;di: pirmais nosauc, piem&#x113;ram, Maskava. Tiesnesis �o v&#x101;rdu ieraksta sav&#x101; lapi&#x146;&#x101;. Otrs dal&#x12B;bnieks atk&#x101;rto teikto un nosauc v&#x113;l vienu pils&#x113;tu: Maskava, R&#x12B;ga. Tre�ais bez �&#x12B;m div&#x101;m � vel vienu: Maskava, R&#x12B;ga, &#x13B;e&#x146;ingrada.</p><p>Katru jaunu v&#x101;rdu tiesnesis pieraksta. Sacen�</p><p>s&#x12B;bu atkal turpina pirmais dal&#x12B;bnieks un nosauc � Maskava, R&#x12B;ga, &#x13B;e&#x146;ingrada, Minska.</p><p>S&#x101;kum&#x101; v&#x101;rdu k&#x101;rt&#x12B;bu atcer&#x113;ties viegli, bet, jo t&#x101;l&#x101;k, jo gr&#x16B;t&#x101;k to patur&#x113;t pr&#x101;t&#x101;. Tiesnesis uz�mana, lai visus v&#x101;rdus nosauktu noteiktaj&#x101; k&#x101;r�t&#x12B;b&#x101;, un, tikl&#x12B;dz k&#x101;dam samis&#x113;jas, tam j&#x101;izst&#x101;jas no sacens&#x12B;bas. Sacens&#x12B;bu turpina paliku�ie divi dal&#x12B;bnieki.</p><p>Uzvar tas rota&#x13C;as dal&#x12B;bnieks, kur� ne reizi nav k&#x13C;&#x16B;d&#x12B;jies. Ja rota&#x13C;&#x101; piedal&#x12B;ju�&#x101;s vair&#x101;kas grupas, tad nosl&#x113;gum&#x101; v&#x113;lreiz sacen�as visu �o grupu uz�var&#x113;t&#x101;ji. Uzvar&#x113;t&#x101;js k&#x13C;&#x16B;st par �&#x12B;s rota&#x13C;as �empionu.</p></section><section><title><p>NESAJAUK�U</p></title><p>Rota&#x13C;as dal&#x12B;bnieki katrs p&#x113;c k&#x101;rtas m&#x113;&#x123;ina iz�skait&#x12B;t l&#x12B;dz tr&#x12B;sdesmit. Tas nav tik vienk&#x101;r�i izdar&#x101;ms, jo j&#x101;skaita vienm&#x113;r&#x12B;gi, neapst&#x101;joties. Skaitot nedr&#x12B;kst nosaukt skait&#x13C;us, kuros ir trijnieks, pie�m&#x113;ram, 3, 13, 23, 30, k&#x101; ar&#x12B; tos, kas dal&#x101;s ar tr&#x12B;s, piem&#x113;ram, 6, 9, 12.</p><p>�o skait&#x13C;u viet&#x101; j&#x101;saka �nesajauk�u�. T&#x101;tad j&#x101;�skaita t&#x101;: �viens, divi, nesajauk�u, �etri, pieci, ne�sajauk�u, septi&#x146;i, asto&#x146;i, nesajauk�u, desmit, vien�padsmit, nesajauk�u, nesajauk�u, �etrpadsmit, ne�sajauk�u� utt.</p><p>129</p><p>Parasti pirmo reizi skaitot, nevienam neizdodas izskait&#x12B;t l&#x12B;dz tr&#x12B;sdesmit, t&#x101;d&#x113;&#x13C; rota&#x13C;a j&#x101;atk&#x101;rto vai�r&#x101;kas reizes. Kuram pirmajam izdodas izskait&#x12B;t bez k&#x13C;&#x16B;d&#x12B;�an&#x101;s, tas ir rota&#x13C;&#x101; uzvar&#x113;jis.</p><p>9 � 1831</p></section><section><title><p>ATCEROS SAVU V&#x100;RDU</p></title><p>�&#x12B; rotaja ir l&#x12B;dz&#x12B;ga iepriek�&#x113;jai.</p><p>Rota&#x13C;&#x101; piedal&#x101;s desmit dal&#x12B;bnieku. Tie nost&#x101;jas ierind&#x101; iepret&#x12B; p&#x101;r&#x113;jiem b&#x113;rniem � skat&#x12B;t&#x101;jiem.</p><p>P&#x113;c rota&#x13C;as vad&#x12B;t&#x101;ja komandas ierindas dal&#x12B;b�nieki s&#x101;k skait&#x12B;t no 1 l&#x12B;dz 30. P&#x113;c k&#x101;rtas katrs saka n&#x101;kamo skaitli. Nedr&#x12B;kst nosaukt 3, skait&#x13C;us, ku�ros ir 3, k&#x101; ar&#x12B; tos, kuri da&#x13C;as ar 3. �o skait&#x13C;u viet&#x101; j&#x101;pasaka savs v&#x101;rds. Piem&#x113;ram: �Viens, divi, K&#x101;r�lis, �etri, pieci, Maija�. Kad desmitais nosaucis savu skaitli, t&#x101;l&#x101;k skait&#x12B;t turpina atkal tas, kur� st&#x101;v ierind&#x101; pirmais. Un t&#x101; visi p&#x113;c k&#x101;rtas, kam&#x113;r izskaita l&#x12B;dz 30. Rota&#x13C;as dal&#x12B;bnieki bie�i k&#x13C;&#x16B;d&#x101;sun reiz&#x113;m patiesi aizmirst pateikt savu v&#x101;rdu. Katrs, kur� k&#x13C;&#x16B;d&#x12B;jies, izst&#x101;jas no rota&#x13C;as. Ikreiz, kad k&#x101;ds izst&#x101;jies, ierindas dal&#x12B;bnieki san&#x101;k cie�&#x101;k kop&#x101; un atkal s&#x101;k skait&#x12B;t no s&#x101;kuma, vienm&#x113;r s&#x101;�kot ar pirmo, kur� st&#x101;v ierindas s&#x101;kum&#x101;. Sp&#x113;l&#x113; tik ilgi, kam&#x113;r paliek tikai viens dal&#x12B;bnieks, kur� ne reizi nav k&#x13C;&#x16B;d&#x12B;jies. Vi&#x146;� ir ar&#x12B; uzvar&#x113;jis sacens&#x12B;b&#x101;.</p></section><section><title><p>PAM&#x112;&#x122;INI UZMIN&#x112;T!</p></title><p>Rota&#x13C;as vad&#x12B;t&#x101;js uz br&#x12B;di iziet no istabas. P&#x101;r&#x113;jie t&#x101;s dal&#x12B;bnieki pa to laiku norun&#x101;, k&#x101;ds priek�mets vi&#x146;am b&#x16B;s j&#x101;uzmin.</p><p>Sas&#x113;du�ies apl&#x12B;, rota&#x13C;as dal&#x12B;bnieki aicina vad&#x12B;�t&#x101;ju atpaka&#x13C;. Vi&#x146;� apstaig&#x101; visus p&#x113;c k&#x101;rtas un jaut&#x101;, k&#x101;ds izskat&#x101;s priek�mets. Katrs no dahbnie-</p><p>kiem nosauc k&#x101;du �&#x101; priek�meta &#x12B;pa�&#x12B;bu � apa&#x13C;�, dzeltens, sk&#x101;bs utt. Rota&#x13C;as vad&#x12B;t&#x101;js tik ilgi jaut&#x101;, kam&#x113;r uzmin, ka tas ir citrons. Tad vi&#x146;� izraug&#x101;s sav&#x101; viet&#x101; k&#x101;du citu no b&#x113;rniem. Sp&#x113;l&#x113;t&#x101;ji iedom&#x101;�jas citu priek�metu, un rota&#x13C;a turpin&#x101;s.</p><p>Gad&#x12B;jum&#x101;, ja vad&#x12B;t&#x101;js nevar uzmin&#x113;t, kas tas ir par priek�metu, vi&#x146;am v&#x113;lreiz j&#x101;iziet no istabas lauk&#x101;, un rota&#x13C;as dal&#x12B;bnieki izraug&#x101;s citu priek��metu.</p></section><section><title><p>ATRAD&#x12A;�U</p></title><p>Pirmo reizi par vad&#x12B;t&#x101;ju �aj&#x101; rota&#x13C;&#x101; j&#x101;b&#x16B;t b&#x113;r�nam, kur� zina rota&#x13C;as noteikumus.</p><p>Vad&#x12B;t&#x101;js pasaka rota&#x13C;as dal&#x12B;bniekiem, ka vi&#x146;� uz br&#x12B;ti&#x146;u izies no istabas. �aj&#x101; laik&#x101; b&#x113;rni lai izraug&#x101;s sav&#x101; istab&#x101; k&#x101;du priek�metu, un, atpaka&#x13C; ien&#x101;cis, vi&#x146;� katr&#x101; zi&#x146;&#x101; to atrad&#x12B;s. P&#x113;c tam vi&#x146;� iziet no istabas.</p><p>Kad rota&#x13C;as dal&#x12B;bnieki vienoju�ies, kur� priek��mets j&#x101;mekl&#x113;, vi&#x146;i aicina vad&#x12B;t&#x101;ju atpaka&#x13C;.</p><p>Ien&#x101;cis istab&#x101;, vi&#x146;� saka: �Es jums uzdo�u jau�t&#x101;jumus, uz kuriem jums j&#x101;atbild vai nu �j&#x101;�, vai �n&#x113;�.�</p><p>Lai viegl&#x101;k var&#x113;tu priek�metu atrast, vad&#x12B;t&#x101;js vispirms par&#x101;da, ka vi&#x146;� it k&#x101; p&#x101;rdala istabu uz pus&#x113;m. P&#x113;c tam, r&#x101;d&#x12B;dams uz vienu no istabas pu�s&#x113;m, vi&#x146;� jaut&#x101;: �Vai �aj&#x101; pus&#x113;?� Ja priek�mets tur atrodas, tad rota&#x13C;as dal&#x12B;bnieki kop&#x12B;gi apstiprina: �J&#x101;!� Ja nor&#x101;d&#x12B;taj&#x101; pus&#x113; priek�meta nav, tad visi</p><p>saka: �N&#x113;!� T&#x101; rota&#x13C;as vad&#x12B;t&#x101;js to pusi, kur&#x101; priek�mets atrodas, atkal dala uz pus&#x113;m un atkal uzdod jaut&#x101;jumu. Un nu jau palikusi tikai viena ceturt&#x101; da&#x13C;a istabas, kur&#x101; priek�mets mekl&#x113;jams. Ja mekl&#x113;t&#x101;jam liekas, ka vi&#x146;� ir uzg&#x101;jis iedom&#x101;to priek�metu, vi&#x146;� dr&#x12B;kst jaut&#x101;t, vai tas ir mekl&#x113;ja�mais priek�mets. Ja b&#x113;rni atbild noraido�i, tad vi&#x146;� turpina arvien s&#x12B;k&#x101;k sadal&#x12B;t telpu, kam&#x113;r iedom&#x101;to priek�metu atrod.</p><image l:href="#31"/><p>�&#x101;di telpu sadalot arvien s&#x12B;k&#x101;k&#x101;s da&#x13C;&#x101;s, var at�rast &#x13C;oti mazus, pat neiev&#x113;rojamus priek�metus. Rota&#x13C;u atk&#x101;rtojot, par vad&#x12B;t&#x101;ju var iet kur� katrs no t&#x101;s dal&#x12B;bniekiem.</p></section><section><title><p>MILZIS UN PUNDUR&#x12A;TIS</p></title><p>B&#x113;rni sastajas apl&#x12B;. No sava vidus vi&#x146;i izraugas rota&#x13C;as vad&#x12B;t&#x101;ju. Rota&#x13C;as vad&#x12B;t&#x101;js izn&#x101;k ap&#x13C;a vid&#x16B;</p><p>un izpilda da�&#x101;das kust&#x12B;�bas, teikdams �milzis� vai �pundur&#x12B;tis�. Ja vad&#x12B;t&#x101;js, teikdams �milzis�, r&#x101;da kaut ko lielu, platu, augstu un, sac&#x12B;dams �pundur&#x12B;tis�, r&#x101;da kaut ko mazu, s&#x12B;ku, zemu, apl&#x12B; st&#x101;vo�ajiem ro�ta&#x13C;as dal&#x12B;bniekiem kust&#x12B;bas j&#x101;atk&#x101;rto. Ja vad&#x12B;t&#x101;js, izru�n&#x101;dams v&#x101;rdu �milzis�, r&#x101;da kaut ko mazu, zemu,</p><p>s&#x12B;ku vai, teikdams �pundur&#x12B;tis�, r&#x101;da lielu, platu, augstu, tad kust&#x12B;bas nav j&#x101;atk&#x101;rto.</p><p>Rota&#x13C;as dal&#x12B;bnieks, kur� ir neuzman&#x12B;gs un k&#x13C;&#x16B;�d&#x101;s, n&#x101;k vid&#x16B; vad&#x12B;t&#x101;ja viet&#x101;.</p></section><section><title><p>KUR� PIESK&#x100;R&#x100;S!</p></title><p>Rota&#x13C;as dal&#x12B;bnieki nost&#x101;j&#x101;s apl&#x12B; cits pie cita. Viens no vi&#x146;iem iziet vidu. Apl&#x12B; st&#x101;vo�ie b&#x113;rni labo delnu atbalsta pret labo vaigu, ar kreiso roku bal�sta labo elkoni. Ap&#x13C;a vidu st&#x101;vo�ais aizver acis, ap�grie�as vienreiz apk&#x101;rt un apst&#x101;jas (acis neatver). K&#x101;ds no rota&#x13C;as dal&#x12B;bniekiem pieskaras vi&#x146;am pie pleca un &#x101;tri ie&#x146;em s&#x101;kuma st&#x101;vokli. Vid&#x16B; st&#x101;vo��ais, sajutis piesk&#x101;rienu, atver acis un min, kur� vi&#x146;am pieskaries. Ja izdodas atmin&#x113;t � vain&#x12B;gais nak vidu un k&#x13C;&#x16B;st par min&#x113;t&#x101;ju.</p><p>Lai gr&#x16B;t&#x101;k b&#x16B;tu uzmin&#x113;t, kur� no dal&#x12B;bniekiem piesk&#x101;ries, ar&#x12B; p&#x101;r&#x113;jie b&#x113;rni �ai laik&#x101; sakustas.</p></section><section><title><p>P&#x112;C&#x12A;T, P&#x12A;KSTI!</p></title><p>Rota&#x13C;as dal&#x12B;bnieki izveido apli. Vad&#x12B;t&#x101;jam aiz�sien acis, un vi&#x146;� nost&#x101;jas ap&#x13C;a vid&#x16B;. Rota&#x13C;as s&#x101;�kum&#x101; t&#x101;s dal&#x12B;bnieki nedaudz paso&#x13C;o pa labi vai pa kreisi pa apli un apst&#x101;jas. Kad vi&#x146;i ir apst&#x101;ju�ies, rota&#x13C;as vad&#x12B;t&#x101;js iet uz priek�u un, sataust&#x12B;jis k&#x101;du sev priek�&#x101;, viegli ar pirkstu pieskaras vi&#x146;am un saka: �P&#x113;c&#x12B;t, p&#x12B;ksti!� Uzrun&#x101;tais, p&#x101;rv&#x113;r�ot balsi, p&#x12B;kst. Vad&#x12B;t&#x101;js cen�as p&#x113;c balss uzmin&#x113;t, kur� no rot&#x101;j&#x101;s dal&#x12B;bniekiem ir p&#x12B;kst&#x113;t&#x101;js. Ja vi&#x146;� uzmin, kur� ir p&#x12B;kst&#x113;jis, dal&#x12B;bnieki main&#x101;s lom&#x101;m.</p><p>Ja vad&#x12B;t&#x101;jam neizdodas labi saklaus&#x12B;t p&#x12B;kst&#x113;t&#x101;ju, vi&#x146;� l&#x16B;dz �P&#x113;ter&#x12B;tim� p&#x12B;kst&#x113;�anu atk&#x101;rtot. Vi&#x146;� dr&#x12B;kst min&#x113;t tr&#x12B;s reizes. Ja vad&#x12B;t&#x101;jam neiz�dodas uzmin&#x113;t, kur� no rota&#x13C;as dal&#x12B;bniekiem ir p&#x12B;k�st&#x113;jis, vi&#x146;� paliek apl&#x12B;, un rota&#x13C;a s&#x101;kas no jauna.</p><p>Iev&#x113;ro! Acu aizsie�anai lieto lakati&#x146;u, bet t&#x101; iek�pus&#x113; katrreiz j&#x101;ieliek t&#x12B;rs marles saites gaba�li&#x146;�, lign&#x12B;ns vai m&#x12B;ksta salvete.</p><p>i</p></section><section><title><p>KLUSAIS CIEMI&#x145;�</p></title><p>Rota&#x13C;as dal&#x12B;bnieki sas&#x113;�as apl&#x12B; (uz kr&#x113;sliem). Vienu vai vair&#x101;kus no dal&#x12B;bniekiem izv&#x113;las par klu�sajiem ciemi&#x146;iem, vienu � par rota&#x13C;as vad&#x12B;t&#x101;ju. Apl&#x12B; s&#x113;do�ie p&#x113;c vad&#x12B;t&#x101;ja nor&#x101;d&#x12B;juma aizver acis un noliec galvu. Tagad ciemos dodas �klusais cie�mi&#x146;��. Ciemi&#x146;� p&#x113;c iesp&#x113;jas klusi iet apk&#x101;rt aplim un cen�as neman&#x101;mi k&#x101;dam no dal&#x12B;bniekiem no�st&#x101;ties aiz muguras. Tad vad&#x12B;t&#x101;js jaut&#x101;: �Kur� no jums dom&#x101;, ka pie vi&#x146;a ieradies ciemi&#x146;�?� Neatve�rot acis, rota&#x13C;as dal&#x12B;bnieki, kuri saklaus&#x12B;ju�i vai dom&#x101;, ka aiz vi&#x146;iem nost&#x101;jies ciemi&#x146;�, pace&#x13C; rokas.</p><p>P&#x113;c vad&#x12B;t&#x101;ja nor&#x101;d&#x12B;juma vi&#x146;i atver acis. Tie, kuri uzmin&#x113;ju�i, ka pie vi&#x146;iem ieradies ciemi&#x146;�, main&#x101;s lom&#x101;m, un rota&#x13C;u atk&#x101;rto.</p><p>Iev&#x113;ro! Acis nedr&#x12B;kst aizkl&#x101;t ar rok&#x101;m, jo t&#x101;s ne katru reizi ir pietiekami t&#x12B;ras.</p><p>J&#x101;atg&#x101;dina rota&#x13C;as dal&#x12B;bniekiem, ka vi&#x146;iem j&#x101;b&#x16B;t god&#x12B;giem un nedr&#x12B;kst slepus skat&#x12B;ties, vai ciemi&#x146;� ieradies vai ne.</p><p>Rota&#x13C;as laik&#x101; vi&#x146;iem j&#x101;izturas klusi, jo troksn&#x12B; kluso ciemi&#x146;u neizdosies saklaus&#x12B;t.</p></section><section><title><p>S&#x112;DUS BRAUKT UZ R&#x12A;GU</p></title><p>Rota&#x13C;as dal&#x12B;bnieki sast&#x101;jas apl&#x12B; t&#x101;, lai var&#x113;tu uzlikt elko&#x146;os saliektas rokas priek�&#x101; st&#x101;vo�ajam uz pleciem (att&#x101;lumiem starp dal&#x12B;bniekiem j&#x101;b&#x16B;t vien&#x101;diem). �&#x101;d&#x101; st&#x101;vokl&#x12B; l&#x113;ni saliecot ce&#x13C;us un muguru turot taisni, katrs rota&#x13C;as dal&#x12B;bnieks aps&#x113;��as uz aizmugur&#x113; eso�&#x101; kaimi&#x146;a ce&#x13C;iem. Ja visi pa�reizi nost&#x101;ju�ies, tad s&#x113;d&#x113;s sl&#x113;gt&#x101; apl&#x12B; cits citam uz ce&#x13C;iem.</p><p>P&#x113;c komandas �So&#x13C;os mar�!� visi p&#x101;rce&#x13C; k&#x101;ju, kas atrodas ap&#x13C;a mal&#x101; par 3�4 cm uz priek�u. K&#x101;ju, kas atrodas ap&#x13C;a iek�pus&#x113;, p&#x101;rce&#x13C; tikai par 1 cm. T&#x101; rota&#x13C;as dal&#x12B;bnieki pamaz&#x101;m virz&#x101;s pa apli uz priek�u � s&#x113;dus brauc uz R&#x12B;gu.</p></section><section><title><p>AICIN&#x100;JUMS UZ DEJU</p></title><p>�ai rota&#x13C;ai v&#x113;lams m&#x16B;zikas pavad&#x12B;jums. Rota&#x13C;as dal&#x12B;bnieki s&#x113;� apl&#x12B; katrs uz sava kr&#x113;sla. Vad&#x12B;t&#x101;js st&#x101;v ap&#x13C;a vid&#x16B;. Atskanot polkai, vi&#x146;� uzliek rokas</p><p>uz gurniem un dejojot virz&#x101;s pa apli. P&#x113;c br&#x12B;ti&#x146;a vi&#x146;� ap�st&#x101;jas pie k&#x101;da no dal&#x12B;bnie�kiem un uzaicina vi&#x146;u uz de�ju. Aicin&#x101;jums notiek mazliet neparast&#x101; veid&#x101;. Vad&#x12B;t&#x101;js iz�pilda k&#x101;clu kust&#x12B;bu, piem&#x113;�ram, sasit plaukstas � tas ir uzaicin&#x101;jums uz deju. Uzaici�n&#x101;tais, to pie&#x146;emot, ar&#x12B;. sasit plaukstas un seko rota&#x13C;as va�d&#x12B;t&#x101;jam.</p><p>Dejojot vi&#x146;i pieiet pie tre�&#x101; dal&#x12B;bnieka un ar k&#x101;du citu kust&#x12B;bu, piem&#x113;ram, pa�&#x16B;pojot galvu, uz�aicina vi&#x146;u uz deju. Trijat&#x101; uzl&#x16B;dz ceturto, �et�rat&#x101; � piekto utt. Dejot&#x101;ju virkn&#x12B;te top arvien ga�r&#x101;ka un virz&#x101;s aiz vad&#x12B;t&#x101;ja pa apli no dal&#x12B;bnieka pie dal&#x12B;bnieka. Negaidot muzi&#x137;a apklust. �ai br&#x12B;d&#x12B; visi dejot&#x101;ji izkl&#x12B;st un steidzas ie&#x146;emt br&#x12B;vos s&#x113;�dek&#x13C;us. Kur� palicis bez vietas, k&#x13C;&#x16B;st par vad&#x12B;t&#x101;ju, un rota&#x13C;a turpin&#x101;s. Uzaicinot rota&#x13C;as dal&#x12B;bniekus uz deju, arvien j&#x101;izdom&#x101; citas kust&#x12B;bas. B&#x113;rni, kuri dejo aiz vad&#x12B;t&#x101;ja, atdarina visas t&#x101;s kust&#x12B;bas, ko vi&#x146;� izpilda.</p><image l:href="#32"/><p>Ja nav m&#x16B;zikas, apl&#x12B; s&#x113;do�ie dal&#x12B;bnieki var dzie�d&#x101;t k&#x101;du visiem paz&#x12B;stamu dziesmu, kuras laik&#x101; vaditajs dejo vai so&#x13C;o pa apli. Partraukuma sig�n&#x101;lu dod k&#x101;ds no dal&#x12B;bniekiem, sasitot plaukstas.</p></section><section><title><p>NUMURI MAIN&#x100;S</p></title><p>Rota&#x13C;as dal&#x12B;bnieki aps&#x113;�as uz kr&#x113;sliem apl&#x12B;. Vienu no vi&#x146;iem izvirza par vad&#x12B;t&#x101;ju. Vi&#x146;� ap�staig&#x101; visus rota&#x13C;as dal&#x12B;bniekus un izskaita tos p&#x113;c k&#x101;rtas, likdams katram atcer&#x113;ties savu nu�muru. Vi&#x146;am pa�am ir p&#x113;d&#x113;jais k&#x101;rtas numurs.</p><p>P&#x113;c tam, st&#x101;vot ap&#x13C;a vidu, vad&#x12B;t&#x101;js izsauc divus, tr&#x12B;s vai �etrus numurus, piem&#x113;ram, ceturtais, sept&#x12B;�tais un astotais. Izsauktie steidz&#x12B;gi main&#x101;s viet&#x101;m. Ar&#x12B; rota&#x13C;as vad&#x12B;t&#x101;js cen�as ie&#x146;emt k&#x101;du no br&#x12B;va�j&#x101;m viet&#x101;m. Ja vi&#x146;am tas izdodas, tad par vad&#x12B;t&#x101;ju k&#x13C;&#x16B;st tas rota&#x13C;as dal&#x12B;bnieks, kur� palicis bez vietas. Ja vad&#x12B;t&#x101;jam neizdodas ieg&#x16B;t br&#x12B;vo vietu, vi&#x146;� tur�pina saukt tik ilgi, kam&#x113;r pag&#x16B;st aps&#x113;sties.</p><p>Rota&#x13C;u var atk&#x101;rtot vair&#x101;kas reizes. Lai rota&#x13C;a k&#x13C;&#x16B;tu v&#x113;l rait&#x101;ka, vad&#x12B;t&#x101;js var ari saukt: �Visi nu�muri main&#x101;s!� Tad visiem j&#x101;main&#x101;s viet&#x101;m. Visu rota&#x13C;as laiku dal&#x12B;bnieku numuri paliektie pa�i.</p></section><section><title><p>ROKAS</p></title><p>Rota&#x13C;as dal&#x12B;bnieki s&#x113;� vai st&#x101;v apl&#x12B;. Vad&#x12B;t&#x101;js, staig&#x101;jot pa ap&#x13C;a vidu, apst&#x101;jas pie k&#x101;da un, no�r&#x101;dot uz vi&#x146;u, saka: �Rokas!� Pie �&#x12B; v&#x101;rda dal&#x12B;b�nieks, uz kuru nor&#x101;d&#x12B;ts, paliek mier&#x12B;gi s&#x113;�ot, bet vi&#x146;a kaimi&#x146;iem tai laik&#x101; j&#x101;pace&#x13C; viena roka. B&#x113;rns, kas s&#x113;� vi&#x146;am labaj&#x101; pus&#x113;, pace&#x13C; labo roku, bet tas, kas s&#x113;� kreisaj&#x101; pus&#x113;, � kreiso roku. Kur� k&#x13C;&#x16B;d&#x12B;damies pace&#x13C; nepareizo roku vai nemaz ne-</p><p>pace|, tas nomaina vad&#x12B;t&#x101;ju. Ja nejau�i pace&#x13C; roku tas rota&#x13C;as dal&#x12B;bnieks, uz kuru tiek nor&#x101;d&#x12B;ts, tad vi&#x146;� nomaina vad&#x12B;taju. Ja k&#x13C;&#x16B;d&#x101;s reiz&#x113; divi dal&#x12B;b�nieki, tad rota&#x13C;as vad&#x12B;t&#x101;js izv&#x113;las sav&#x101; viet&#x101; vienu no vi&#x146;iem.</p><p>Ja rota&#x13C;&#x101; piedal&#x101;s liels skaits dal&#x12B;bnieku, var no�z&#x12B;m&#x113;t 2�4 b&#x113;rnus par vad&#x12B;t&#x101;jiem.</p></section><section><title><p>DOSIMIES CE&#x13B;OJUM&#x100;</p></title><p>Uzs&#x101;kot �o rota&#x13C;u, dal&#x12B;bnieki aps&#x113;�as apl&#x12B; un k&#x101;ds no vi&#x146;iem uzs&#x101;k ce&#x13C;ojumu ar v&#x101;rdiem: �Es</p><p>dodos ce&#x13C;ojum&#x101;. L&#x12B;dzi &#x146;emu mugursomu.� N&#x101;kamais rota�&#x13C;as dal&#x12B;bnieks, kur� s&#x113;� vi&#x146;am blakus, atk&#x101;rto �o teikumu un pieliek kl&#x101;t v&#x113;l k&#x101;da priek�meta nosaukumu, kas b&#x16B;tu &#x146;emams l&#x12B;dzi ce&#x13C;ojum&#x101;. Piem&#x113;ram: �Es dodos ce&#x13C;ojum&#x101;. L&#x12B;dzi &#x146;emu mugursomu un fotoapar&#x101;�tu.�</p><image l:href="#33"/><p>Rota&#x13C;as turpin&#x101;jum&#x101; katrs n&#x101;kamais dal&#x12B;bnieks arvien pie�liek vienu v&#x101;rdu kl&#x101;t, pie tam viss iepriek� teiktais j&#x101;atk&#x101;rto. Uzvar tas b&#x113;rns, p&#x113;c kura n&#x101;�kamais dal&#x12B;bnieks vairs nevar nosaukt priek�metu, kur� b&#x16B;tu &#x146;emams l&#x12B;dzi ce&#x13C;ojum&#x101;.</p></section><section><title><p>KAIMI&#x145;I</p></title><p>Rota&#x13C;as dal&#x12B;bnieki s&#x113;� apl&#x12B; pa divi blakus � tie ir kaimi&#x146;i. Starp p&#x101;riem ir nelielas atstarpes. Katrs dal&#x12B;bnieks izv&#x113;las sev k&#x101;da zoolo&#x123;isk&#x101; d&#x101;rza iem&#x12B;t�nieka v&#x101;rdu. P&#x113;c tam vi&#x146;� ska&#x13C;i nosauc, k&#x101;du v&#x101;rdu sev izv&#x113;l&#x113;jies. Blakus s&#x113;� lapsa un vilks, lauva un t&#x12B;&#x123;eris utt.</p><p>Uzs&#x101;kot rota&#x13C;u, viens no dal&#x12B;bniekiem piece&#x13C;as un n&#x101;k uz vidu par vad&#x12B;t&#x101;ju. L&#x12B;dz ar to viena vieta apl&#x12B; k&#x13C;&#x16B;st br&#x12B;va. Kaimi&#x146;�, kuram blakus atbr&#x12B;vo�jusies vieta, t&#x16B;l&#x12B;t izsauc citu kaimi&#x146;u. Izsauktajam nekav&#x113;joties j&#x101;ie&#x146;em �&#x12B; br&#x12B;v&#x101; vieta.</p><p>�o vietu var ie&#x146;emt ar&#x12B; rota&#x13C;as vad&#x12B;t&#x101;js, bet vi&#x146;� to dr&#x12B;kst dar&#x12B;t tikai, kam&#x113;r nav izsaukts cits kai�mi&#x146;�. Ja rota&#x13C;as dal&#x12B;bnieks paguvis izsaukt sev citu kaimi&#x146;u, vad&#x12B;t&#x101;js nedr&#x12B;kst ar vi&#x146;u sacensties skrie�an&#x101;, bet vi&#x146;am steidz&#x12B;gi j&#x101;aps&#x113;�as jaunaj&#x101;, atbr&#x12B;votaj&#x101; viet&#x101;, iekams tur nav izsaukts cits kai�mi&#x146;�.</p></section><section><title><p>FIG&#x16A;RAS</p></title><p>Ja b&#x113;rnu r&#x12B;c&#x12B;b&#x101; ir magnetofons, kur&#x101; ir ieraksti ar da�&#x101;diem so&#x13C;o�anai, skrie�anai, pal&#x113;cieniem vai dejo�anai piem&#x113;rotiem ritmiem, tad rota&#x13C;&#x101; j&#x101;iz�manto �ie ieraksti. Taj&#x101; v&#x113;lams piedal&#x12B;ties ar&#x12B; k&#x101;�dam pieaugu�ajam. Pieaugu�ais pal&#x12B;dz&#x113;s b&#x113;rniem izv&#x113;l&#x113;ties lab&#x101;ko m&#x16B;ziku, varb&#x16B;t kaut ko piem&#x113;�rotu pasp&#x113;l&#x113;s uz klavier&#x113;m.</p><p>Divus vai tr&#x12B;s b&#x113;rnus izvirza v&#x113;rt&#x113;�anas komi�sij&#x101;. Visi p&#x101;r&#x113;jie rota&#x13C;as dal&#x12B;bnieki br&#x12B;vi izvietojas pa telpu. Atskanot m&#x16B;zikai, vi&#x146;i br&#x12B;vi so&#x13C;o vai dejo. Tai apklustot, katrs rota&#x13C;as dal&#x12B;bnieks ie&#x146;em k&#x101;du skaistu pozu. Komisijas locek&#x13C;i nosaka skaist&#x101;ko figuru. B&#x113;rni, kuri izpild&#x12B;ju�i skaist&#x101;k&#x101;s fig&#x16B;ras, k&#x13C;&#x16B;st par v&#x113;rt&#x113;�anas komisiju.</p><p>Tie rota&#x13C;as dal&#x12B;bnieki, kuri vair&#x101;kk&#x101;rt izveido�ju�i skaist&#x101;ko fig&#x16B;ru, apbalvojami ar nelielu balvu.</p><p>Iev&#x113;ro! Ja b&#x113;rnu r&#x12B;c&#x12B;b&#x101; nav magnetofona un nav iesp&#x113;jams pasp&#x113;l&#x113;t uz klavier&#x113;m, var izmantot ar&#x12B; tambur&#x12B;nu vai ritmisku plaukstu si�anu.</p></section><section><title><p>MAIN&#x12A;G&#x100;S IELAS</p></title><p>Rota&#x13C;u var noorganiz&#x113;t, ja taj&#x101; piedal&#x101;s ne ma�z&#x101;k par 16�18 dal&#x12B;bniekiem.</p><p>No dal&#x12B;bnieku vidus izvirza b&#x113;dz&#x113;ju, &#x137;&#x113;r&#x113;ju un rota&#x13C;as vad&#x12B;t&#x101;ju. P&#x101;r&#x113;jie sast&#x101;jas kolonn&#x101; pa �etri. Rind&#x101;s st&#x101;vo�ie rota&#x13C;as dal&#x12B;bnieki sadodas rok&#x101;s, t&#x101; veidojot ielas starp rind&#x101;m. B&#x113;dz&#x113;js nost&#x101;jas ko�lonnas vien&#x101; pus&#x113;, &#x137;&#x113;r&#x113;js � otr&#x101;.</p><p>P&#x113;c rota&#x13C;as vad&#x12B;t&#x101;ja sign&#x101;la &#x137;&#x113;r&#x113;js cen�as no�&#x137;ert b&#x113;dz&#x113;ju. Abi dr&#x12B;kst virz&#x12B;ties tikai pa izveido�taj&#x101;m iel&#x101;m. Ja vad&#x12B;t&#x101;js redz, ka b&#x113;dz&#x113;jam draud briesmas, vi&#x146;� saka: �Hop!� P&#x113;c �&#x12B;s komandas rin�d&#x101;s st&#x101;vo�ie rota&#x13C;as dal&#x12B;bnieki atlai� sadot&#x101;s ro�kas, pagrie�as pa labi un sadodas rok&#x101;s ar blakus st&#x101;vo�ajiem. Izveidojas jaunas ielas.</p><p>Ja &#x137;&#x113;r&#x113;js pan&#x101;k b&#x113;dz&#x113;ju, j&#x101;izraug&#x101;s jauns &#x137;&#x113;r&#x113;js un b&#x113;dz&#x113;js, un rota&#x13C;a turpin&#x101;s.</p><p>Ievero! Gan &#x137;erejs, gan b&#x113;dz&#x113;js dr&#x12B;kst skriet tikai pa iel&#x101;m.</p><p>Ja visi b&#x113;rni rota&#x13C;u labi izpratu�i, komandu �IIop!� var teikt pats b&#x113;dz&#x113;js. L&#x12B;dzko tas mana, ka izb&#x113;gt b&#x16B;s gr&#x16B;ti, b&#x113;dz&#x113;js sauc �IIop!�, un ielas izmain&#x101;s.</p></section><section><title><p>KATRS PIE SAVA KARODZI&#x145;A</p></title><p>Sagatavo 3 vai 4 da�&#x101;du kr&#x101;su karodzi&#x146;us (sar�kanu, zilu, za&#x13C;u utt.). Rota&#x13C;as dal&#x12B;bnieki nost&#x101;jas vien&#x101; rind&#x101; un sadal&#x101;s tik grup&#x101;s, cik ir karodzi&#x146;u. Katra komanda izv&#x113;l komandieri. Komandieri ar karodzi&#x146;iem rok&#x101;s nost&#x101;jas 3�5 so&#x13C;u att&#x101;lum&#x101; no rota&#x13C;as dal&#x12B;bnieku rindas.</p><p>P&#x113;c komandas �Apk&#x101;rt griezties!� visi rinda st&#x101;�vo�ie rota&#x13C;as dal&#x12B;bnieki pagrie�as ar mugur&#x101;m pret karodzi&#x146;iem un aizver acis. Komandieriem ro�ta&#x13C;as vad&#x12B;t&#x101;js ar z&#x12B;m&#x113;m nor&#x101;da samain&#x12B;ties viet&#x101;m.</p><p>P&#x113;c komandas �Katrs pie sava karodzi&#x146;a!� rota�&#x13C;as dal&#x12B;bnieki atver acis, steidzas pie sava karo�dzi&#x146;a un izveido ap to apli. Kura grupa to &#x101;tr&#x101;k veikusi, ta ieg&#x16B;st vienu punktu. Tad rota&#x13C;u atk&#x101;rto. Uzvar t&#x101; komanda, kura vis&#x101; rota&#x13C;&#x101;�an&#x101;s laik&#x101; ieguvusi vair&#x101;k punktu.</p><p>Iev&#x113;ro! Rota&#x13C;as vad&#x12B;t&#x101;jam j&#x101;nost&#x101;jas laukuma vien&#x101; mal&#x101; (nevis vid&#x16B;), lai var&#x113;tu lab&#x101;k p&#x101;rredz&#x113;t visus rota&#x13C;as dal&#x12B;bniekus un pareizak noteikt uz�v&#x101;r&#x113;t&#x101;ju.</p><p>Rota&#x13C;u atk&#x101;rtojot, ne katru reizi j&#x101;liek t&#x101;s dal&#x12B;b�niekiem nost&#x101;ties vien&#x101; l&#x12B;nij&#x101;. B&#x113;rni var palikt tur, kur vi&#x146;i atrad&#x101;s. Cit&#x101; viet&#x101; j&#x101;nost&#x101;jas tikai ko�mandu komandieriem.</p><p>Komandieru mai&#x146;as laik&#x101; rota&#x13C;as dal&#x12B;bniekiem j&#x101;tur acis aizv&#x113;rtas.</p><p>Rota&#x13C;&#x101; karodzi&#x146;u viet&#x101; var izmantot no kr&#x101;saina pap&#x12B;ra izgatavotas cepures, jostas, da�&#x101;du kr&#x101;su balonus vai citus priek�metus. Tad rota&#x13C;ai attiec&#x12B;gi main&#x101;s ar&#x12B; nosaukums.</p></section><section><title><p>PELE TUNEL&#x12A;</p></title><p>�ai rota&#x13C;ai vajadz&#x12B;ga maza bumbi&#x146;a, neliela plastmasas rota&#x13C;lieta, smil�u maisi&#x146;� vai cits ne�liels priek�mets � �pele�.</p><p>Rota&#x13C;as dal&#x12B;bnieki sas&#x113;�as cie�&#x101; apl&#x12B; (ja dal&#x12B;b�nieku nedaudz � 6 vai 7, tad tie var izvietoties br&#x12B;v&#x101;k) un, pievelkot sev kl&#x101;t ce&#x13C;os saliektas k&#x101;jas, izveido tuneli. Vienam no vi&#x146;iem iedod peli. &#x136;&#x113;�r&#x113;js nost&#x101;jas ap&#x13C;a vid&#x16B;. Vi&#x146;� aizver acis un apgrie��as vienu vai divas reizes apk&#x101;rt. P&#x113;c sign&#x101;la �Ro�ta&#x13C;u s&#x101;kt!� apl&#x12B; s&#x113;do�ie dal&#x12B;bnieki padod peli uz vienu vai otru pusi. Apl&#x12B; st&#x101;vo�ajam &#x137;&#x113;r&#x113;jam j&#x101;�seko vi&#x146;u roku kust&#x12B;b&#x101;m un j&#x101;cen�as peli no&#x137;ert, t. i., pieskarties s&#x113;do�ajam rota&#x13C;as dal&#x12B;bniekam taj&#x101; br&#x12B;d&#x12B;, kad vi&#x146;am rok&#x101;s ir pele. Ja tas izdodas, dal&#x12B;bnieki main&#x101;s lom&#x101;m.</p><p>Iev&#x113;ro! Rota&#x13C;a ir interesant&#x101;ka un peli ir gr&#x16B;tak no&#x137;ert tad, ja visi dal&#x12B;bnieki atdarina peles pa�do�anas kust&#x12B;bas.</p><p>&#x136;&#x113;r&#x113;ja piesk&#x101;rienam j&#x101;b&#x16B;t vieglam, nedr&#x12B;kst sist.</p><p>Ja &#x137;&#x113;r&#x113;js k&#x13C;&#x16B;d&#x12B;jies, s&#x113;do�ais dal&#x12B;bnieks par&#x101;da tuk�as rokas, un rota&#x13C;a turpin&#x101;s.</p><p>Ja &#x137;&#x113;r&#x113;jam ilg&#x101;ku laiku neizdodas peli no&#x137;ert, vi&#x146;� j&#x101;nomaina.</p></section><section><title><p>UZK&#x100;P UZ AUKLAS!</p></title><p>Vienam no rota&#x13C;as dal&#x12B;bniekiem rok&#x101;s 2�3 m gara aukla. Velkot auklu pa gr&#x12B;du, vi&#x146;� cen�as to kustin&#x101;t t&#x101;, lai uz t&#x101;s gala nevar&#x113;tu uzk&#x101;pt tie da�l&#x12B;bnieki, kuri ir bez auklas. Cik reizes rota&#x13C;as da�l&#x12B;bnieki 1 min&#x16B;tes laik&#x101; uzk&#x101;pj uz auklas, tik soda punktu ieg&#x16B;st t&#x101;s tur&#x113;t&#x101;js. P&#x113;c tam auklu sa&#x146;em n&#x101;kamais dal&#x12B;bnieks. Uzvar tas rota&#x13C;as dal&#x12B;bnieks, kuram ir vismaz&#x101;k soda punktu.</p><p>Iev&#x113;ro! Lai sag&#x101;d&#x101;tu auklas tur&#x113;t&#x101;jam soda punktu, uz auklas nav j&#x101;st&#x101;v, pietiek ar k&#x101;jas p&#x113;du pieskarties auklai.</p></section><section><title><p>TR&#x100;PI PA KLU&#x122;&#x12A;�IEM!</p></title><p>Nepiecie�amais invent&#x101;rs � gorodku v&#x101;l&#x12B;te un 4�6 klu&#x123;&#x12B;�i.</p><p>Uz gr&#x12B;das novelk divas paral&#x113;las l&#x12B;nijas 4�6 m att&#x101;lum&#x101; vienu no otras. Rota]as dal&#x12B;bnieks ar v&#x101;�l&#x12B;ti nost&#x101;j&#x101;s aiz vienas l&#x12B;nijas. Aiz otras l&#x12B;nijas no�likti gorodku klu&#x123;&#x12B;�i ar 30 cm lielu atstarpi, veido�jot vienk&#x101;r�&#x101;k&#x101;s fig&#x16B;ras.</p><p>Rota&#x13C;as dal&#x12B;bnieki pa vienam pien&#x101;k pie s&#x101;kuma l&#x12B;nijas un cen�as, rnetot v&#x101;l&#x12B;ti, tr&#x101;p&#x12B;t pa klu&#x123;&#x12B;�iem. Par katru tr&#x101;p&#x12B;jumu 1 punkts. Uzvar tas dal&#x12B;b�nieks, kuram vair&#x101;k punktu.</p></section><section><title><p>KR&#x12A;TO�&#x100; N&#x16A;JA</p></title><p>Nepiecie�amais invent&#x101;rs 1. variantam� 1 n&#x16B;ja, 2. variantam � n&#x16B;jas atbilsto�i rota&#x13C;as dal&#x12B;bnieku skaitam.</p><p>1. variants</p><p>Rota&#x13C;as dal&#x12B;bnieki sast&#x101;jas apl&#x12B;, vad&#x12B;t&#x101;js nost&#x101;�jas ap&#x13C;a vid&#x16B; un, nolicis nuju perpendikul&#x101;ri pret gr&#x12B;du, to viegli pietur ar pirkstu. Pace&#x13C;ot roku, vi&#x146;� nosauc k&#x101;du no apl&#x12B; st&#x101;vo�ajiem dal&#x12B;bnie�kiem. Nosauktajam j&#x101;steidzas satvert n&#x16B;ju, pirms t&#x101; g&#x101;zdam&#x101;s piesk&#x101;rusies zemei. Ja tas izdodas, izsauktais atgrie�as sav&#x101; viet&#x101; un vad&#x12B;t&#x101;js izsauc n&#x101;kamo.</p><p>Ja izsauktajam neizdodas n&#x16B;ju no&#x137;ert un t&#x101; no�g&#x101;�as zem&#x113;, rota&#x13C;as dal&#x12B;bnieki apmain&#x101;s lom&#x101;m.</p><p>Iev&#x113;ro! Nedr&#x12B;kst n&#x16B;ju t&#x12B;�&#x101;m pag&#x101;zt, lai t&#x101; &#x101;tr&#x101;k nokristu zem&#x113;.</p><p>Nedr&#x12B;kst kav&#x113;t rota&#x13C;as dal&#x12B;bnieku, kur� steidzas sa&#x137;ert n&#x16B;ju.</p><p>2. variants</p><p>Rota&#x13C;as dal&#x12B;bnieki sast&#x101;jas apl&#x12B; ar n&#x16B;j&#x101;m rok&#x101;s. Atstarpes starp vi&#x146;iem � 2 so&#x13C;i. Atbalst&#x12B;ju�i n&#x16B;jas pret zemi, vi&#x146;i pietur tas ar vienu pirkstu labaj&#x101; puse br&#x12B;vi izstieptas rokas att&#x101;lum&#x101; no sevis.</p><p>P&#x113;c rota&#x13C;as vad&#x12B;t&#x101;ja komandas �hop!� visi dal&#x12B;b�nieki palai� n&#x16B;jas va&#x13C;&#x101; un cen�as no&#x137;ert kreisaj&#x101; pus&#x113; st&#x101;vo�&#x101; kaimi&#x146;a nuju, pirms t&#x101; nog&#x101;�as zem&#x113;. Ja tas izdodas, vi&#x146;i izl&#x12B;dzina atstarpes, pie�tur no&#x137;erto n&#x16B;ju un uzman&#x12B;gi gaida nakamo �hop!�. No rota&#x13C;as izst&#x101;jas tic dal&#x12B;bnieki, kuri ne�pasp&#x113;ja no&#x137;ert sava kaimi&#x146;a n&#x16B;ju. Uzvar tie rota�&#x13C;as dal&#x12B;bnieki, kuri paliek apl&#x12B; p&#x113;d&#x113;jie.</p><p>Iev&#x113;ro! Ar katra dal&#x12B;bnieka izst&#x101;�anos ap&#x13C;a izm&#x113;ri j&#x101;samazina. Ja ir p&#x101;r&#x101;k lielas atstarpes starp rota&#x13C;as dal&#x12B;bniekiem, tie nesp&#x113;j n&#x16B;ju satvert.</p></section><section><title><p>KURS META BUMBU!</p></title><p>Rota&#x13C;ai nepiecie�ama viegla bumba vai k&#x101;da m&#x12B;ksta rota&#x13C;lieta me�anai.</p><p>Rota&#x13C;as dal&#x12B;bnieki sast&#x101;jas pusapl&#x12B;. 3�4 so&#x13C;u att&#x101;lum&#x101; no vi&#x146;iem ar muguru pret b&#x113;rniem no�st&#x101;jas min&#x113;t&#x101;js ar aizv&#x113;rt&#x101;m ac&#x12B;m. Viens no pus�apl&#x12B; st&#x101;vo�ajiem rota&#x13C;as dal&#x12B;bniekiem met vieglo bumbu, cenzdamies tr&#x101;p&#x12B;t vi&#x146;am ne augst&#x101;k par jostas vietu. Sajutis piesk&#x101;rienu, min&#x113;t&#x101;js apgrie�as un cen�as uzmin&#x113;t, kur� metis bumbu. Ja tas izdo�das, rota&#x13C;as dal&#x12B;bnieki apmain&#x101;s lom&#x101;m.</p></section><section><title><p>SARG&#x100; V&#x100;RTUS!</p></title><p>Izmantojamais invent&#x101;rs � liel&#x101; bumba vai pludmales bumba.</p><p>Rota&#x13C;as dal&#x12B;bnieki, turot rokas aiz muguras, sast&#x101;jas apli plata �&#x101;k&#x13C;staja t&#x101;, lai blakus eso�o b&#x113;rnu p&#x113;das saskartos. Rota&#x13C;as vad&#x12B;t&#x101;js iziet ap&#x13C;a vid&#x16B;. Tam rok&#x101;s liel&#x101; bumba.</p><p>Rota&#x13C;as vad&#x12B;t&#x101;ja uzdevums ir veikli izripin&#x101;t bumbu starp k&#x101;da dal&#x12B;bnieka k&#x101;j&#x101;m � �v&#x101;rtiem�. Rota&#x13C;as dal&#x12B;bnieki bumbu nedr&#x12B;kst atsist ar rok&#x101;m, bet tie bumbu no v&#x101;rtiem atvaira, uz mirkli ie&#x146;e�mot pamatst&#x101;ju (k&#x101;jas kopa).</p><p>Rota&#x13C;as dal&#x12B;bniekam, kuram caur v&#x101;rtiem izripo�jusi bumba, j&#x101;k&#x13C;&#x16B;st par vad&#x12B;t&#x101;ju. Ja bumba izripo no ap&#x13C;a, tad p&#x113;c bumbas iet tas dal&#x12B;bnieks, kuram gar labo pusi t&#x101; izripojusi.</p></section><section><title><p>LAI SKAN BALSIS UN DIMD SO&#x13B;I! LATVIE�U ROTA&#x13B;AS AR DZIED&#x100;�ANU </p></title><image l:href="#34"/><p>R&#x12A;GA DIMD!</p><p>.</p><image l:href="#35"/><p>2. Tai meiti&#x146;ai p&#x16B;ru kala, 3. T&#x113;vabr&#x101;lis p&#x16B;ru kala, Kam trej&#x101;di b&#x101;leli&#x146;', M&#x101;tesbr&#x101;lis atsl&#x113;dzi&#x146;', Aijaja, trallal&#x101;, Aijaja, trallala,</p><p>Kam trej&#x101;di b&#x101;leli&#x146;'. M&#x101;tesbr&#x101;lis atsl&#x113;dzi&#x146;'.</p><p>4. Vi&#x146;as pa�as &#x12B;stais br&#x101;lis Zelta v&#x101;ku kaldin&#x101;j', Aijaj&#x101;, trallal&#x101;, Zelta v&#x101;ku kaldin&#x101;j'.</p><p>Sakuma st&#x101;voklis. Rota&#x13C;as dal&#x12B;bnieki sast&#x101;jas apl&#x12B; ar seju pret centru t&#x101;, lai z&#x113;nam pie lab&#x101;s ro�kas st&#x101;v&#x113;tu meitene.</p><p>Rota&#x13C;as norise. Dziedot �R&#x12B;ga dimd, R&#x12B;ga dimd, Kas to R&#x12B;gu dimdinaj'?�, dal&#x12B;bnieki g&#x101;jien&#x101; so&#x13C;iem (s&#x101;kot ar labo k&#x101;ju) virzas pa dejas ce&#x13C;u.</p><p>Dziedot �Aijaja�, z&#x113;ni pagrie�as ar seju dejas ce&#x13C;a virzien&#x101;, meitenes � pret&#x113;ja virzien&#x101; un ar diviem g&#x101;jiena so&#x13C;iem iet viens otram gar&#x101;m ar labo plecu uz priek�u � z&#x113;ni pa ap&#x13C;a iek�pusi, mei�tenes pa &#x101;rpusi. Izdarot pirmo soli, vi&#x146;i sasit labo roku plaukstas.</p><p>Dziedot �trallal&#x101;�, z&#x113;ni un meitenes ar diviem so&#x13C;iem iet viens otram gar&#x101;m ar kreiso plecu uz priek�u � z&#x113;ni pa ap&#x13C;a &#x101;rpusi, meitenes pa iek��pusi. Izdarot pirmo soli, vi&#x146;i sasit kreiso roku plaukstas.</p><p>Dziesmas turpin&#x101;jum&#x101; z&#x113;ni arvien iet uz priek�u pa dejas ce&#x13C;u, meitenes � pret&#x113;j&#x101; virzien&#x101;, l&#x12B;dz sa�stopas tie pa�i p&#x101;ri, k&#x101;di bija rota&#x13C;as s&#x101;kum&#x101;.</p><p>Dziesmas divas p&#x113;d&#x113;j&#x101;s rindi&#x146;as atkarto p&#x113;c vaja�dz&#x12B;bas. Ja, p&#x101;riem sastopoties, melodija v&#x113;l nav iz�dzied&#x101;ta, tad katrs p&#x101;ris, sadevies rok&#x101;s, grie�as l&#x12B;dz dziesmas beig&#x101;m. Tad rota&#x13C;u s&#x101;k no jauna.</p><p>Va r i a nts. Ja rota&#x13C;&#x101; piedal&#x101;s daudz b&#x113;rnu, tad, lai t&#x101; nek&#x13C;&#x16B;tu garlaic&#x12B;ga, vair&#x101;kk&#x101;rt atk&#x101;rtojot divas p&#x113;d&#x113;j&#x101;s rindi&#x146;as, t&#x101;s var dzied&#x101;t tikai divas reizes. T&#x101;d&#x101; gad&#x12B;jum&#x101; p&#x101;r&#x12B; sastapsies cits z&#x113;ns un cita meitene. Tikai j&#x101;iev&#x113;ro, lai z&#x113;nam p&#x101;r&#x12B; b&#x16B;tu t&#x101; meitene, kas vi&#x146;am st&#x101;v pie lab&#x101;s rokas.</p><p>Rota&#x13C;a att&#x12B;sta ritina izj&#x16B;tu.</p></section><section><title><p>KRAUKL&#x12A;T'S S&#x112;� OZOL&#x100;</p></title><image l:href="#36"/><p>2.�� Vai, kraukl&#x12B;t, tu redz&#x113;j', Kur aizveda m&#x16B;s' m&#x101;si&#x146;'? Raitairidi, raitairidi,</p><p>Kur aizveda m&#x16B;s' m&#x101;si&#x146;'?</p><p>3.�� P&#x101;r purviem, p&#x101;r me�iem, P&#x101;r smalkajiem kr&#x16B;mi&#x146;iem, Raitairidi, raitairidi,</p><p>P&#x101;r smalkajiem kr&#x16B;mi&#x146;iem.</p><p>4.�� Tur aizved' m&#x16B;s' m&#x101;si&#x146;' Uz bag&#x101;to Kurzem&#x12B;t', Raitairidi, raitairidi,</p><p>Uz bag&#x101;to Kurzem&#x12B;t'.</p><p>S&#x101;kuma st&#x101;voklis. Z&#x101;les vai laukuma vid&#x16B; z&#x113;ni nost&#x101;jas neliel&#x101; apl&#x12B; cits aiz cita ar seju dejas ce&#x13C;a virziena, kreiso roku uzliek priek�&#x113;jam uz kreis&#x101; pleca, labo roku � uz gurna (z&#x12B;m.).</p><p>Meitenes uzliek rokas uz gurniem un izveido &#x101;r&#x113;jo apli ar seju pret&#x113;j&#x101; virzien&#x101;.</p><p>Rota&#x13C;as norise. Dziedot �Kraukl&#x12B;t's s&#x113;� ozol&#x101;, Zelta kokles roci&#x146;&#x101;�, z&#x113;ni so&#x13C;o de�jas ce&#x13C;a virzien&#x101;, meite�nes � pret&#x113;j&#x101; virzien&#x101;.</p><image l:href="#37"/><p>Dziedot �Raitairidi, rai�tairidi, Zelta kokles roci&#x146;&#x101;�, z&#x113;ni teci&#x146;us so&#x13C;iem skrien pie tuv&#x101;k st&#x101;vo�aj&#x101;m meite�n&#x113;m un grie�as ar vi&#x146;&#x101;m,</p><p>sadevu�ies labo roku elko&#x146;os. Kreiso roku uzliek uz gurna. Piedzied&#x101;jumu atk&#x101;rtojot, vi&#x146;i grie�as, sa�devu�ies kreisajos elko&#x146;os.</p><p>N&#x101;kamo pantu dziedot, vid&#x16B; iet meitenes. Vi&#x146;as nost&#x101;jas iek�&#x113;j&#x101; apl&#x12B; cita aiz citas ar seju dejas ce&#x13C;am pretej&#x101; virzien&#x101; un uzliek labo roku priek�&#x101; st&#x101;vo�ajai meitenei uz lab&#x101; pleca (kreiso roku � uz gurna). Tagad pa dejas ce&#x13C;u so&#x13C;o &#x101;r&#x113;jais (z&#x113;nu) aplis. Dziedot p&#x113;d&#x113;j&#x101;s divas rindi&#x146;as, meitenes grie�as ar z&#x113;niem, vispirms sadevu�ies kreiso roku elko&#x146;os, tad labo roku elko&#x146;os.</p><p>Z&#x113;nu aplis vienm&#x113;r iet dejas ce&#x13C;a virzien&#x101;, mei�te&#x146;u � pret&#x113;j&#x101; virzien&#x101;.</p><p>T&#x101;d&#x101; veid&#x101; noris visa rota&#x13C;a.</p></section><section><title><p>ST&#x100;STI M&#x410;NIM, DAUGAVI&#x145;A!</p></title><image l:href="#38"/><image l:href="#39"/><p>2.� Daugav' balta putodama, O�u laivu vizina; Meiti&#x146;', laiv&#x101; s&#x113;d&#x113;dama, Villainites balina, Tradirall&#x101;, tradirall&#x101;, Villainites balina.</p><p>3.�� Gaujas mal&#x101;, dzi&#x13C;&#x101; lej&#x101;, Sarkanbaltas rozes zied; Tur meiti&#x146;a ko�a sej&#x101; L&#x12B;godama cauri iet, Tradirall&#x101;, tradirall&#x101;, L&#x12B;godama cauri iet.</p><p>4.� Brauc ar dievu, daugaviete, O�a laiv&#x101; s&#x113;d&#x113;dam',</p><p>Pini kro&#x146;us, gaujmaliete, Pu&#x137;es kl&#x113;p&#x12B; n&#x113;s&#x101;dam'! Tradirall&#x101;, tradirall&#x101;, Pu&#x137;es kl&#x113;p&#x12B; n&#x113;s&#x101;dam'!</p><p>5.� Man pa�am (i) Laimes m&#x101;te L&#x12B;gavi&#x146;u audzina;</p><p>Lauka m&#x101;te, Me�a m&#x101;te Tai p&#x16B;ri&#x146;u darina,</p><p>Tradirall&#x101;, tradiralla, Tai p&#x16B;ri&#x146;u darina.</p><p>Sls rota&#x13C;as tekstu sacer&#x113;j'is Andrejs Pumpurs sav&#x101; jau�n&#x12B;b&#x101;. Vi&#x146;� uzaicin&#x101;ts uz k&#x101;d&#x101;m k&#x101;z&#x101;m. Naudas k&#x101;zu d&#x101;vanai nebijis. Lai neb&#x16B;tu j&#x101;iet bez d&#x101;vanas, A. Pum�purs uzrakst&#x12B;jis �o dzejoli. K&#x101;zu viesiem tas tik &#x13C;oti iepa�ticies, ka t&#x16B;li&#x146; sacer&#x113;ju�i ar&#x12B; melodiju un rota&#x13C;as izpild&#x12B;�jumu. T&#x101;da �&#x12B; rota&#x13C;a uzglab&#x101;jusies lidz m&#x16B;su dien&#x101;m.</p><p>S&#x101;kuma st&#x101;voklis. Dal&#x12B;bnieki sastajas pa p&#x101;riem (z&#x113;nam meitene pie lab&#x101;s rokas), sadodas rok&#x101;s un izveido apli.</p><p>Rota&#x13C;as norise. Dziedot</p><p>St&#x101;sti manim, Daugavi&#x146;a, Gauja, jel neciet (i) klus': Kur aug mana l&#x12B;gavi&#x146;a, Vai t&#x101; dr&#x12B;z jau liela b&#x16B;s? � visi iet g&#x101;jiena so&#x13C;iem apl&#x12B; pa labi.</p><p>Dziedot �Tradiralla, tradirall&#x101;, Vai t&#x101; dr&#x12B;z jau liela b&#x16B;s?�, veido viju � p&#x101;ra z&#x113;ns un meitene pa�grie�as ar seju viens pret otru, sadodas labajos elko&#x146;os vai ar&#x12B; tikai plaukst&#x101;s un ar trim g&#x101;jiena so&#x13C;iem iet viens otram gar&#x101;m: meitenes pa &#x101;rpusi dejas ce&#x13C;am pret&#x113;j&#x101; virzien&#x101;, z&#x113;ni � pa iek�pusi dejas ce&#x13C;a virzien&#x101;. Ar n&#x101;kamo rota&#x13C;as dal&#x12B;bnieku sadodas kreisaj&#x101;s rok&#x101;s, un meitenes iet pa iek��pusi, z&#x113;ni � pa &#x101;rpusi. T&#x101; main&#x101;s, l&#x12B;dz katrs p&#x101;ris atkal san&#x101;k kop&#x101;. Ja panti&#x146;� v&#x113;l nav nodzied&#x101;ts, tad katrs p&#x101;ris, sadevies rok&#x101;s, apgrie�as.</p><p>Dziedot n&#x101;kamos panti&#x146;us, rota&#x13C;as norise atk&#x101;r�tojas.</p></section><section><title><p>LAKST&#x12A;GALA KRONI PINA</p></title><image l:href="#40"/><p>2.�� Ne man miega, ne darbi&#x146;a, Lakst&#x12B;galu klausoties, Raitairidira, rairidi rallal&#x101;, Lakst&#x12B;galu klausoties.</p><p>3.�� M&#x101;te mani r&#x101;tin r&#x101;ja, Ka es liela dzied&#x101;t&#x101;j', Raitairidira, rairidi rallal&#x101;, Ka es liela dzied&#x101;t&#x101;j'.</p><p>4.�� T&#x101;, m&#x101;mi&#x146;a, tava vaina, Ka es liela dzied&#x101;t&#x101;j',</p><p>Raitairidira, rairidi rallal&#x101;, Ka es liela dzied&#x101;t&#x101;j'.</p><p>2.�� Kam tu k&#x101;ri �&#x16B;pul&#x12B;ti, Kur dzied&#x101;ja lakst&#x12B;gal'? Raitairidir&#x101;, rairidi rallal&#x101;, Kur dzied&#x101;ja lakst&#x12B;gal'?</p><p>3.�� Ne man miega, ne darbi&#x146;a, Lakst&#x12B;galu klausoties, Raitairidir&#x101;, rairidi rallal&#x101;, Lakst&#x12B;galu klausoties.</p><p>S&#x101;kuma st&#x101;voklis. Rota|as pamat&#x101; g&#x101;jiena solis. Dal&#x12B;bnieki pa p&#x101;riem sast&#x101;jas apl&#x12B; un sadodas rok&#x101;s.</p><p>Rota&#x13C;as norise. Dziedot �Lakst&#x12B;gala kroni pina Man&#x101; ro�u d&#x101;rzi&#x146;&#x101;�, visi rota&#x13C;as dal&#x12B;bnieki iet g&#x101;�jiena so&#x13C;iem (s&#x101;k ar labo k&#x101;ju) apl&#x12B; dejas ce&#x13C;a virzien&#x101;.</p><p>Dziedot �Raitairidir&#x101;, rairidi rallal&#x101;�, katrs p&#x101;�ris nodal&#x101;s atsevi�&#x137;i, pagrie�as ar seju dejas ce&#x13C;a virzien&#x101;, sadot&#x101;s rokas izstiepj uz priek�u, br&#x12B;v&#x101;s rokas uzliek uz gurniem un g&#x101;jiena so&#x13C;iem iet pa dejas ce&#x13C;u.</p><p>Atk&#x101;rtojot �Man&#x101; ro�u d&#x101;rzi&#x146;&#x101;�, z&#x113;ns un mei�tene pagrie�as viens pret otru un, sadevu�ies labo roku elko&#x146;os, apgrie�as t&#x101;, lai meitene b&#x16B;tu z&#x113;nam pie kreis&#x101;s rokas, un atkal visi kop&#x101; izveido apli.</p><p>Dziedot turpm&#x101;kos panti&#x146;us, darb&#x12B;bu atk&#x101;rto, tikai z&#x113;ns katra panti&#x146;a beigas p&#x101;riet vienu vietu t&#x101;l&#x101;k pie n&#x101;kam&#x101;s meitenes.</p></section><section><title><p>PADZIEDI, MAZPUTNI&#x145;!</p></title><p>M&#x113;reni.</p><image l:href="#41"/><p>ie le c(i) kr&#x16B; mi p&#x101;, t&#x101; to vo m&#x101; jo.</p><p>2.�� � Ci-�i-�i, z&#x12B;l&#x12B;te, kur tavi b&#x113;rni?</p><p>���� Augstaj&#x101; kalni&#x146;&#x101;, liepi&#x146;as gal&#x101;. (2 reizes)</p><p>3.�� � Z&#x12B;l&#x12B;te, �ub&#x12B;te, kas vi&#x146;us aukl&#x113;?</p><p>��� Vejmate �&#x16B;poja, v&#x113;jm&#x101;te aukl&#x113;j'. (2 reizes)</p><p>4.�� � V&#x113;jm&#x101;te �&#x16B;poja, v&#x113;jm&#x101;te aukl&#x113;j'.</p><p>Pried&#x12B;te, egl&#x12B;te � tas pal&#x12B;goja. <emphasis>(2</emphasis> reizes)</p><p>S&#x101;kuma st&#x101;voklis. Atkar&#x12B;b&#x101; no dal&#x12B;bnieku dau�dzuma, b&#x113;rni pa 4�6 sadodas rok&#x101;s un izveido vair&#x101;kas �ligzdi&#x146;as�. Ligzdi&#x146;as izk&#x101;rtojas pa visu z&#x101;li vien&#x101;d&#x101; att&#x101;lum&#x101; cita no citas. Da�i dal&#x12B;bnieki paliek z&#x101;les centr&#x101; � tie ir putni&#x146;i.</p><p>Rota&#x13C;as norise. Dziedot �Padziedi, mazputni&#x146;, pavl�ero�, rota&#x13C;as dal&#x12B;bnieki, kas veido ligzdi&#x146;as, sadevu�ies rokas, grie�as teci&#x146;u so&#x13C;iem pa labi. Putni&#x146;i �ai laika var katrs atsevi�&#x137;i so&#x13C;ot, st&#x101;v&#x113;t vai �lidot�.</p><p>Dziedot �Ielec(i) kr&#x16B;mi&#x146;&#x101;, t&#x101; tava m&#x101;ja!� (2 rei�zes), rota&#x13C;as dal&#x12B;bnieki, kas veido ligzdi&#x146;as, apst&#x101;�jas, pace&#x13C; rokas virs galvas. Putni&#x146;i ieskrien katrs k&#x101;d&#x101; no ligzdi&#x146;&#x101;m un nost&#x101;jas ar muguru viena dal&#x12B;bnieka priek�&#x101;, ie&#x146;em vi&#x146;a vietu un sadodas rok&#x101;s ar blakus st&#x101;vo�ajiem. Izstumtais steig�us m&#x113;&#x123;ina t&#x101;pat ie&#x146;emt vietu k&#x101;da cita ligzdi&#x146;&#x101;. Jo veikl&#x101;ki rota&#x13C;as dal&#x12B;bnieki, jo vair&#x101;k rei�u vi&#x146;i p&#x101;rskrien no vienas ligzdi&#x146;as otra. P&#x101;rskriet dr&#x12B;kst tikai dzied&#x101;�anas laik&#x101;. Tie, kas, panti&#x146;am beidzo�ties, nav pasp&#x113;ju�i ieskriet k&#x101;d&#x101; ligzdi&#x146;&#x101;, k&#x13C;&#x16B;st par putni&#x146;iem. P&#x101;r&#x113;jos dziesmas pantos darb&#x12B;bas no�rise atk&#x101;rtojas.</p><p>Rota&#x13C;a izkopj veikl&#x12B;bu un uzman&#x12B;bu.</p></section><section><title><p>L&#x100;C&#x12A;TIS</p></title><image l:href="#42"/><image l:href="#43"/><p>L&#x101;c&#x12B;tis ir b&#x113;d&#x12B;gs, &#x13C;</p><p>rr � i �ii2, reizes</p><p>reizes</p><image l:href="#44"/><p>Kas vi&#x146;am kait? j</p><p>�Ai, m&#x12B;&#x13C;o l&#x101;c&#x12B;t, kas tev kait? N&#x101;c ar mani dancot!�</p><p>S&#x101;kuma st&#x101;voklis. Rota&#x13C;as dal&#x12B;bnieki sak&#x101;rtojas pa p&#x101;riem (z&#x113;nam pie lab&#x101;s rokas meitene) un iz�veido divus ap&#x13C;us. Tad rokas atlai�.</p><p>Z&#x113;ni, kas veido iek�&#x113;jo apli, pagrie�as ar seju pret &#x101;r&#x113;jo apli, nolai�as uz lab&#x101; ce&#x13C;a un atspie� lab&#x101;s rokas elkoni kreisaj&#x101; plaukst&#x101;. Vi&#x146;i ir l&#x101;�c&#x12B;�i. Meitenes uzliek rokas uz gurniem un pagrie�as ar seju dejas ce&#x13C;a virzien&#x101;.</p><p>Rota&#x13C;as norise. Dziedot �L&#x101;�c&#x12B;tis ir b&#x113;d&#x12B;gs, Kas vi&#x146;am kait?�, z&#x113;ni paliek s&#x101;kuma st&#x101;vokl&#x12B;, meitenes ar �etriem g&#x101;jiena so&#x13C;iem (s&#x101;kot ar labo k&#x101;ju) iet apl&#x12B; pa dejas ce&#x13C;u l&#x12B;dz n&#x101;kamajam z&#x113;nam. Pie v&#x101;rdiem �Kas vi&#x146;am kait?� meitenes apst&#x101;jas, mazliet no�liecas pret l&#x101;c&#x12B;ti un paskat&#x101;s uz vi&#x146;u.</p><p>Pirm&#x101;s divas rindas atk&#x101;rtojot, darb&#x12B;ba t&#x101; pati. Pie v&#x101;rda �kait� ar&#x12B; l&#x101;c&#x12B;tis piece&#x13C;as.</p><p>Dziedot �Ai, m&#x12B;&#x13C;o l&#x101;c&#x12B;t, kas tev kait? N&#x101;c ar mani dancot!� (2 reizes), z&#x113;ns un meitene pagrie��as ar seju dejas ce&#x13C;a virzien&#x101;, savieno rokas krus�teniski un dejo se�us polkas so&#x13C;us pa dejas ce&#x13C;u. Pie p&#x113;d&#x113;jiem v&#x101;rdiem �N&#x101;c ar mani dancot!� p&#x101;ris grie�as ar diviem polkas so&#x13C;iem pa kreisi t&#x101;, ka meitene non&#x101;k ap&#x13C;a vid&#x16B;, z&#x113;ns mal&#x101;. Rokas atlai� un rota&#x13C;u s&#x101;k no s&#x101;kuma � meitenes ir iek�&#x113;j&#x101; apl&#x12B; l&#x101;c&#x12B;�u lom&#x101;, bet z&#x113;ni � &#x101;r&#x113;j&#x101; apl&#x12B;.</p></section><section><title><p>DZELTENS MAN(I)S KUMELI&#x145;IS</p></title><p>Loti jautri.</p><image l:href="#45"/><p>2.� Visas upes cauri brida Augstaj&#x101;m k&#x101;ji&#x146;&#x101;m.</p><p>3.� Daugav&#x101; (i) peldin&#x101;ju Za&#x13C;&#x101; z&#x12B;da pavad&#x101;.</p><p>4.� Kad uzvedu kalni&#x146;&#x101; (i), Z&#x12B;da sag�&#x101; noslauc&#x12B;j'.</p><p>2.� Z&#x12B;da sag�&#x101; noslauc&#x12B;ju, Saul&#x12B;t&#x113; (i) no�&#x101;v&#x113;j'.</p><p>3.� Ne tas &#x113;da purva z&#x101;li, Ne dzer r&#x101;vas &#x16B;denti&#x146;'.</p><p>4.� Tamvajag(a) t&#x12B;ru auzu, Skaidravota &#x16B;denti&#x146;'.</p><p>5.� Skaidravota &#x16B;denti&#x146;a, Kaln&#x101; p&#x13C;auta &#x101;boli&#x146;'.</p><p>Rota&#x13C;as norise. Rota&#x13C;as dal&#x12B;bnieki, sadevu�ies ro�k&#x101;s, sastajas p&#x101;ros ar seju dejas ce&#x13C;a virzien&#x101;. Sa�dot&#x101;s rokas vi&#x146;i pace&#x13C; uz priek�u plecu augstum&#x101;, br&#x12B;v&#x101;s rokas uzliek uz gurniem.</p><p>1.�4. takt&#x12B; z&#x113;ns s&#x101;kot ar kreiso, meitene ar labo k&#x101;ju virz&#x101;s asto&#x146;iem pal&#x113;ciena so&#x13C;iem pa dejas ce&#x13C;u. Ar p&#x113;d&#x113;jiem diviem so&#x13C;iem pagrie�as viens pret otru un sadod rokas sl&#x113;gt&#x101; satv&#x113;rien&#x101;.</p><p>5.�� takt&#x12B; vi&#x146;i �&#x16B;po rokas uz priek�u un atpaka&#x13C;.</p><p>6.������� un 7. takt&#x12B; � �&#x16B;po rokas v&#x113;lreiz uz priek�u, atlai� t&#x101;s un apgrie�as ar �etriem g&#x101;jiena so&#x13C;iem, z&#x113;ns pa kreisi, meitene pa labi.</p><p>8. takt&#x12B; piesit tr&#x12B;s reizes k&#x101;jas; rokas uz gurniem.</p><p>5.-8. takt&#x12B; darb&#x12B;bu atk&#x101;rto v&#x113;lreiz.</p><p>N&#x101;kamajos pantos darb&#x12B;bas norise t&#x101;da pati.</p></section><section><title><p>TECI RIK�US, KUMELI&#x145;I!</p></title><image l:href="#46"/><p>2.�� Vai es tevim auzas devu, Raitairidir&#x101;,</p><p>Pa vienai skait&#x12B;dam(i)s, Raitairidir&#x101;.</p><p>3.�� Teci, teci, kumeli&#x146;i, Raitairidir&#x101;,</p><p>Tevis gaida, manis gaida, Raitairidir&#x101;.</p><p>4.�� Tevis gaida auzu sile, Raitairidir&#x101;,</p><p>Mani t&#x113;vs un m&#x101;muli&#x146;a, Raitairidir&#x101;.</p><p>5.�� Manim sac&#x12B;s m&#x12B;&#x13C;us v&#x101;rdus, Raitairidir&#x101;,</p><p>Tevi m&#x12B;&#x13C;i noglaud&#x12B;s (i), Raitairidir&#x101;.</p><p>S&#x101;kuma st&#x101;voklis. Rota&#x13C;as dal&#x12B;bnieku p&#x101;ri sa�krusto rokas un nost&#x101;jas apl&#x12B; dejas ce&#x13C;a virzien&#x101;.</p><p>Rota&#x13C;as norise. Dziedot �Teci rik�us, kumeli&#x146;i, Raitairidir&#x101;�, p&#x101;ri iet ar diviem polkas so&#x13C;iem un ar trim g&#x101;jiena so&#x13C;iem dejas ce&#x13C;a virzien&#x101;. Uz �r&#x101;� z&#x113;ns un meitene apgrie�as (ar sej&#x101;m viens pret otru) un, dziedot �Neej so&#x13C;us skait&#x12B;dam(i)s, raitai�ridir&#x101;�, t&#x101;pat iet pret&#x113;j&#x101; virzien&#x101;. Dejas ce&#x13C;a vir�zien&#x101; vi&#x146;i iet strauj&#x101;kiem so&#x13C;iem, pret&#x113;j&#x101; vir�zien&#x101; � l&#x113;n&#x101;kiem.</p><image l:href="#47"/><p>Atk&#x101;rtojot panta pirmo rindu, uz pirmo soli katrs rota&#x13C;as dal&#x12B;bnieks sasit vienu reizi plaukstas, sado�dot lab&#x101;s rokas, izveido sudmali&#x146;as (kreis&#x101;s rokas paceltas s&#x101;nis galvas augstum&#x101;) un g&#x101;jiena so&#x13C;iem grie�as sudmali&#x146;&#x101;s pa kreisi.</p><p>Atk&#x101;rtojot panta otro rindu, savieno kreis&#x101;s rokas un grie�as sudmali&#x146;&#x101;s pa labi.</p><p>N&#x101;kamos pantos rota&#x13C;as norise atk&#x101;rtojas.</p></section><section><title><p>ZVEJNIEKS MANI AICINAJA</p></title><image l:href="#48"/><p>2.�� Tev v&#x113;ji&#x146;is t&#x101;lu p&#x16B;ta, &#x13C; <emphasis>2 reizes</emphasis> Saule vaigus balin&#x101;j'. / <emphasis>reizes</emphasis> Saule vaigus balin&#x101;ja, &#x13C; <emphasis>reizes</emphasis> V&#x113;ji&#x146;� matus plivin&#x101;j'.� J <emphasis>re</emphasis> '^<emphasis>s</emphasis></p><p>3.�� �Vai tu n&#x101;ksi, vai nen&#x101;ksi� 1 �</p><p>. , . v . 2 reizes</p><p>Es jau tevi &#x146;em�u! J</p><p>Nu ir rok&#x101;, nu ir rok&#x101; 1 �</p><p>,, v i� � 2 reizes</p><p>Mana pasa ligavi&#x146; .� J</p><p>Sakuma st&#x101;voklis. P&#x101;ri nost&#x101;jas apl&#x12B;: z&#x113;ni ar muguru pret centru, meitenes ar seju pret to. Rokas sadotas sl&#x113;gt&#x101; satv&#x113;rien&#x101;.</p><p>Rota&#x13C;as norise. Dziedot �Zvejnieks mani aici�n&#x101;ja ��, rota&#x13C;as dal&#x12B;bnieki �&#x16B;po sadot&#x101;s rokas de�jas ce&#x13C;a virzien&#x101; un atpaka&#x13C; divas reizes.</p><p>Dziedot �N&#x101;c, meiti&#x146;a, laivi&#x146;&#x101;��, vi&#x146;i atlai� rokas. Z&#x113;ns t&#x101;s sakrusto uz kr&#x16B;t&#x12B;m un ar �etriem g&#x101;jiena so&#x13C;iem apgrie�as uz vietas pa kreisi. Meitene uzliek rokas uz gur�niem un, grie�oties uz labo pusi, aizvirpu&#x13C;o pa dejas ce&#x13C;u l&#x12B;dz n&#x101;kama�jam z&#x113;nam.</p><p>Atk&#x101;rtojot tekstu, izpil�da to pa�u darb&#x12B;bu. Mei�tene aizvirpu&#x13C;o atkal pie n&#x101;kam&#x101; z&#x113;na, t. i., tre�&#x101; p&#x113;c k&#x101;rtas.</p><p>Dziedot �Es neie�u, zvejnieci&#x146;i, Tav&#x101; o�a lai�vi&#x146;&#x101;!� (2 reizes), p&#x101;ri sa�dod rokas krusteniskaj&#x101; satv&#x113;rien&#x101; un dejo asto&#x146;us polkas so&#x13C;us pa dejas ce&#x13C;u.</p><image l:href="#49"/><p>Tad rota&#x13C;u ats&#x101;k no jauna � meitene �&#x16B;po rokas ar tre�o z&#x113;nu utt.</p><image l:href="#50"/></section><section><title><p>J&#x16A;RI&#x145;' PRASA SMALKU T&#x12A;KLU</p></title><image l:href="#51"/><p>2.�� Uzvelk baltu z&#x113;&#x123;el&#x12B;ti, &#x13C; <emphasis>2 rcj/es</emphasis> Iet laivi&#x146;a mirdz&#x113;dam'. | <emphasis>rc</emphasis> '<emphasis>/es</emphasis></p><p>3.�� Iet laivi&#x146;a mirdz&#x113;dama \ �</p><p>o � i &#x25A0; jv 2 reizes</p><p>Simtu judzu dieni&#x146;a. j</p><p>4.�� Simtu j&#x16B;d�u dieni&#x146;&#x101; (i), &#x13C; <emphasis>ejes</emphasis> Divi simti naksni&#x146;&#x101;. / ~ <emphasis>rei/es</emphasis></p><p>5.�� Nu es braucu j&#x16B;ri&#x146;&#x101; (i) &#x13C; <emphasis>2 rejzes</emphasis> Zieme&#x13C;meitas l&#x16B;koties. J <emphasis>ruzes</emphasis></p><p>6.�� Vai tu brauci, vai nebrauci, 1 � .</p><p>� . . . u , 2 reizes</p><p>Tu jau manis nedab&#x16B;s . J</p><p>7.�� Lab&#x101;k t&#x113;va dub&#x13C;us bridu, &#x13C; <emphasis>rebeg</emphasis> Ne tautie�a laipu g&#x101;j'. J <emphasis>re</emphasis> '<emphasis>/es</emphasis></p><p>8.�� T&#x113;va dub&#x13C;i sidraboti, &#x13C; <emphasis>reizes</emphasis> Tautu laipa asarot'. J <emphasis>r�izes</emphasis></p><p>Rota&#x13C;a var piedal&#x12B;ties paru skaits, kas dal&#x101;s ar divi.</p><p>S&#x101;kuma st&#x101;voklis. Meitene st&#x101;v z&#x113;nam pie lab&#x101;s rokas. Katri divi p&#x101;ri nost&#x101;jas ar seju viens pret otru, viens p&#x101;ris ar seju dejas ce&#x13C;a virzien&#x101;, otrs � ar seju pret&#x113;j&#x101; virzien&#x101;. Rokas sadotas, br&#x12B;v&#x101;s � uzliktas uz gurniem.</p><p>Rota&#x13C;as norise. Dziedot 1. pantu, rota&#x13C;as dal&#x12B;b�nieki atdarina j&#x16B;ras vi&#x13C;&#x146;o�anos: p&#x101;ri, kas st&#x101;v ar seju dejas ce&#x13C;a virzien&#x101;, ar v&#x101;rdiem �J&#x16B;ri&#x146;' prasa� pace&#x13C; sadot&#x101;s rokas virs galvas, atvirz&#x101;s viens no otra s&#x101;nis un, ejot ar diviem tr&#x12B;ssol&#x12B;�iem dejas ce&#x13C;a virzien&#x101;, izlai� zem pacelt&#x101;m rok&#x101;m pretim st&#x101;vo�o p&#x101;ri, kura abi partneri, pievirz&#x12B;ju�ies tuv&#x101;k viens pie otra, ar diviem tr&#x12B;ssol&#x12B;�iem iet pret&#x113;j&#x101; virzien&#x101; (z&#x12B;m.).</p><image l:href="#52"/><p>Dziedot �smalku t&#x12B;klu�, rokas pace&#x13C; tie p&#x101;ri, kas tikko izl&#x12B;du�i zem paceltaj&#x101;m rok&#x101;m, un zem t&#x101;m izlien tie p&#x101;ri, kas iepriek� bija pac&#x113;lu�i rokas. Roku pacel�ana un noliek�an&#x101;s j&#x101;izdara &#x13C;oti vienm&#x113;r&#x12B;gi</p><p>ik p&#x113;c diviem tr&#x12B;ssol&#x12B;�iem. Katram p&#x101;rim viena pan�ta laik&#x101; �etras reizes j&#x101;�pace&#x13C; rokas un �etras rei�zes j&#x101;izlien zem pacelta�j&#x101;m rok&#x101;m. Beigas p&#x101;ri paliek neliela so&#x13C;a att&#x101;lu�m&#x101; viens no otra. Nav j&#x101;�san&#x101;k kop&#x101; tie�i ar savu iepriek�&#x113;jo p&#x101;ri; rota&#x13C;a ir</p><p>pat interesant&#x101;ka, ja katru reizi nobeidz pantu ar citu p&#x101;ri.</p><p>Dziedot otru pantu, atdarina z&#x113;&#x123;el&#x12B;tes uzvilk�anu un laivi&#x146;as sl&#x12B;d&#x113;�anu.</p><p>Katrs p&#x101;ris atlai� rokas un sadodas ar pret&#x12B; st&#x101;�vo�o p&#x101;ri (z&#x113;ns � ar meiteni, meitene � ar z&#x113;nu) sl&#x113;gt&#x101; roku satv&#x113;rien&#x101;.</p><p>Dziedot �Uzvelk�, main&#x12B;tie p&#x101;ri izpilda tr&#x12B;ssol&#x12B;ti uz pret&#x113;j&#x101;m pus&#x113;m: iek�pus&#x113; st&#x101;vo�ais p&#x101;ris � uz centru, mal&#x113;jais � uz malu (z&#x113;ni s&#x101;k soli ar kreiso k&#x101;ju, meitenes ar labo k&#x101;ju), vienlaikus pace&#x13C;ot ro�kas (t&#x101;s, kas ir kust&#x12B;bas virzien&#x101;, augst&#x101;k, otr&#x101; pus&#x113; zem&#x101;k).</p><p>Dziedot �baltu�, to pa�u soli izpilda abi p&#x101;ri viens otram pret&#x12B;: s&#x101;kot ar otru k&#x101;ju (z&#x113;ni � ar labo, mei�tenes � ar kreiso), t&#x101;s rokas, kas bija zem&#x101;k, tagad ce&#x13C; uz aug�u � un otr&#x101;di.</p><p>Dziedot �z&#x113;&#x123;el&#x12B;ti�, atk&#x101;rto �Uzvelk baltu� aprak�st&#x12B;to darb&#x12B;bu, bet, kad dzied �Iet laivi&#x146;a mirdz&#x113;dam'�, visi �etri rota&#x13C;as dal&#x12B;bnieki sadodas rok&#x101;s un grie�as ar �etriem tr&#x12B;ssol&#x12B;�iem apl&#x12B; dejas ce&#x13C;a vir�zien&#x101;, non&#x101;kot atkal sav&#x101;s Viet&#x101;s.</p><p>Atk&#x101;rtojot tekstu �Uzvelk baltu z&#x113;&#x123;el&#x12B;ti�, visi �etri paliek apl&#x12B; un �&#x16B;po rokas (divas reizes), izpil�dot ar&#x12B; pa vienam tr&#x12B;ssol&#x12B;tim uz ap&#x13C;a iek�pusi un &#x101;rpusi.</p><p>Dziedot �Iet laivi&#x146;a mirdz&#x113;dam'�, ar �etriem tr&#x12B;s�sol&#x12B;�iem grie�as apl&#x12B; dejas ce&#x13C;am pret&#x113;j&#x101; virzien&#x101; l&#x12B;dz sav&#x101;m viet&#x101;m.</p><p>Dziedot t&#x101;l&#x101;ko tekstu, atk&#x101;rto pirm&#x101; un otr&#x101; panta darb&#x12B;bas nor&#x101;d&#x12B;t&#x101; k&#x101;rt&#x12B;b&#x101;. T&#x101;d&#x101; veid&#x101; turpina rota&#x13C;u l&#x12B;dz beig&#x101;m.</p></section><section><title><p>AI, SUN&#x12A;SI, NEREJIET!</p></title><image l:href="#53"/><p>2.� V&#x113;l caun&#x12B;tes, v&#x101;ver&#x12B;tes S&#x113;d egl&#x12B;tes gali&#x146;&#x101;,</p><p>Vau, vau, vau, vau, vau, (2 reizes) S&#x113;d egl&#x12B;tes gali&#x146;&#x101;.</p><p>3.� Maza bija, bet ra�ena Di�a me�a v&#x101;ver&#x12B;t',</p><p>Vau, vau, vau, vau, vau, (2 reizes) Di�a me�a v&#x101;ver&#x12B;t'.</p><p>4.� Asti vien (i) par&#x101;d&#x12B;ja Med(i)nieku sun&#x12B;�iem.</p><p>Vau, vau, vau, vau, vau, (2 reizes) Med(i)nieku sun&#x12B;�iem,</p><p>S&#x101;kuma st&#x101;voklis. Rota&#x13C;as dal&#x12B;bnieki � caun&#x12B;tes un v&#x101;ver&#x12B;tes � sadodas rok&#x101;s un izveido apli. T&#x101; vid&#x16B; ieiet vair&#x101;ki b&#x113;rni � sun&#x12B;�i.</p><p>Rota&#x13C;as norise. Dziedot �Ai, sun&#x12B;�i, nerejiet(i), Tuk�u me�u nedzeniet!�, apl&#x12B; st&#x101;vo�ie rota&#x13C;as dal&#x12B;b�nieki virz&#x101;s g&#x101;jiena so&#x13C;iem pa dejas ce&#x13C;u. Sun&#x12B;�i tecinu so&#x13C;iem staig&#x101; pa ap&#x13C;a vidu.</p><p>Dziedot �Vau, vau, vau, vau, vau, vau, vau, vau, vau, vau, Tuk�u me�u nedzeniet!�, sun&#x12B;�i &#x137;er cau�n&#x12B;tes un v&#x101;ver&#x12B;tes, bet t&#x101;s b&#x113;g no sun&#x12B;�iem. No&#x137;er�t&#x101;s caun&#x12B;tes un v&#x101;ver&#x12B;tes paliek ap&#x13C;a vid&#x16B; (me�&#x101;), bet biju�ie sun&#x12B;�i ar neno&#x137;ertaj&#x101;m v&#x101;ver&#x12B;t&#x113;m un caun&#x12B;t&#x113;m izveido apli. Dziedot otro pantu, rota&#x13C;u atk&#x101;rto.</p><p>Visu pantu norise vien&#x101;da.</p></section><section><title><p>AUKL&#x112; MANI, M&#x100;MULI&#x145;A!</p></title><image l:href="#54"/><p>2.�� Dr&#x12B;z es g&#x101;ju, dr&#x12B;z tec&#x113;ju, Kur m&#x101;mi&#x146;a man' s&#x16B;t&#x12B;ja. Vi&#x146;a mani mazu kopa,&#x13C; <emphasis>rejzes</emphasis> Mani mazu audzin&#x101;j'. J " <emphasis>reues</emphasis></p><p>3.�� Saul&#x12B;t' silta, m&#x101;mi&#x146;'jauka, Abas vienu labumi&#x146;u:</p><p>No saul&#x12B;tes silti r&#x12B;ti, &#x13C; <emphasis>rejzes</emphasis> No m&#x101;mi&#x146;as m&#x12B;&#x13C;i v&#x101;rd'. j <emphasis>reizes</emphasis></p><p>4.�� Bij man gara t&#x101; dieni&#x146;a, Kad saul&#x12B;tes neredz&#x113;j';</p><p>V&#x113;l gar&#x101;ka t&#x101; dieni&#x146;a, &#x13C; <emphasis>rejzes</emphasis> Kad m&#x101;mi&#x146;as neredz&#x113;j'. J<emphasis>2 re,zes</emphasis></p><p>5.�� No sakn&#x12B;tes lazda zied (i) Sarkaniem (i) ziedi&#x146;iem.</p><p>No sirsni&#x146;as es m&#x12B;l&#x113;ju &#x13C; <emphasis>rc|zes</emphasis> Savu baltu m&#x101;muli&#x146;'. J <emphasis>rcizes</emphasis></p><p>S&#x101;kuma st&#x101;voklis. Rota&#x13C;as dal&#x12B;bnieki nost&#x101;jas p&#x101;ros. Ja p&#x101;ru ir daudz, tad tie sadal&#x101;s vair&#x101;k&#x101;s grup&#x101;s. Katr&#x101; grup&#x101; var b&#x16B;t 4�8 p&#x101;ri atkar&#x12B;b&#x101; no rota&#x13C;as dal&#x12B;bnieku daudzuma un telpas vai laukuma lieluma. P&#x101;ra z&#x113;ns un meitene, st&#x101;vot ar seju viens pret otru, sadodas sl&#x113;gt&#x101; roku satv&#x113;rien&#x101;. T&#x101; izvie�tojas p&#x101;ris aiz p&#x101;ra. Ja ir tikai �etri vai pieci p&#x101;ri, tad tie izvietojas ret&#x101;k.</p><p>Rota&#x13C;as norise. Dziedot �Aukl&#x113; mani, m&#x101;muli&#x146;a�, p&#x101;ri �&#x16B;po sadot&#x101;s rokas uz priek�u un atpaka&#x13C; �et�ras reizes un izpilda �etrus pievilciena so&#x13C;us. Uz �auk-� �&#x16B;po rokas uz priek�u un z&#x113;ni ar kreiso, mei-</p><p>tenes ar labo k&#x101;ju liek s&#x101;nis soli, p&#x101;r�nesot uz t&#x101;s auguma svaru. Uz �-l&#x113;� ro�kas �&#x16B;po pret&#x113;j&#x101; virzien&#x101; un z&#x113;ni pie�liek labo, meitenes kreiso k&#x101;ju blakus otrai. Ceturto reizi rokas �&#x16B;po tikai uz priek�u. P&#x113;c ceturt&#x101; so&#x13C;a, otru k&#x101;ju pie�velkot, z&#x113;ni piesit pie zemes labo k&#x101;ju, meitenes � kreiso k&#x101;ju.</p><p>Dziedot pirmo reizi �Gan es tevi aptec&#x113;�u Vieglaj&#x101;m (i) k&#x101;ji&#x146;&#x101;m�, pirm&#x101; p&#x101;ra z&#x113;ns pagrie�as pa kreisi, meitene pa labi (rokas uz gurniem) un skrien katrs savai rindai gar &#x101;rpusi gar&#x101;m uz otru rindas galu ar se��padsmit teci&#x146;u sol&#x12B;�iem. Dziedot otrreiz �os v&#x101;rdus, z&#x113;ns un meitene satveras labo roku elko&#x146;os, apgrie��as asto&#x146;iem teci&#x146;u sol&#x12B;�iem, t&#x101;pat asto&#x146;iem sol&#x12B;��iem atmuguriski aiziet uz malu un nost&#x101;jas k&#x101; p&#x113;d&#x113;jais p&#x101;ris. P&#x101;r&#x113;jie p&#x101;ri nolaist&#x101;m rok&#x101;m neuz�kr&#x12B;to�i teci&#x146;u sol&#x12B;�iem p&#x101;rvietojas par vienu vietu uz priek�u.</p><p>Dziedot n&#x101;kamo pantu, atk&#x101;rto aprakst&#x12B;to dar�b&#x12B;bu, tikai tagad uz rindas galu skrien otrais p&#x101;ris.</p><image l:href="#55"/><p>T&#x101; darb&#x12B;bu atk&#x101;rto, l&#x12B;dz visi p&#x101;ri ir atkal non&#x101;ku�i sav&#x101;s viet&#x101;s.</p></section><section><title><p>SKAISTI DZIEDI LAKST&#x12A;GALA</p></title><image l:href="#56"/><image l:href="#57"/><p>2.�� Es tev ludzu, lakst&#x12B;gala, &#x13C; <emphasis>2 rpj g</emphasis></p><p>N&#x101;c man l&#x12B;dzi uz Vidzemi. J <emphasis>re,7e</emphasis> ~</p><p>3.�� N&#x101;c man l&#x12B;dzi uz Vidzemi, &#x13C;</p><p>Dzied'roz&#x12B;�u d&#x101;rzi&#x146;&#x101; (i), j <emphasis>re</emphasis> '<emphasis>zes</emphasis></p><p>4.�� Ja tu skaisti nedzied&#x101;si, )</p><p>� /�&#x25A0;. &gt; 2 reizes</p><p>Apsolisu vanagam (i). j</p><p>5.�� Vanags tevi ap&#x113;d&#x12B;s (i) \</p><p>. . &#x13C; / Z reizes</p><p>Pa vienai spalvi&#x146;ai. J</p><p><strong><emphasis>1.��</emphasis></strong>panta norise. rota&#x13C;as dal&#x12B;bnieki iet g&#x101;jiena so�&#x13C;iem apl&#x12B; dejas ce&#x13C;a virzien&#x101;. Da&#x13C;a dal&#x12B;bnieku p&#x101;ros vai pa vienam ap&#x13C;a vid&#x16B; iet pret&#x113;j&#x101; virzien&#x101;.</p><p><strong><emphasis>2.��</emphasis></strong>panta norise. rota&#x13C;as dal&#x12B;bnieki apl&#x12B; iet dejas ce&#x13C;am pret&#x113;j&#x101; virzien&#x101;. Tie, kas atrodas ap&#x13C;a vid&#x16B;, katrs p&#x113;c v&#x113;l&#x113;�an&#x101;s uzaicina vienu no apli veidojo��iem dal&#x12B;bniekiem vid&#x16B; pastaig&#x101;ties ar vi&#x146;u. T&#x101; ap&#x13C;a vid&#x16B; izveidojas p&#x101;ru kolonna, kas virz&#x101;s pa dejas ce&#x13C;u, bet pats aplis samazin&#x101;s.</p><p><strong><emphasis>3.��</emphasis></strong>panta norise. p&#x101;ru kolonna turpina g&#x101;jienu de�jas ce&#x13C;a virzien&#x101;, apli veidojo�ie rota&#x13C;as dal&#x12B;b�nieki � pret&#x113;j&#x101; virzien&#x101;.</p><p><strong><emphasis>4.���</emphasis></strong>panta norise. rota&#x13C;as dal&#x12B;bnieki, kas veido apli, iet dejas ce&#x13C;a virzien&#x101;. P&#x101;ri pagrie�as ar seju viens pret otru un, st&#x101;vot uz vietas, �&#x16B;po rokas sl&#x113;gt&#x101; satv&#x113;rien&#x101; uz priek�u un atpaka&#x13C; uz katru '/4 takts.</p><p>5. panta norise. P&#x101;ri, satv&#x113;ru�ies labo roku elko�&#x146;os, grie�as teci&#x146;us sol&#x12B;�iem; atk&#x101;rtojot p&#x113;d&#x113;jo pantu v&#x113;lreiz, grie�as kreisajos elko&#x146;os. P&#x101;r&#x113;jie turpina g&#x101;jienu apl&#x12B; dejas ce&#x13C;a virzien&#x101;.</p></section><section><title><p>KUMELI&#x145;I</p></title><image l:href="#58"/><p>2.�� Tev k&#x101;ji&#x146;a pasl&#x12B;d&#x113;ja, Man nokrita cepur&#x12B;t', Tr&#x101; r&#x12B;di rallal&#x101;, &#x13C; Man nokrita cepur&#x12B;t'. /</p><p>3.�� Man nokrita cepur&#x12B;te Jaunu meitu pulci&#x146;&#x101;, Tr&#x101; r&#x12B;di rallal&#x101;, &#x13C; Jaunu meitu pulci&#x146;&#x101;. J</p><p>4.�� Kas god&#x12B;ga m&#x101;tes meita, Pace&#x13C; manu cepur&#x12B;t', Tr&#x101; r&#x12B;di rallal&#x101;, &#x13C; <emphasis>9</emphasis> Pace&#x13C; manu cepur&#x12B;t'. &#x13C; " <emphasis>1</emphasis></p><p>5.� Kas jau t&#x101;da v&#x12B;zdegune, Ne ar k&#x101;ju nepasper, Tr&#x101; r&#x12B;di rallal&#x101;, ) � .</p><p>�, , -. i 2 reizes</p><p>Ne ar kaju nepasper. J</p><p>6.� Gan b&#x16B;s m&#x101;te, kas dos meitu, Kas m&#x101;k meitu audzin&#x101;t, Tr&#x101; r&#x12B;di rallal&#x101;, &#x13C;</p><p>Kas m&#x101;k meitu audzin&#x101;t, j <emphasis>reizes</emphasis></p><p>Rota&#x13C;as norise. Rota&#x13C;as dal&#x12B;bnieki sast&#x101;jas apl&#x12B; ar seju pret centru un sadodas rok&#x101;s. Vair&#x101;ki rota�&#x13C;as dal&#x12B;bnieki ieiet ap&#x13C;a vid&#x16B;.</p><p>Dziedot �Kumeli&#x146;i, kumeli&#x146;i, Tu man kaunu padar&#x12B;j'�, dal&#x12B;bnieki iet g&#x101;jiena so&#x13C;iem apl&#x12B; dejas ce&#x13C;a virzien&#x101;.</p><p>Dziedot �Tr&#x101; r&#x12B;di rallal&#x101;, Tu man kaunu padar&#x12B;j'�, vid&#x16B; st&#x101;vo�ie iet katrs pie k&#x101;da rota&#x13C;as dal&#x12B;b�nieka, uzaicina to n&#x101;kt vid&#x16B; un abi grie�as teci&#x146;u so&#x13C;iem, satv&#x113;ru�ies labo roku elko&#x146;os, kreis&#x101;s rokas meiten&#x113;m uzliktas uz gurniem, z&#x113;niem paceltas s&#x101;�nis galvas augstum&#x101;. Atk&#x101;rtojot piedzied&#x101;jumu, grie�as kreiso roku elko&#x146;os.</p><p>Tad vid&#x16B; paliek uzaicin&#x101;tie, bet tie, kas jau bija vid&#x16B;, iest&#x101;jas apl&#x12B; starp citiem dal&#x12B;bniekiem.</p></section><section><title><p>P&#x112;TER&#x12A;T'S AR MI&#x136;EL&#x12A;TI</p></title><image l:href="#59"/><image l:href="#60"/><p>1.� �urp, lieli, mazi, Lai n&#x101;kam pulci&#x146;&#x101;! Lai dziedam ska&#x13C;i L&#x12B;dz v&#x113;lam vakaram!</p><p>2.�� P&#x113;ter&#x12B;t's ar Mi&#x137;el&#x12B;ti Abi g&#x101;ja beku lauzt. Abi divi piekusu�i, Nevar bekas kustin&#x101;t.</p><p>3.�� Nevar, nevar, nevar, nevar, Nevar beku kustin&#x101;t, Nevar, nevar, nevar, nevar, Nevar beku kustin&#x101;t.</p><p>4.�� Re', kur v&#x12B;ri, kam ir vara, Kas var beku kustin&#x101;t!</p><image l:href="#61"/><p>Nu var, nu var, nu var, nu var, Nu var bekas kustin&#x101;t!</p><p>S&#x101;kuma st&#x101;voklis. Rota&#x13C;&#x101; ietei cams piedal&#x12B;ties ne vair&#x101;k pai asto&#x146;iem p&#x101;riem. Z&#x113;ni un meite nes sast&#x101;jas katrs sav&#x101; rind&#x101; ai seju vieni pret otriem. Att&#x101;lum: starp rind&#x101;m apm&#x113;ram 4 m. Rin d&#x101;s visi sadodas rok&#x101;s (z&#x12B;m.).</p><p>1.� da&#x13C;a (1.�4. takts)</p><p>1. un 2. takt&#x12B; (�urp, lieli, mazi) abas rindas iet, s&#x101;kot ar labo k&#x101;ju, viena otrai pret&#x12B; ar �etriem g&#x101;�jiena so&#x13C;iem.</p><p>3. un 4. takt&#x12B; (Lai n&#x101;kam pulci&#x146;&#x101;) abas rindas ar �etriem g&#x101;jiena so&#x13C;iem atk&#x101;pjas atpaka&#x13C;.</p><p>1.�4. takti atk&#x101;rtojot (Lai dziedam ska&#x13C;i L&#x12B;dz v&#x113;lam vakaram), atk&#x101;rto iepriek� min&#x113;to darb&#x12B;bu. T&#x101;l&#x101;k visa rota&#x13C;a risin&#x101;s pal&#x113;ciena so&#x13C;iem. Visam turpm&#x101;kajam tekstam atk&#x101;rtoti izmanto tikai 5.�8. takti.</p><p id="AutBody_0bookmark7">2.� da&#x13C;a (5.�8. takts)</p><p>5. un 6. takt&#x12B; (P&#x113;ter&#x12B;t's ar Mi&#x137;el&#x12B;ti) pirm&#x101; p&#x101;ra z&#x113;ns un meitene ar �etriem pal&#x113;ciena so&#x13C;iem iet viens otram pret&#x12B;.</p><p>7. un 8. takt&#x12B; (Abi g&#x101;ja beku lauzt) p&#x101;ris, sade�vies labo roku elko&#x146;os, apgrie�as ar �etriem pal&#x113;�ciena so&#x13C;iem t&#x101;, lai z&#x113;ns paliktu ar s&#x113;ju pret mei�te&#x146;u rindu, bet meitene � ar seju pret z&#x113;nu rindu.</p><p>5. un 6. takt&#x12B; (Abi divi piekusu�i) z&#x113;ns ar �etriem pal&#x113;ciena so&#x13C;iem iet pie otr&#x101;s meitenes, meitene � pie otr&#x101; z&#x113;na.</p><p>7. un 8. takt&#x12B; (Nevar bekas kustin&#x101;t) ar �etriem pal&#x113;ciena so&#x13C;iem apgrie�as kreiso roku elko&#x146;os.</p><p>M&#x16B;zikas 2. da&#x13C;u ar teksta turpin&#x101;jumu �Nevar, nevar, nevar, nevar, Nevar beku kustin&#x101;t� atk&#x101;rto, l&#x12B;dz pirmais p&#x101;ris, griezdamies ar visiem dal&#x12B;bnie�kiem p&#x113;c k&#x101;rtas, non&#x101;k savas rindas beig&#x101;s. T&#x101;tad</p><p>pirrn&#x101; p&#x101;ra z&#x113;ns grie�as ar vis&#x101;m meiten&#x113;m, mei�tene � ar visiem z&#x113;niem.</p><p>Dziedot �Re', kur v&#x12B;ri, kam ir vara, Kas var beku kustin&#x101;t�, abas rindas ar �etriem pal&#x113;cieniem dodas viena otrai pretim un atkal atpaka&#x13C;.</p><p>Dziedot �Nu var, nu var, nu var, nu var, Nu var bekas kustin&#x101;t�, abu rindu dal&#x12B;bnieki v&#x113;lreiz dodas uz vidu, atlai� rokas, sadodas labo roku elko&#x146;os ar pret&#x12B; st&#x101;vo�o (t. i., ar sava p&#x101;ra z&#x113;nu vai meiteni) un apgrie�as t&#x101;, lai p&#x113;c apgrieziena paliktu st&#x101;vot ar seju uz savu malu.</p><p>P&#x113;d&#x113;j&#x101;s rindi&#x146;as atk&#x101;rto v&#x113;lreiz. Dal&#x12B;bnieku rin�das sadodas rok&#x101;s, ar �etriem pal&#x113;cieniem virz&#x101;s atpaka&#x13C; un tur katrs b&#x113;rns apgrie�as ar �etriem g&#x101;�jiena so&#x13C;iem.</p><p>P&#x113;c tam rota&#x13C;u atk&#x101;rto no s&#x101;kuma. �oreiz otrais p&#x101;ris grie�as ar visiem rota&#x13C;as dal&#x12B;bniekiem p&#x113;c k&#x101;rtas. T&#x101; turpina, l&#x12B;dz visi p&#x101;ri ir griezu�ies un non&#x101;ku�i sav&#x101;s agr&#x101;kaj&#x101;s viet&#x101;s.</p><p>Ja rota&#x13C;as dal&#x12B;bnieku &#x13C;oti daudz, tad ieteicams sadal&#x12B;ties maz&#x101;k&#x101;s grup&#x101;s pa pieci se�i p&#x101;ri.</p><p>Rota&#x13C;as dal&#x12B;bniekiem j&#x101;b&#x16B;t veikliem un uzman&#x12B;�giem.</p></section><section><title><p>KAS D&#x100;RZ&#x100;!</p></title><image l:href="#62"/><image l:href="#63"/><p>Rota&#x13C;as dal&#x12B;bnieki sast&#x101;jas apl&#x12B; ar seju pret centru un sadodas rok&#x101;s. Apl&#x12B; ieiet vair&#x101;ki z&#x113;ni un meitenes � bit&#x12B;tes. Dziedot �Kas d&#x101;rz&#x101;, kas d&#x101;rz&#x101;? Bit&#x12B;t' ro�u d&#x101;rzi&#x146;&#x101;� (divas reizes), rota&#x13C;as dal&#x12B;b�nieki, kas veido apli, s&#x101;kot ar labo k&#x101;ju, g&#x101;jiena so&#x13C;iem iet dejas ce&#x13C;a virzien&#x101;. Bit&#x12B;tes, s&#x101;nis pacel�t&#x101;m rok&#x101;m, it k&#x101; sp&#x101;rni&#x146;us plivinot, staig&#x101; juku ju�k&#x101;m vai nu g&#x101;jiena, vai teci&#x146;us so&#x13C;iem.</p><image l:href="#64"/><p>Dziedot �Lo�&#x146;&#x101;, bitit�, rota&#x13C;as dal&#x12B;bnieki pace&#x13C; sadot&#x101;s rokas galvas augstum&#x101; un apst&#x101;jas. Bit&#x12B;tes lo�&#x146;&#x101; zem paceltaj&#x101;m rok&#x101;m dejas ce&#x13C;am pret&#x113;j&#x101; virzien&#x101; g&#x101;jiena vai tcci&#x146;u so&#x13C;iem.</p><p>Dziedot �Liec to sav&#x101; viet&#x101;�, katra bit&#x12B;te nost&#x101;jas k&#x101;dam dal&#x12B;bniekam aiz muguras (z&#x113;ns meitenei, meitene z&#x113;nam) un iestumj to apl&#x12B;, bet pati nost&#x101;jas t&#x101; viet&#x101;.</p><image l:href="#65"/><empty-line/><p>.</p></section><section><title><p>LATVIE�U DEJAS</p></title><p>�.</p></section><section><title><p>�ALSUNGIETIS</p></title><image l:href="#66"/><p>2.�� �Sniedz roci&#x146;u, saderam (i), &#x13C; <emphasis>2 rgjzes</emphasis> B&#x16B;si mana l&#x12B;gavi&#x146;a!� j <emphasis>re</emphasis> '<emphasis>/es</emphasis></p><p>3.�� �Ai, puis&#x12B;ti, resgal&#x12B;ti, &#x13C; <emphasis>2 rdzes</emphasis> Tu jau mani nedab&#x16B;s'! &#x13C;</p><p>4.�� Kam tu dz&#x113;ri krodzi&#x146;&#x101; (i) 2<emphasis>rejzes</emphasis> Api&#x146;otu aluti&#x146;'?� J<emphasis>rCizes</emphasis></p><p>Deju izpilda pal&#x113;ciena so&#x13C;iem.</p><p>S&#x101;kuma st&#x101;voklis. Dejot&#x101;ji sadodas latviskaj&#x101; aptv&#x113;rien&#x101;: z&#x113;ns ar seju dejas ce&#x13C;a virzien&#x101;, meitene ar seju dejas ce&#x13C;am pret&#x113;j&#x101; virzien&#x101;.</p><p>Dejas norise. 1.�4. takt&#x12B; p&#x101;ri negrie�oties dejo asto&#x146;us pal&#x113;ciena so&#x13C;us dejas ce&#x13C;a virzien&#x101;. Z&#x113;ns s&#x101;k ar kreiso, meitene � ar labo k&#x101;ju.</p><p>5.�8. takt&#x12B; p&#x101;ri grie�oties dejo asto&#x146;us pal&#x113;�ciena so&#x13C;us dejas ce&#x13C;a virzien&#x101;.</p><p>Deju atk&#x101;rto p&#x113;c v&#x113;l&#x113;�an&#x101;s.</p></section><section><title><p>BR&#x100;L&#x12A;TIS UN M&#x100;SI&#x145;A</p></title><image l:href="#67"/><p>Br&#x101;l&#x12B;t's m&#x101;si&#x146;' dancot ved, Pie roci&#x146;as tur&#x113;dams: Palai� vaj&#x101;, so&#x13C;o t&#x101;l&#x101;k &#x13C; <emphasis>g</emphasis> ^ Un tik atkal sa&#x137;eras. J <emphasis>re,/ti</emphasis></p><p>S&#x101;kuma st&#x101;voklis. Dejot&#x101;ju p&#x101;ri, sadevu�ies ro�k&#x101;s, nost&#x101;jas ar seju dejas ce&#x13C;a virzien&#x101;. (Gan sado�t&#x101;s, gan br&#x12B;v&#x101;s rokas ir nolaistas.)</p><p>Pirmais g&#x101;jiens (1.�4. takts)</p><p>1.�� takt&#x12B; divi pal&#x113;ciena so&#x13C;i dejas ce&#x13C;a virzien&#x101;: z&#x113;ns s&#x101;k ar kreiso, meitene � ar labo k&#x101;ju.</p><p>2.� takt&#x12B; tr&#x12B;s teci&#x146;u so&#x13C;i dejas ce&#x13C;a virzien&#x101;.</p><p>3.�� takt&#x12B; dejot&#x101;ji atlai� va&#x13C;&#x101; rokas un pagrie�as (z&#x113;ns pa labi, meitene pa kreisi) ar seju dejas ce�&#x13C;am pret&#x113;j&#x101; virzien&#x101;; atkal sadodas rok&#x101;s (z&#x113;ns ar kreiso, meitene ar labo) un dejo divus pal&#x113;ciena so&#x13C;us t&#x101;pat k&#x101; 1. takt&#x12B;, tikai dejas ce&#x13C;am pret&#x113;j&#x101; virzien&#x101;.</p><p>4.� takt&#x12B; tr&#x12B;s teci&#x146;u so&#x13C;i t&#x101;pat k&#x101; 2. takt&#x12B;, tikai de�jas ce&#x13C;am pret&#x113;j&#x101; virzien&#x101;.</p><p>Otrais g&#x101;jiens (5.�8. takts � 2 reizes)</p><p>5. takt&#x12B; dejot&#x101;ji atlai� va&#x13C;&#x101; rokas, pagrie�as viens pret otru un dejo tr&#x12B;s teci&#x146;u so&#x13C;us pa labi, s&#x101;kot ar labo k&#x101;ju (pret&#x113;j&#x101; virzien&#x101;), nedaudz pagrie�ot &#x137;ermeni kust&#x12B;bas virzien&#x101;.</p><p>6.� takt&#x12B; dejo tr&#x12B;s teci&#x146;u so&#x13C;us pa kreisi, s&#x101;kot ar kreiso k&#x101;ju un nedaudz pagrie�ot &#x137;ermeni kust&#x12B;bas virzien&#x101;. Takts beig&#x101;s z&#x113;ns un meitene atkal non&#x101;k viens otram pret&#x12B;.</p><p>7. un 8. takt&#x12B; dejot&#x101;ji sadodas sl&#x113;gtaj&#x101; elko&#x146;u satv&#x113;rien&#x101; un dejo divso&#x13C;u polku (meitene s&#x101;k ar labo, z&#x113;ns � ar kreiso k&#x101;ju).</p><p>M&#x16B;zikai atk&#x101;rtojoties, v&#x113;lreiz izpilda otr&#x101; g&#x101;jiena darb&#x12B;bu.</p></section><section><title><p>AUZU DEJA</p></title><image l:href="#68"/><p>2.�� Tam sij&#x101;�u, tam es do�u, 1 <emphasis>2 reizes</emphasis> Kas t&#x12B;k manam prati&#x146;am, J</p><p>Kas tec&#x113;ja manis d&#x113;&#x13C; &#x13C; <emphasis>2 rejzes</emphasis> Lielu ce&#x13C;a gabali&#x146;', j</p><p>3.�� Br&#x101;l&#x12B;t's l&#x16B;dza, tautiet's l&#x16B;dza, � &#x13C; � .</p><p>s &#x13C;/ reizes</p><p>Abi l&#x16B;dza kaman&#x101;s, J</p><p>Abiem diviem sirmi zirgi, ) <emphasis>0 rciz(?s</emphasis> Izrakst&#x12B;tas kamanas. J <emphasis>rcizes</emphasis></p><p>4.�� Stundu st&#x101;vu dom&#x101;dama, 1 �</p><p>_ _ /2 reizes</p><p>Kam lai s&#x113;�u kamanas? \ Vai lai s&#x113;�u pie tautie�a, &#x13C; <emphasis>rejzes</emphasis> Vai pie sava b&#x101;leli&#x146;'? J</p><p>5. Lab&#x101;k ie�u pie tautie�a, \ <emphasis>r</emphasis> ^ Ne pie sava b&#x101;leli&#x146;'. ~ <emphasis>reizes</emphasis> Tautiets ved&#x12B;s visu m&#x16B;�u, 1 <emphasis>reizes</emphasis> B&#x101;li&#x146;� mazu gabali&#x146;'. " <emphasis>reues</emphasis></p><p>S&#x101;kuma st&#x101;voklis. Dejot&#x101;ji nost&#x101;jas viens otram pret&#x12B;: z&#x113;ns ar muguru, meitene ar seju pret centru. Z&#x113;na lab&#x101; un meitenes kreis&#x101; roka sadotas parastaj&#x101; satv&#x113;rien&#x101; un izstieptas s&#x101;nis sl&#x12B;pi uz leju, br&#x12B;v&#x101;s rokas uz gurniem.</p><p>Dejas norise. 1. takt&#x12B; viens polkas solis s&#x101;nis de�jas ce&#x13C;a virzien&#x101; (z&#x113;ns s&#x101;k ar kreiso, meitene � ar labo k&#x101;ju). Rokas nolai�.</p><p>2.� takti viens polkas solis s&#x101;nis dejas ce&#x13C;am pre�t&#x113;j&#x101; virzien&#x101;.</p><p>3.� un 4. takt&#x12B; rokas atlai� va&#x13C;&#x101;, uzliek uz gurniem un ar �etriem g&#x101;jiena so&#x13C;iem grie�as apk&#x101;rt � z&#x113;ns pa kreisi, meitene pa labi.</p><p>M&#x16B;zikai atk&#x101;rtojoties, atkal izpilda 1.�4. takts darb&#x12B;bu.</p><p>5.�8. takt&#x12B; dejot&#x101;ji sadodas krusteniskaj&#x101; roku satv&#x113;rien&#x101; un dejo asto&#x146;us polkas so&#x13C;us dejas ce&#x13C;a virzien&#x101;.</p></section><section><title><p>GAIL&#x12A;TIS</p></title><image l:href="#69"/><image l:href="#70"/><p>3. Piec&#x101;m &#x13C;ip&#x101;m jaku �uj, Brauc uz R&#x12B;gu samta pirkt, Samta pirkt, samta pirkt, &#x13C; <emphasis>rdzes</emphasis> Brauc uz Rigu samta pirkt, j <emphasis>reizes</emphasis></p><p>4. Lai vai �a, lai vai ta, Ka tik jaka gatava, Gatava, gatava, &#x13C; <emphasis>2 rejzes</emphasis> Ka tik jaka gatava, j</p><p>S&#x101;kuma st&#x101;voklis. Dejot&#x101;ji nost&#x101;jas viens otram pret&#x12B; sl&#x113;gtaj&#x101; viduk&#x13C;a un plecu aptv&#x113;rien&#x101;: z&#x113;ns ar muguru, meitene ar seju pret centru.</p><p>Pirmais g&#x101;jiens (1.�8. takts; 5.�8. takts)</p><p>1. un 2. takt&#x12B; tr&#x12B;s pievilciena so&#x13C;i un viens solis s&#x101;nis dejas ce&#x13C;a virzien&#x101; (z&#x113;ns s&#x101;k ar kreiso, mei�tene � ar labo k&#x101;ju).</p><p>3. un 4. takt&#x12B; tr&#x12B;s pievilciena so&#x13C;i un viens solis s&#x101;nis dejas ce&#x13C;am pret&#x113;j&#x101; virzien&#x101; (z&#x113;ns s&#x101;k ar labo, meitene � ar kreiso k&#x101;ju).</p><p>5.� takt&#x12B; viens pievilciena solis un viens solis s&#x101;�nis dejas ce&#x13C;a virzien&#x101;.</p><p>6. takt&#x12B; viens pievilciena solis un viens solis s&#x101;nis dejas ce&#x13C;am pret&#x113;j&#x101; virzien&#x101;.</p><p>7. un 8. takt&#x12B; tai pa�&#x101; aptv&#x113;rien&#x101; dejot&#x101;ji apgrie��as apk&#x101;rt ar �etriem pal&#x113;ciena so&#x13C;iem.</p><p>M&#x16B;zikai atk&#x101;rtojoties, v&#x113;lreiz izpilda 5.�8. takts darb&#x12B;bu.</p><p>Otrais g&#x101;jiens (1.�8. takts; 5.�8. takts)</p><p>Dejot&#x101;ji atlai� va&#x13C;&#x101; rokas un nost&#x101;jas viens otram blakus ar seju dejas ce&#x13C;a virzien&#x101;. Rokas sadod un nolai� uz leju, br&#x12B;v&#x101;s � uzliek uz gurniem.</p><p>1. un 2. takt&#x12B; izpilda �etrus pal&#x113;ciena so&#x13C;us dejas ce&#x13C;a virzien&#x101; (z&#x113;ns s&#x101;k ar kreiso, meitene ar labo k&#x101;ju).</p><p>3. un 4. takt&#x12B; sadotas rokas atlai� va&#x13C;a un pagrie��as ar seju dejas ce&#x13C;am pret&#x113;j&#x101; virzien&#x101; (z&#x113;ns pa labi, meitene pa kreisi). Sadodas rok&#x101;s (z&#x113;ns ar kreiso, meitene ar labo roku), br&#x12B;v&#x101;s rokas uzliek uz gurniem un dejo �etrus pal&#x113;ciena so&#x13C;us dejas ce�&#x13C;am pret&#x113;ja virzien&#x101; (z&#x113;ns s&#x101;k ar kreiso, meitene ar labo k&#x101;ju).</p><p>5.� takt&#x12B; rokas atlai� va&#x13C;&#x101;, uzliek t&#x101;s uz gurniem un pagrie�as ar seju viens pret otru. K&#x101; z&#x113;ns, t&#x101; meitene, s&#x101;kot ar labo k&#x101;ju, izpilda vienu pievilciena soli un vienu soli pa labi (pret&#x113;j&#x101; virzien&#x101;).</p><p>6.� takt&#x12B; viens pievilciena solis un solis s&#x101;nis pa kreisi. Takts beig&#x101;s dejot&#x101;ji non&#x101;k viens otram pret&#x12B;.</p><p>7.� un 8. takt&#x12B; sl&#x113;gtaj&#x101; viduk&#x13C;a un plecu aptv&#x113;rien&#x101; dejot&#x101;ji ar �etriem pal&#x113;ciena so&#x13C;iem apgrie�as ap�k&#x101;rt.</p><p>M&#x16B;zikai atk&#x101;rtojoties, velreiz izpilda 5.�8. takts darb&#x12B;bu.</p></section><section><title><p>LITENIETIS</p></title><image l:href="#71"/><p>S&#x101;kuma st&#x101;voklis. Dejot&#x101;ji nost&#x101;jas viens otram pret&#x12B;, sadodas labaj&#x101;s rok&#x101;s (sasveicin&#x101;�an&#x101;s satv&#x113;rien&#x101;) un pace&#x13C; t&#x101;s lokveid&#x12B;gi meitenei virs gal�vas; kreis&#x101;s rokas uz gurniem.</p><p>1.�8. takti meitene grie�as ar polkas soli zem paceltaj&#x101;m rok&#x101;m dejas ce&#x13C;a virzien&#x101;, z&#x113;ns seko meitenei. Sperot pirmo soli, meitene saskat&#x101;s ar z&#x113;nu p&#x101;r kreiso plecu, sperot otro soli � pagrie�as par pusapli un saskat&#x101;s ar z&#x113;nu p&#x101;r labo plecu utt. Z&#x113;ns s&#x101;k polkas soli ar kreiso, meitene � ar labo k&#x101;ju. (Lai meiten&#x113;m b&#x16B;tu &#x113;rt&#x101;k griezties zem sado�taj&#x101;m rok&#x101;m, z&#x113;ns sniedz meitenei r&#x101;d&#x12B;t&#x101;ja pirkstu, ko t&#x101; satver sauj&#x101;.)</p><p>9.�16. takt&#x12B; latviskaj&#x101; aptv&#x113;rien&#x101; dejot&#x101;ji izpilda apa&#x13C;o polku dejas ce&#x13C;a virzien&#x101;.</p></section><section><title><p>MAZAIS KAMOLI&#x145;�</p></title><image l:href="#72"/><p>C&#x16B;kas rudzos, c&#x16B;kas rudzos, &#x13C; <emphasis>2 rejzes</emphasis> Siv&#x113;ni&#x146;i k&#x101;postos. / <emphasis>reizes</emphasis></p><p>Liel&#x101;s c&#x16B;k's z&#x101;bakos, 1 .</p><p><emphasis>c</emphasis> . . . , -,- &gt; 2 reizes</p><p>Siveni&#x146;i kurp&#x12B;tes. &#x13C;</p><p>S&#x101;kuma st&#x101;voklis. Dejot&#x101;ji nost&#x101;jas viens otrarn pret&#x12B; (z&#x113;ns ar seju, meitene ar muguru dejas ce&#x13C;a virzien&#x101;). Z&#x113;nam rokas sakrustotas uz kr&#x16B;t&#x12B;m, mei�tenei saliektas elko&#x146;os un paceltas pret kr&#x16B;t&#x12B;m, pirksti sak&#x13C;auti, k&#x101; turot pavedienu.</p><p>Pirmais g&#x101;jiens (1.�8. takts). Meitene, s&#x101;kot ar labo k&#x101;ju, dejo polku atmuguriski dejas ce&#x13C;a vir�zien&#x101; (negrie�oties), tinot kamoli&#x146;u uz savu pusi.</p><p>Z&#x113;ns, s&#x101;kot ar kreiso k&#x101;ju, ar asto&#x146;iem polkas so&#x13C;iem seko meitenei.</p><p>Otrais g&#x101;jiens (9.�16. takts). P&#x101;ris latviskaj&#x101; aptv&#x113;rien&#x101; dejo apa&#x13C;o polku dejas ce&#x13C;a virzien&#x101;.</p></section><section><title><p>MUGURDANCIS</p></title><image l:href="#73"/><p>S&#x101;kuma st&#x101;voklis. Dejot&#x101;ji nost&#x101;jas blakus ar seju dejas ce&#x13C;a virzien&#x101;. Rokas sadotas parastaj&#x101; satv&#x113;rien&#x101; un nolaistas, ar&#x12B; br&#x12B;v&#x101;s rokas nolaistas. K&#x101;jas 1. poz&#x12B;cij&#x101;. Pirmais g&#x101;jiens (1.�4. takts � 2 reizes) 1. takt&#x12B; ar trim teci&#x146;u so&#x13C;iem (z&#x113;nam � kreis&#x101;, lab&#x101;, kreis&#x101; k&#x101;ja, meitenei � lab&#x101;, kreis&#x101;, lab&#x101; k&#x101;ia) deiot&#x101;ii pagrie�as viens otram pret&#x12B;.</p><p>2.� takt&#x12B; divi viegli piesitieni ar vienas k&#x101;jas p&#x113;du pie otras k&#x101;jas p&#x113;das (z&#x113;ns piesit labo k&#x101;ju pie krei�s&#x101;s, meitene � kreiso k&#x101;ju pie lab&#x101;s). Sadot&#x101;s ro�kas tai pa�&#x101; laik&#x101; izstiepj s&#x101;nis sl&#x12B;pi uz leju.</p><p>3.�� takt&#x12B; ar trim teci&#x146;u so&#x13C;iem dejot&#x101;ji pagrie� viens otram muguru, rokas nolai� un pace&#x13C; s&#x101;nis sl&#x12B;pi uz leju.</p><p>4. takt&#x12B; divi k&#x101;ju piesitieni (z&#x113;ns piesit kreiso k&#x101;ju pie lab&#x101;s, meitene � labo k&#x101;ju pie kreis&#x101;s). M&#x16B;zikai atk&#x101;rtojoties, v&#x113;lreiz izpilda 1.�4. takts darb&#x12B;bu.</p><p>Otrais g&#x101;jiens (5.�8. takts � 2 reizes)</p><p>Dejot&#x101;ji, pagriezu�ies viens otram pret&#x12B;, sadodas sl&#x113;gtaj&#x101; roku satv&#x113;rien&#x101;. Ar asto&#x146;iem g&#x101;jiena so�&#x13C;iem (z&#x113;ns s&#x101;k ar kreiso, meitene � ar labo k&#x101;ju) grie�as uz vietas dejas ce&#x13C;am pret&#x113;j&#x101; virzien&#x101; (labie pleci tuvin&#x101;ti).</p><p>M&#x16B;zikai atk&#x101;rtojoties, dejot&#x101;ji grie�as uz pret&#x113;jo pusi (tuvina kreisos plecus).</p></section><section><title><p>PLAUKSTI&#x145;POLK&#x100;</p></title><image l:href="#74"/><image l:href="#75"/><p>Sakuma st&#x101;voklis. Dejot&#x101;ji nost&#x101;jas viens otram pret&#x12B; (z&#x113;ns ar muguru, meitene ar seju pret centru), rokas nolaistas.</p><p>Pirmais g&#x101;jiens (1.�8. takts)</p><p>1.���� takt&#x12B; dejot&#x101;ji divreiz sasit plaukstas (katrs atsevi�&#x137;i).</p><p>2.��� takt&#x12B; z&#x113;ns un meitene sasit kop&#x101; lab&#x101;s plauk�stas.</p><p>3.� takt&#x12B; divreiz sasit plaukstas k&#x101; pirmaj&#x101; takt&#x12B;.</p><p>4.� takt&#x12B; dejot&#x101;ji sasit kop&#x101; kreis&#x101;s plaukstas.</p><p>5. takt&#x12B; � t&#x101;pat k&#x101; pirmaj&#x101; takt&#x12B;.</p><p>6.���� takt&#x12B; sasit kop&#x101; vispirms lab&#x101;s, tad kreis&#x101;s plaukstas.</p><p>7. takt&#x12B; � t&#x101;pat k&#x101; pirmaj&#x101; takt&#x12B;.</p><p>8.���� takt&#x12B; sasit kop&#x101; abu roku plaukstas (z&#x113;ns kreiso un meitene labo, z&#x113;ns labo un meitene kreiso).</p><p>Otrais g&#x101;jiens (9.�16. takts) Latviskaj&#x101; dejas aptv&#x113;rien&#x101; dejot&#x101;ji izpilda apa&#x13C;o polku dejas ce&#x13C;a virzien&#x101;.</p></section><section><title><p>SUDMALI&#x145;AS</p></title><p>�Sudmali&#x146;as� ir viena no popul&#x101;r&#x101;kaj&#x101;m dej&#x101;m Latvij&#x101;. Dejai tr&#x12B;s g&#x101;jieni, katr&#x101; g&#x101;jien&#x101; �etras da�&#x13C;as. Deju izpilda polkas so&#x13C;iem. �Sudmali&#x146;as� dejo ar&#x12B; ar dzied&#x101;�anu.</p><image l:href="#76"/><p>1.� Patais'manim, b&#x101;leli&#x146;i,</p><p>Sausa koka spriguliti, <emphasis>2 rejzes</emphasis> Man j&#x101;iet (i) rijas kult (i), I Klip, klap, klap.</p><p>2.�� Dzied&#x101;damas meitas k&#x16B;la</p><p>Ar sidraba sprigu&#x13C;iem (i) <emphasis>2 reizes</emphasis> Augsti ce&#x13C;a, viegli laida, Klip, klap, klap, klap klap.</p><p>2 reizes</p><p>�2 reizes</p><p>3. Lai�at mani riju kult (i), Es m&#x101;c&#x113;ju riju kult (i), Augsti c&#x113;lu, viegli laidu, Klip, klap, klap.</p><p>4. Kultin k&#x16B;la k&#x16B;l&#x113;ji&#x146;i, Maltin mala mal&#x113;ji&#x146;i, Sak&#x16B;lu�i, samalu�i, Klip, klap, klap, klap, klap.</p><p>Sakuma st&#x101;voklis. Dejot&#x101;ju pari nost&#x101;j&#x101;s apl&#x12B; un sadodas rok&#x101;s.</p><p>Pirmais g&#x101;jiens</p><p>I�� da&#x13C;a (1.�8. takts �2 reizes).</p><p>1.�6. takt&#x12B; dejot&#x101;ji izpilda se�us polkas so&#x13C;us pa apli dejas ce&#x13C;a virzien&#x101;.</p><p>7. un 8. takt&#x12B; dejot&#x101;ji atlai� rokas va&#x13C;&#x101; un tr&#x12B;sreiz sasit plaukstas; sejas pret centru.</p><p>M&#x16B;zikai atk&#x101;rtojoties, visi sadodas rok&#x101;s, grie�as dejas ce&#x13C;am pret&#x113;j&#x101; virzien&#x101; un tr&#x12B;sreiz sasit plauk�stas. Beig&#x101;s dejot&#x101;ji izveido �etrst&#x16B;rveida grupas.</p><p>II��� da&#x13C;a (9.�16. takts� 2 reizes).</p><p>Pirmie un tre�ie p&#x101;ri latviskaj&#x101; aptv&#x113;rien&#x101; dejo apa&#x13C;o polku uz centru. Apdejoju�i pusloku viens ap otru, p&#x101;ri atgrie�as sav&#x101;s viet&#x101;s.</p><p>M&#x16B;zikai atk&#x101;rtojoties, aprakst&#x12B;to darb&#x12B;bu izpilda otrie un ceturtie p&#x101;ri.</p><p>III��� da&#x13C;a (17,�24. takts � 2 reizes).</p><p>17.�22. takt&#x12B; katra st&#x16B;ra p&#x101;ri izveido sudmali&#x146;as, sadodoties labaj&#x101;s rok&#x101;s, un grie�as dejas ce�&#x13C;am pret&#x113;j&#x101; virzien&#x101;. Meiten&#x113;m br&#x12B;v&#x101;s rokas uz gur�niem, z&#x113;niem � paceltas s&#x101;nis galvas augstum&#x101;.</p><p>23. un 24, takt&#x12B; dejot&#x101;ji atlai� va&#x13C;&#x101; rokas un tr&#x12B;s�reiz sasit plaukstas.</p><p>M&#x16B;zikai atk&#x101;rtojoties, dejot&#x101;ji apgrie�as apk&#x101;rt ar seju dejas ce&#x13C;a virzien&#x101;, sadodas kreisaj&#x101;s rok&#x101;s, grie� sudmali&#x146;as dejas ce&#x13C;a virzien&#x101; un tr&#x12B;sreiz sasit plaukstas.</p><p>IV�� da&#x13C;a (25.�32. takts � 2 reizes).</p><p>Latviskaj&#x101; aptv&#x113;rien&#x101; p&#x101;ri dejo apa&#x13C;o polku dejas</p><p>ce&#x13C;a virzien&#x101; l&#x12B;dz sav&#x101;m viet&#x101;m.</p><p>Otrais g&#x101;jiens</p><p>I, II un IV da&#x13C;as darb&#x12B;ba t&#x101;da pati k&#x101; pirmaj&#x101; g&#x101;jien&#x101;.</p><p>III da&#x13C;a (17,�24. takts � 2 reizes).</p><p>17.�22. takt&#x12B; dejot&#x101;ji izveido vid&#x113;j&#x101;s sudmali&#x146;as. Katru sp&#x101;rnu veido divi p&#x101;ri (abi pirmie � pirmo sp&#x101;rnu, abi otrie � otro sp&#x101;rnu). Meitenes centr&#x101; sadodas labaj&#x101;s rok&#x101;s un grie� sudmali&#x146;as dejas ce&#x13C;am pret&#x113;j&#x101; virzien&#x101;. Z&#x113;ni, nosl&#x113;dzot sp&#x101;rnus, pace&#x13C; kreis&#x101;s rokas s&#x101;nis galvas augstum&#x101;.</p><p>23. un 24. takt&#x12B; meitenes atlai� va&#x13C;&#x101; rokas, un sp&#x101;rni, grie�oties dejas ce&#x13C;am pret&#x113;j&#x101; virzien&#x101;, ap�grie�as t&#x101;, lai sp&#x101;rnu mal&#x113;jie z&#x113;ni var&#x113;tu sadoties centr&#x101; kreisaj&#x101;s rok&#x101;s. Meitenes, nosl&#x113;dzot sp&#x101;rnus, uzliek rokas uz gurniem.</p><p>M&#x16B;zikai atk&#x101;rtojoties, dejot&#x101;ji grie� sudmali&#x146;as dejas ce&#x13C;a virzien&#x101;, beig&#x101;s non&#x101;kot sav&#x101;s viet&#x101;s.</p><p>Tre�ais g&#x101;jiens</p><p>I, II un IV da&#x13C;as darb&#x12B;ba t&#x101;da pati k&#x101; pirmaj&#x101; g&#x101;jien&#x101;.</p><p>III da&#x13C;a (17,�24. takts � 2 reizes).</p><p>Dejot&#x101;ji veido liel&#x101;s sudmali&#x146;as. Meitenes centra sadodas labaj&#x101;s rok&#x101;s un grie� sudmali&#x146;as dejas ce&#x13C;am pret&#x113;j&#x101; virzien&#x101;. T&#x101; k&#x101; tagad sp&#x101;rni ir gari, griezt visu sp&#x101;rnu nav iesp&#x113;jams. T&#x101;p&#x113;c dejot&#x101;ji ap�grie�as apk&#x101;rt katrs atsevi�&#x137;i: atlai� va&#x13C;&#x101; rokas, apgrie�as pa labi apk&#x101;rt, sasit vienreiz plaukstas, atkal sadodas rok&#x101;s un, m&#x16B;zikai atk&#x101;rtojoties, dejo pret&#x113;j&#x101; virzien&#x101;. Sp&#x101;rnu &#x101;r&#x113;jos galus nosl&#x113;dz z&#x113;ni, kam rokas paceltas s&#x101;nis galvas augstum&#x101;. Pagrie�zu�ies ar seju uz &#x101;ru, vi&#x146;i aizdejo sav&#x101;s viet&#x101;s.</p><image l:href="#77"/><p>,</p></section><section><title><p>LATVIE�U MASU DEJAS </p></title><p>�,</p></section><section><title><p>TRIJNIEKS</p></title><image l:href="#78"/><image l:href="#79"/><p>S&#x101;kuma st&#x101;voklis. Dejot&#x101;ji sagrup&#x113;jas pa tr&#x12B;s. Vislab&#x101;k, ja trijniek&#x101; ir divas meitenes un viens z&#x113;ns, bet var dejot ar&#x12B; tr&#x12B;s meitenes, tr&#x12B;s z&#x113;ni vai divi z&#x113;ni un viena meitene. Aprakst&#x101; katr&#x101; trijniek&#x101; paredz&#x113;tas divas meitenes un viens z&#x113;ns. Visi trij�nieki nost&#x101;jas apl&#x12B;; z&#x113;ns � meiten&#x113;m vid&#x16B; ar seju dejas ce&#x13C;am pret&#x113;j&#x101; virzien&#x101;, meitenes � ar seju dejas ce&#x13C;a virzien&#x101;. Rokas nolaistas.</p><p>I� da&#x13C;as norise</p><p>1.�3. takt&#x12B; z&#x113;ni un meitenes iet ar se�iem bra��iem so&#x13C;iem pretvirzienos. Meitenes so&#x13C;o blakus.</p><p>4. takt&#x12B; z&#x113;ns apst&#x101;jas div&#x101;m meiten&#x113;m priek�&#x101; (ne starp vi&#x146;&#x101;m), un visi uz ab&#x101;m k&#x101;j&#x101;m palecas.</p><p>5.���������� �8. takt&#x12B; atk&#x101;rto 1.�4. takts darb&#x12B;bu.</p><p>II� da&#x13C;as norise</p><p>9.�12. takt&#x12B; z&#x113;ns sadodas rok&#x101;s ar pret&#x12B; st&#x101;vo�a�j&#x101;m meiten&#x113;m un izveido apli. S&#x101;kot ar labo k&#x101;ju, trijnieks ar se�iem galopa so&#x13C;iem grie�as pa dejas ce&#x13C;u (z&#x12B;m.).</p><image l:href="#80"/><p>12.������������� takt&#x12B; visi palecas uz ab&#x101;m k&#x101;j&#x101;m (p&#x113;das para�l&#x113;li viena otrai, ce&#x13C;i iztaisnoti).</p><p>13.������������� �15. takt&#x12B; trijnieks grie�as t&#x101;pat k&#x101; 9.�12. takt&#x12B;, tikai dejas ce&#x13C;am pret&#x113;j&#x101; virzien&#x101;.</p><p>16. takt&#x12B; pal&#x113;ciens. Z&#x113;nam katr&#x101; zi&#x146;&#x101; j&#x101;apst&#x101;jas ar seju dejas ce&#x13C;am pret&#x113;j&#x101; virzien&#x101;, meiten&#x113;m � dejas ce&#x13C;a virzien&#x101;.</p><p>Deju p&#x113;c patikas atk&#x101;rto.</p></section><section><title><p>UZAICIN&#x100;JUMS</p></title><image l:href="#81"/><image l:href="#82"/><p>S&#x101;kuma st&#x101;voklis. P&#x101;ri nost&#x101;jas apl&#x12B; ar seju dejas ce&#x13C;a virzien&#x101; (z&#x113;nam meitene pie lab&#x101;s rokas). Z&#x113;�nam rokas sakrustotas uz kr&#x16B;t&#x12B;m, meitenei � uz�liktas uz gurniem.</p><p>Pirmais g&#x101;jiens</p><p>1.�4. takt&#x12B; z&#x113;ns, s&#x101;kot ar kreiso k&#x101;ju, iet ar asto�&#x146;iem g&#x101;jiena so&#x13C;iem meitenei gar priek�pusi apk&#x101;rt l&#x12B;dz savai vietai un apst&#x101;jas ar seju pret meiteni, t. i., ar muguru pret centru (z&#x12B;m.).</p><p>Meitene, s&#x101;kot ar labo k&#x101;ju, ar asto&#x146;iem g&#x101;jiena so&#x13C;iem grie�as uz vietas pa labi un v&#x113;ro z&#x113;nu (skatiens vienam uz otru p&#x101;r labo plecu). Apst&#x101;jas ar seju pret z&#x113;nu, t. i., pret centru.</p><image l:href="#83"/><p>5. takt&#x12B; z&#x113;ns nolai� rokas</p><p>un uz �viens� liek ar kreiso k&#x101;ju nelielu soli s&#x101;nis, p&#x101;rnesot uz t&#x101;s auguma svaru, uz �divi� pieliek labo k&#x101;ju pie kreis&#x101;s (p&#x113;das paral&#x113;li viena otrai) un, mazliet noliecot galvu, aicina meiteni uz deju.</p><p>6.� takt&#x12B; uz �viens� z&#x113;ns liek labo k&#x101;ju s&#x101;nis un pa�ce&#x13C; galvu. Skatiens uz meiteni. Uz �divi� pievelk kreiso k&#x101;ju pie lab&#x101;s un noliec galvu.</p><p>7.� un 8. takt&#x12B; z&#x113;ns sakrusto rokas uz kr&#x16B;t&#x12B;m un ar �etriem g&#x101;jiena so&#x13C;iem pagrie�as pa kreisi, ap�st&#x101;joties ar seju pret meiteni.</p><p>Meitene visu �o laiku st&#x101;v uz vietas un v&#x113;ro z&#x113;nu.</p><p>1.�4. takt&#x12B; meitene, s&#x101;kot ar labo k&#x101;ju, apskrien ar se�padsmit teci&#x146;u so&#x13C;iem gar priek�pusi z&#x113;nam apk&#x101;rt un nost&#x101;jas ar seju pret z&#x113;nu, t. i., pret centru.</p><p>Z&#x113;ns grie�as uz vietas pa kreisi ar asto&#x146;iem g&#x101;�jiena so&#x13C;iem (skatiens vienam uz otru p&#x101;r kreiso plecu) un apst&#x101;jas ar seju pret meiteni, t. i., ar mu�guru pret centru.</p><p>5. takt&#x12B; meitene ar ab&#x101;m rok&#x101;m papl&#x113;� sv&#x101;rci&#x146;us. Uz �viens� ar labo k&#x101;ju liek nelielu soli s&#x101;nis. Uz �divi� noliek kreiso k&#x101;ju uz pirkstgaliem aiz lab&#x101;s un pietupstas � kniks&#x113;.</p><p>6.� takt&#x12B; meitene izpilda 5. takts darb&#x12B;bu pa kreisi, t&#x101; atbildot uz z&#x113;na aicin&#x101;jumu.</p><p>7. un 8. takt&#x12B; meitene uzliek rokas uz gurniem un, s&#x101;kot ar labo k&#x101;ju, apgrie�as par �etriem g&#x101;jiena so&#x13C;iem pa labi. Apst&#x101;jas ar seju pret z&#x113;nu.</p><p>Otrais g&#x101;jiens</p><p>9. un 10. takti z&#x113;ns sniedz meitenei labo roku (ar plaukstu uz aug�u), meitene z&#x113;nam kreiso (ar plaukstu uz leju). Pagrie�oties ar seju dejas ce&#x13C;a virzien&#x101;, sadot&#x101;s rokas pace&#x13C; uz priek�u plecu aug�stum&#x101;, br&#x12B;v&#x101;s rokas � s&#x101;nis galvas augstum&#x101;. T&#x101; dejot&#x101;ju p&#x101;ris (z&#x113;ns s&#x101;k ar kreiso, meitene ar labo k&#x101;ju) dejo nostiept&#x101;m p&#x113;d&#x101;m �etrus pal&#x113;ciena so&#x13C;us dejas ce&#x13C;a virzien&#x101;.</p><p>11. un 12. takt&#x12B; z&#x113;ns kreiso roku, meitene labo uzliek uz gurna, pagrie�as viens pret otru, izstiepj sadot&#x101;s rokas dejas ce&#x13C;am pret&#x113;j&#x101; virzien&#x101; un, st&#x101;�vot uz vietas, piesit k&#x101;jas (z&#x113;ns piesit kreiso, labo, kreiso un labo, kreiso, labo, meitene � labo, kreiso, labo un kreiso, labo, kreiso k&#x101;ju).</p><p>13. un 14. takt&#x12B; dejo atkal k&#x101; 9. un 10. takt&#x12B; �etrus pal&#x113;ciena so&#x13C;us dejas ce&#x13C;a virzien&#x101;.</p><p>15. un 16. takt&#x12B; p&#x101;ri sadot&#x101;s rokas atlai�. Katrs dejot&#x101;js apgrie�as uz vietas ar �etriem g&#x101;jiena so�&#x13C;iem (z&#x113;ns pa kreisi, meitene pa labi) un atkal sa�dodas rok&#x101;s.</p><p>9.�12. takt&#x12B; p&#x101;ri dejo �etrus pal&#x113;ciena so&#x13C;us de�jas ce&#x13C;a virzien&#x101; un, pagriezu�ies viens pret otru, piesit k&#x101;jas.</p><p>13. un 14. takti v&#x113;lreiz dejo �etrus pal&#x113;ciena so&#x13C;us dejas ce&#x13C;a virzien&#x101;.</p><p>201</p><p>15. un 16. takt&#x12B; z&#x113;ns apgrie�as ar �etriem g&#x101;jiena so&#x13C;iem pa kreisi, bet meitene ar �etriem g&#x101;jiena so-</p><p>(1831)</p><p>&#x13C;iem aiziet pie iepriek�&#x113;j&#x101; p&#x101;ra z&#x113;na. Kad z&#x113;ns ap�st&#x101;jas, vi&#x146;am jau blakus ir cita meitene.</p><p>Atk&#x101;rtojot deju, meitenes ar katru reizi pavirz&#x101;s par vienu vietu uz priek�u.</p></section><section><title><p>V&#x12A;TEN&#x12A;TIS</p></title><image l:href="#84"/><p>S&#x101;kuma st&#x101;voklis. Dejot&#x101;ju p&#x101;ri izveido apli. Z&#x113;ns un meitene st&#x101;v ar seju viens pret otru (z&#x113;ns ar muguru, meitene ar seju pret centru).</p><p>Pirmais g&#x101;jiens</p><p>1.� takt&#x12B; uz �viens� p&#x101;ra z&#x113;ns un meitene katrs atsevi�&#x137;i sasit vienreiz plaukstas, uz �divi� abi sasit lab&#x101;s plaukstas.</p><p>2.�� takt&#x12B; dejot&#x101;ji t&#x101;pat k&#x101; 1. takt&#x12B; sasit vispirms</p><p>savas plaukstas, p&#x113;c tam abi kreis&#x101;s plauk�stas.</p><p>3. takt&#x12B; v&#x113;lreiz sasit savas plaukstas, p&#x113;c tam viens ar otru sasit abas plaukstas (z&#x113;ns labo ar meitenes kreiso un kreiso ar meitenes labo plaukstu).</p><p>4.� takt&#x12B; z&#x113;ns un meitene uzliek rokas uz gurniem un piesit tr&#x12B;s reizes k&#x101;jas (labo, kreiso, labo).</p><p>5.� un 6. takt&#x12B; p&#x101;ra z&#x113;ns un meitene sadodas labaj&#x101;s rok&#x101;s un ar �etriem g&#x101;jiena so&#x13C;iem, s&#x101;kot ar labo k&#x101;ju, apmain&#x101;s viet&#x101;m (labie pleci kop&#x101;). Z&#x113;ns no�n&#x101;k ap&#x13C;a &#x101;rpus&#x113; ar seju dejas ce&#x13C;am pret&#x113;j&#x101; vir�zien&#x101;, meitene � ap&#x13C;a iek�pus&#x113; ar seju dejas ce&#x13C;a virzien&#x101; (z&#x12B;m.).</p><p>7. un 8. takt&#x12B; z&#x113;ns turpina iet ar �etriem so&#x13C;iem dejas ce&#x13C;am pret&#x113;j&#x101; virzien&#x101; uz ap&#x13C;a iek�pusi, mai�noties ar pretimn&#x101;ko�o meiteni gar kreiso plecu. Meitene iet ar �etriem so&#x13C;iem dejas ce&#x13C;a virzien&#x101; uz &#x101;rpusi, mainoties ar pretim n&#x101;ko�o z&#x113;nu gar kreiso plecu. Ta san&#x101;k kop&#x101; nevis ar blakus st&#x101;vo�&#x101; p&#x101;ra z&#x113;nu vai meiteni, bet ar t&#x101; p&#x101;ra dejot&#x101;ju, kas atro�das par vienu vietu t&#x101;l&#x101;k.</p><p>Otrais g&#x101;jiens</p><image l:href="#85"/><p>1. takt&#x12B; jauno p&#x101;ru z&#x113;ni un meitenes uzliek rokas uz gurniem un izpilda vienu l&#x113;no p&#x101;rl&#x113;ciena jeb p&#x101;r-</p><p>mai&#x146;as soli. Uz �viens� palecoties izliek labo k&#x101;ju uz priek�u ar nostieptu p&#x113;du (auguma svars uz kreis&#x101;s k&#x101;jas), uz �divi� � pauze.</p><p>2.� takt&#x12B; t&#x101;du pa�u l&#x113;no p&#x101;rl&#x113;ciena soli izpilda, izliekot kreiso k&#x101;ju uz priek�u.</p><p>3.� un 4. takt&#x12B; seko tr&#x12B;s &#x101;trie p&#x101;rl&#x113;cieni uz katru takts ceturtda&#x13C;u. P&#x113;d&#x113;j&#x101; ceturtda&#x13C;&#x101; labo k&#x101;ju pie�liek pie kreis&#x101;s.</p><p>5.�8. takt&#x12B; izpilda to pa�u darb&#x12B;bu ko pirm&#x101; g&#x101;�jiena 5. un 8. takt&#x12B;.</p></section><section><title><p>AND�I&#x145;S</p></title><image l:href="#86"/><p>S&#x101;kuma st&#x101;voklis. Dejot&#x101;ji nost&#x101;jas viens otram pret&#x12B;: z&#x113;ns ar seju dejas ce&#x13C;a virzien&#x101;, rokas sakrus�totas uz kr&#x16B;t&#x12B;m; meitene ar seju dejas ce&#x13C;am pret&#x113;j&#x101; virzien&#x101;, rokas uzliktas uz gurniem. Deju izpilda polkas so&#x13C;iem.</p><p>Dejas izpild&#x12B;jums. 1.�8. takt&#x12B; meitene, s&#x101;kot ar labo k&#x101;ju, griezdam&#x101;s dejo asto&#x146;us polkas so&#x13C;us</p><p>dejas ce&#x13C;a virzien&#x101;. Ar pirmo soli vi&#x146;a saskat&#x101;s ar z&#x113;nu p&#x101;r kreiso plecu, ar otro soli pagrie�as. Z&#x113;ns, s&#x101;kot polkas soli ar kreiso k&#x101;ju, seko meitenei.</p><p>9.�16. takt&#x12B; dejot&#x101;ji sadodas krusteniskaj&#x101; roku satv&#x113;rien&#x101; un dejo asto&#x146;us so&#x13C;us dejas ce&#x13C;a virzien&#x101;.</p></section><section><title><p>KARUSELIS</p></title><image l:href="#87"/><p>S&#x101;kuma st&#x101;voklis. Dal&#x12B;bnieki sak&#x101;rtojas p&#x101;ros � z&#x113;ns ar meiteni vai meitene ar meiteni. Tad katra p&#x101;ra dal&#x12B;bnieki nost&#x101;jas viens otram aiz muguras un izveido apli ar seju pret centru. Iek�&#x113;j&#x101; apl&#x12B; st&#x101;�vo�ie sadodas rok&#x101;s.</p><p>Aizmugur&#x113;jie viegli uzliek rokas savam partne�rim uz pleciem, elko&#x146;i taisni. T&#x101; izveidojas �karu�selis� (z&#x12B;m.).</p><p>Pirmais g&#x101;jiens (1.�8. takts un 9.�16. takts). M&#x16B;ziku sp&#x113;l&#x113; l&#x113;n&#x101; temp&#x101;.</p><p>1.�8. takti dal&#x12B;bnieki, s&#x101;kot ar labo k&#x101;ju, izpilda katr&#x101; takt&#x12B; vienu pievilciena soli pa dejas ce&#x13C;u. S&#x101;k l&#x113;ni, bet, m&#x16B;zikas tem�pam pieaugot, ar&#x12B; so&#x13C;i pa&#x101;trin&#x101;s.</p><p>9.�16. takt&#x12B; m&#x16B;zika k&#x13C;&#x16B;st strauj&#x101;ka. Pievilciena so&#x13C;i p&#x101;riet galopa so&#x13C;os, karuselis s&#x101;k griezties &#x101;tr&#x101;k. Iek�&#x113;jais aplis liek &#x12B;s&#x101;kus so&#x13C;us, lai &#x101;r&#x113;jais tiek l&#x12B;dzi. Ar&#x113;j&#x101; apl&#x12B; st&#x101;vo�ie viegli balst&#x101;s uz sava p&#x101;ra pleciem un liek slaid&#x101;kus so&#x13C;us. �aj&#x101; dej&#x101;-rota&#x13C;&#x101; noris sacens&#x12B;ba: kur� no &#x101;r&#x113;j&#x101; ap&#x13C;a dal&#x12B;bnie�kiem ilg&#x101;k noturas karusel&#x12B;, tas uzvar. P&#x113;c v&#x113;l&#x113;��an&#x101;s m&#x16B;zikas otro da&#x13C;u (9.�16. takti) var atk&#x101;r�tot. P&#x113;c tam p&#x101;ra z&#x113;ns un meitene apmain&#x101;s vie�t&#x101;m un karuselis grie�as v&#x113;lreiz.</p><p>Otrais g&#x101;jiens.</p><p>1.�8. takt&#x12B; vid&#x113;j&#x101; ap&#x13C;a dal&#x12B;bnieki atkal sadodas</p><p>izstieptaj&#x101;s _ rok&#x101;s. Rokas tur stingri. Ar&#x113;j&#x101; ap&#x13C;a dal&#x12B;b�nieki ar kreiso roku turas pie iek�&#x113;j&#x101; ap&#x13C;a dejot&#x101;ju sa�dotaj&#x101;m rok&#x101;m (savam p&#x101;�rim pie lab&#x101;s rokas) ar seju dejas ce&#x13C;a virzien&#x101; (z&#x12B;m.).</p><image l:href="#88"/><image l:href="#89"/><p>Iek�&#x113;j&#x101; ap&#x13C;a dejot&#x101;ji, s&#x101;�kot ar labo k&#x101;ju, izpilda l&#x113;�nus pievilciena so&#x13C;us dejas</p><p>ce&#x13C;a virzien&#x101;. &#x100;r&#x113;j&#x101; ap&#x13C;a dal&#x12B;bnieki uz katra pievil�ciena so&#x13C;a iet divus g&#x101;jiena so&#x13C;us dejas ce&#x13C;a vir�zien&#x101;, br&#x12B;v&#x101;s rokas uzliktas uz gurniem.</p><p>9.�16. takt&#x12B; iek�&#x113;jais aplis s&#x101;k griezties dejas ce&#x13C;a virzien&#x101; strauj&#x101;k � nelieliem galopa so&#x13C;iem, &#x101;r&#x113;jais � turas l&#x12B;dzi teci&#x146;u vai pal&#x113;ciena so&#x13C;iem. Br&#x12B;v&#x101;s rokas &#x101;r&#x113;j&#x101; ap&#x13C;a dal&#x12B;bniekiem paceltas s&#x101;nis.</p><p>N&#x101;kamajos g&#x101;jienos ap&#x13C;i atkal apmain&#x101;s viet&#x101;m.</p></section><section><title><p>TRADIR&#x12A;DI POLKA</p></title><image l:href="#90"/><p>S&#x101;kuma st&#x101;voklis. P&#x101;ra z&#x113;ns un meitene st&#x101;v sl&#x113;gt&#x101; roku satv&#x113;rien&#x101; � z&#x113;ns ar muguru, meitene ar seju pret centru.</p><p>Izpild&#x12B;jums.</p><p>1. un 2. takt&#x12B;, z&#x113;ns s&#x101;kot ar kreiso, meitene ar labo k&#x101;ju, dejo �etrus galopa so&#x13C;us dejas ce&#x13C;a vir�zien&#x101;.</p><p>3. un 4. takt&#x12B; p&#x101;ri apst&#x101;jas un divas reizes �&#x16B;po rokas dejas ce&#x13C;a virzien&#x101; un atpaka&#x13C;.</p><image l:href="#91"/><p>M&#x16B;ziku atk&#x101;rtojot, atk&#x101;rto ar&#x12B; 1.�4. takts dar�b&#x12B;bu.</p><p>5. un 6. takt&#x12B; z&#x113;ns un meitene sadod lab&#x101;s plauk�stas un, s&#x101;kot ar iepriek� nor&#x101;d&#x12B;to k&#x101;ju, �etriem g&#x101;�jiena so&#x13C;iem apmain&#x101;s viet&#x101;m, atlai� rokas un pa�grie�as ar seju viens pret otru (z&#x12B;m.).</p><p>7. un 8. takt&#x12B; katrs dejot&#x101;js sasit divas reizes plaukstas un, uzlicis rokas uz gurniem, tr&#x12B;s reizes piesit k&#x101;jas (z&#x113;ns � kreiso, labo, kreiso, meitene � labo, kreiso, labo).</p><p>M&#x16B;ziku atk&#x101;rtojot, atk&#x101;rto ar&#x12B; 5.�8. takts dar�b&#x12B;bu, tikai tagad z&#x113;ns ar meiteni main&#x101;s viet&#x101;m, sa�devu�ies kreisaj&#x101;s rok&#x101;s, un ar&#x12B; soli s&#x101;k ar otru k&#x101;ju.</p><image l:href="#92"/><p id="AutBody_0bookmark9">.</p></section><section><title><p>CITU TAUTU ROTA&#x13B;AS</p></title><p>.�</p></section><section><title><p>&#x100;BOL&#x12A;TIS</p></title><p>(Igau&#x146;u rota&#x13C;a)</p><image l:href="#93"/><p>S&#x101;kuma st&#x101;voklis. Rota&#x13C;as dal&#x12B;bnieki izveido apli. Atkar&#x12B;b&#x101; no rota&#x13C;as dal&#x12B;bnieku skaita ap&#x13C;a vid&#x16B; iz�n&#x101;k viens vai ar&#x12B; vair&#x101;ki b&#x113;rni.</p><p>Rota&#x13C;as norise. Dziedot 1. pantu, apli veidojo�ie rota&#x13C;as dal&#x12B;bnieki so&#x13C;iem virz&#x101;s uz labo pusi. Tie, kas atrodas vid&#x16B;, pastaig&#x101;jas pret&#x113;j&#x101; virzien&#x101;. Panta beig&#x101;s liel&#x101; ap&#x13C;a dal&#x12B;bnieki apst&#x101;jas un sado�t&#x101;s rokas pace&#x13C; uz aug�u.</p><p>Dziedot 2. pantu, ap&#x13C;a vid&#x16B; eso�ie b&#x113;rni katrs atsevi�&#x137;i iet l&#x12B;�u lo�iem zem paceltaj&#x101;m rota&#x13C;as da�l&#x12B;bnieku rok&#x101;m. Panta beig&#x101;s katrs nost&#x101;jas aiz mu�guras k&#x101;dam no ap&#x13C;a dal&#x12B;bniekiem un viegli iestumj to vid&#x16B; sav&#x101; viet&#x101;. Pa�i pievienojas lielajam aplim,</p><p>un rota&#x13C;a s&#x101;kas no jauna.</p><p>��</p></section><section><title><p>CUM VALLE RILLE R&#x100;</p></title><p>(Igau&#x146;u b&#x113;rnu rota&#x13C;a)</p><image l:href="#94"/><image l:href="#95"/><p>S&#x101;kuma st&#x101;voklis. Rota&#x13C;as dal&#x12B;bnieki, rok&#x101;s sade�vu�ies, izveido apli. Da�i no b&#x113;rniem ien&#x101;k ap&#x13C;a vid&#x16B; � tie ir apsveic&#x113;ji un t&#x101;d&#x113;&#x13C; vi&#x146;iem rok&#x101;s ir ziedi. Rota&#x13C;as laik&#x101; vi&#x146;i �os ziedus d&#x101;vina citiem da�l&#x12B;bniekiem.</p><p>Rota&#x13C;as norise. Dziedot 1. pantu, apli veidojo�ie rota&#x13C;as dal&#x12B;bnieki iet uz labo pusi. Tie, kuri atrodas ap&#x13C;a vid&#x16B;, iet pret&#x113;j&#x101; virzien&#x101;. Dziedot 2. pantu, ro�ta&#x13C;as dal&#x12B;bnieki apst&#x101;jas (ar seju uz centru). Dzie�dot 2. panta pirmo da&#x13C;u, katrs apsveic&#x113;js savu ziedu d&#x101;vina vienam no ap&#x13C;a dal&#x12B;bniekiem, bet, dziedot panta otro da&#x13C;u, uzl&#x16B;dz k&#x101;du citu dal&#x12B;bnieku (kuram rok&#x101;s nav ziedu) sev l&#x12B;dzi uz ap&#x13C;a vidu. P&#x101;ris, no�n&#x101;cis ap&#x13C;a vid&#x16B;, sadodas rok&#x101;s galopam.</p><p>Dziedot 3. pantu, rota&#x13C;as dal&#x12B;bnieki takt&#x12B; sit plaukstas, bet tie p&#x101;ri, kas atrodas ap&#x13C;a vid&#x16B;, dzie�dot panta pirmo da&#x13C;u, izpilda galopa l&#x113;cienus dejas ce&#x13C;a virzien&#x101;, p&#x113;c tam t&#x101;d&#x101; pa�&#x101; roku satv&#x113;rien&#x101; so�&#x13C;iem grie�as sev apk&#x101;rt uz labo pusi. Dziesmai bei�dzoties, centra dal&#x12B;bnieki izkl&#x12B;st un pievienojas ap�lim. Vid&#x16B; izn&#x101;k tie rota&#x13C;as dal&#x12B;bnieki, kuriem rok&#x101;s ir ziedi, un rota&#x13C;u ats&#x101;k no jauna.</p></section><section><title><p>J&#x100;�ANA UZ &#x112;ZE&#x13B;A</p></title><p>(Mold&#x101;vu rota|a)</p><p>Rota&#x13C;a piem&#x113;rota z&#x113;niem. �o rota&#x13C;u var organi�z&#x113;t, ja taj&#x101; piedal&#x101;s ne maz&#x101;k par 8 z&#x113;niem.</p><p>Tie sadal&#x101;s div&#x101;s grup&#x101;s. Pirm&#x101;s grupas z&#x113;ni no�st&#x101;jas kolonn&#x101; pa vienam, ie&#x146;em so&#x13C;st&#x101;ju un nolie�cas vidukl&#x12B; uz priek�u, aptverot priek�&#x101; st&#x101;vo�&#x101; vidukli.</p><p>Kolonnas pirmais z&#x113;ns turas pie koka. T&#x101; izvei�dojas pagarin&#x101;ta �&#x113;ze&#x13C;a mugura�.</p><p>Otr&#x101;s grupas z&#x113;ni � �j&#x101;tnieki� p&#x113;c k&#x101;rtas ieskrienas un, atbalstoties ar rok&#x101;m uz &#x113;ze&#x13C;a mugu�ras, uzlec j&#x101;teniski &#x113;zelim mugur&#x101;. &#x112;zelis cen�as j&#x101;tnieku nomest. Ja j&#x101;tniekam izdodas notur&#x113;ties uz &#x113;ze&#x13C;a muguras, tas ieg&#x16B;st punktu. Kad visi j&#x101;tnieki s&#x113;d&#x113;ju�i &#x113;ze&#x13C;a mugur&#x101;, komandas main&#x101;s lom&#x101;m.</p><p>Uzvar komanda, kurai vair&#x101;k punktu.</p><p>Iev&#x113;ro! Ja rota&#x13C;&#x101; piedal&#x101;s 6 z&#x113;ni, ar&#x12B; tad 4 j&#x101;�veido &#x113;zelis. Ja tas b&#x16B;s &#x12B;s&#x101;ks, j&#x101;tnieks lecot var atsisties pret koku.</p><p>Ja &#x113;zeli veido tikai 3 z&#x113;ni, tiem j&#x101;nost&#x101;jas br&#x12B;v&#x101; laukum&#x101;. Pirmais z&#x113;ns noliecoties balsta rokas uz �savas k&#x101;jas ce&#x13C;a. �&#x101;ds &#x113;zelis nav tik stabils.</p></section><section><title><p>KUR� AIZL&#x112;KS T&#x100;L&#x100;K!</p></title><p>(Gruz&#x12B;nu rota&#x13C;a)</p><p>Gruzij&#x101; ce&#x13C;ot&#x101;jiem bie�i n&#x101;kas p&#x101;rvar&#x113;t da�&#x101;dus �&#x137;&#x113;r�&#x13C;us ar k&#x101;rts pal&#x12B;dz&#x12B;bu, t&#x101;d&#x113;&#x13C; gruz&#x12B;nu b&#x113;rnu ro�ta&#x13C;&#x101;s l&#x113;k�ana ar k&#x101;rti ir popul&#x101;ra.</p><p>Rota&#x13C;ai vajadz&#x12B;ga l&#x12B;dz 2 m gara k&#x101;rts. Vietu iz�v&#x113;las liedag&#x101;, laukum&#x101;, p&#x13C;av&#x101;, me�a tak&#x101;. Atz&#x12B;m&#x113; starta l&#x12B;niju. P&#x113;c sign&#x101;la katrs rota&#x13C;as dal&#x12B;bnieks p&#x113;c k&#x101;rtas izpilda 6�10 l&#x113;cienus ar k&#x101;rti. B&#x113;rns, kur� aizl&#x113;cis vist&#x101;l&#x101;k, ir uzvar&#x113;t&#x101;js.</p><p>Iev&#x113;ro! Ja laukuma platums at&#x13C;auj, l&#x113;cienus ar k&#x101;rti var izpild&#x12B;t 2 vai 3 dal&#x12B;bnieki reiz&#x113;, tikai tad starp tiem j&#x101;b&#x16B;t divu so&#x13C;u platai atstarpei.</p><p>Pirms organiz&#x113; �o rota&#x13C;u, b&#x113;rniem j&#x101;pam&#x101;c&#x101;s l&#x113;kt ar k&#x101;rti.</p><p>Rota&#x13C;ai var izmantot l&#x113;c&#x113;ju k&#x101;rtis, tikai t&#x101;s ne�dr&#x12B;kst b&#x16B;t gar&#x101;kas par 2 metriem, k&#x101; ar&#x12B; pa�u gata�votas k&#x101;rtis. Vislab&#x101;k t&#x101;s darin&#x101;t no lazdas. T&#x101;s var izgatavot skolas darbm&#x101;c&#x12B;bas stund&#x101;s.</p><p>Nedr&#x12B;kst griezt k&#x101;rtis me�&#x101; pa�i. To dr&#x12B;kst dar&#x12B;t tikai ar me�sarga at&#x13C;auju.</p></section><section><title><p>PLAUK�&#x136;IN&#x100;�ANA</p></title><p>(Arm&#x113;&#x146;u rota&#x13C;a)</p><p>Rota&#x13C;a noder ritma izj&#x16B;tas, k&#x101; ar&#x12B; uzman&#x12B;bas att&#x12B;st&#x12B;�anai. Taj&#x101; vienlaikus var piedal&#x12B;ties 10�30 b&#x113;rnu. Rota&#x13C;as dal&#x12B;bnieki sas&#x113;�as apl&#x12B;t&#x12B; (pludmal&#x113; vai mauri&#x146;&#x101; � uz zemes, telp&#x101; � uz kr&#x113;sliem).</p><p>Pirms uzs&#x101;k rota&#x13C;u, visi ritm&#x101; skaita: �Viens, divi, tr&#x12B;s, �etri, viens, divi, tr&#x12B;s, �etri utt.� Vienlai�kus uz �viens, divi� divas reizes sasit plauk�stas, bet uz �tr&#x12B;s, �etri� ar pirkstiem taisa knik�&#x137;us. Kad b&#x113;rni k&#x101;du br&#x12B;di pavingrin&#x101;ju��ies, var s&#x101;kt rota&#x13C;u. Katram no dal&#x12B;bniekiem tiek dots numurs p&#x113;c k&#x101;rtas: 1., 2., 3., 4., 5., 6., 7., utt. Cik dal&#x12B;bnieku, tik numuru. Rota&#x13C;u uz�s&#x101;k pirmais numurs. Kop&#x101; ar visiem b&#x113;rniem vi&#x146;� ritm&#x101; sit plaukstas un taisa knik�&#x137;us. Sitot plauk�stas, vi&#x146;� nesaka nek&#x101;, bet uz katru knik�&#x137;i nosauc savu skaitli: �Viens, viens.� T&#x101;l&#x101;k vi&#x146;am j&#x101;nosauc cits skaitlis, kur� turpin&#x101;s rota&#x13C;u.</p><p>Rota&#x13C;as noteikumi.</p><p>1.�� Sitot plaukstas un taisot knik�&#x137;us un vienlai�kus nosaucot skait&#x13C;us, visiem stingri j&#x101;turas ritm&#x101;. Tikl&#x12B;dz k&#x101;ds nosauc skaitli mazliet par &#x101;tru vai par v&#x113;lu, tas izst&#x101;jas no rota&#x13C;as.</p><p>2.�� Uz knik�&#x137;iem vienm&#x113;r divas reizes j&#x101;nosauc savs skaitlis, bet, minot n&#x101;kamo skaitli, tas j&#x101;no�sauc blakus savam skaitlim, piem&#x113;ram: �Viens, �etri.� Tas noz&#x12B;m&#x113;, ka rota&#x13C;u t&#x101;l&#x101;k turpina ��etri�nieks�, kur� teiks: ��etri, �etri.� Rota&#x13C;&#x101; at&#x13C;auts (k&#x101; pirmaj&#x101; piem&#x113;r&#x101;) uzreiz blakus savam skaitlim no�saukt citu skaitli, bet, lai b&#x16B;tu laiks dom&#x101;�anai, dr&#x12B;kst divas reizes atk&#x101;rtot tikai savu skaitli, bet tre�aj&#x101; reiz&#x113; noteikti blakus savam skaitlim j&#x101;min cits. Ja rota&#x13C;as dal&#x12B;bnieks nepag&#x16B;st nosaukt citu skaitli, vi&#x146;� izst&#x101;jas no rota&#x13C;as.</p><p>3.� Ja k&#x101;dam gad&#x101;s nosaukt t&#x101; rota&#x13C;as dal&#x12B;bnieka skaitli, kur� jau no rota&#x13C;as izst&#x101;jies, tad par neuz�man&#x12B;bu pa�am ar&#x12B; j&#x101;izst&#x101;jas.</p><p>4. Tikl&#x12B;dz k&#x101;ds no dal&#x12B;bniekiem k&#x13C;&#x16B;d&#x101;s un no ro�ta&#x13C;as izst&#x101;jas, uz br&#x12B;di rota&#x13C;a p&#x101;rtr&#x16B;kst. Ja pirmais numurs izst&#x101;jies, rota&#x13C;u uzs&#x101;k otrais numurs, ja ar&#x12B; otrais izkr&#x12B;t, tad s&#x101;k tre�ais utt. Rota&#x13C;u turpina tik ilgi, kam&#x113;r viens no dal&#x12B;bniekiem, kur� ne reizi nav k&#x13C;&#x16B;d&#x12B;jies, k&#x13C;&#x16B;st par uzvar&#x113;t&#x101;ju.</p><p>Izst&#x101;joties no rota&#x13C;as, dal&#x12B;bnieki paliek s&#x113;�ot ap�l&#x12B;t&#x12B;, seko rota&#x13C;ai, tikai nesit plaukstas un netaisa knik�&#x137;us. T&#x101; viegl&#x101;k orient&#x113;ties, kuri dal&#x12B;bnieki v&#x113;l turpina rota&#x13C;u.</p><p>B&#x113;rniem pat&#x12B;k �o rota&#x13C;u atk&#x101;rtot v&#x113;l un v&#x113;l, un t&#x101;d&#x113;&#x13C;, tikl&#x12B;dz k&#x101;ds uzvar&#x113;jis, t&#x101; t&#x16B;l&#x12B;t visi atkal uzs&#x101;k rota&#x13C;u no sakuma.</p></section><section><title><p>KLIB&#x100; VISTA</p></title><p>(Turkm&#x113;&#x146;u rota&#x13C;a)</p><p>Turkm&#x113;&#x146;u tauta ir slavena ar saviem lieliskajiem j&#x101;tniekiem. Atdarinot pieaugu�os, turkm&#x113;&#x146;u b&#x113;rni labpr&#x101;t sp&#x113;l&#x113; rota&#x13C;u �Klib&#x101; vista�.</p><p>Sapulc&#x113;ju�ies rota&#x13C;as dal&#x12B;bnieki (ne maz&#x101;k par 10�12 b&#x113;rniem) sadal&#x101;s div&#x101;s komand&#x101;s un no�st&#x101;jas aiz starta l&#x12B;nijas. Katras komandas pirmie divi dal&#x12B;bnieki nost&#x101;jas blakus un sadodas rok&#x101;s. Tre�ais nost&#x101;jas cie�i aiz abiem, atbalst&#x101;s ar rok&#x101;m uz priek�&#x113;jo pleciem un p&#x101;rliek vienu k&#x101;ju p&#x101;ri abu priek�&#x113;jo b&#x113;rnu sadotaj&#x101;m rok&#x101;m. T&#x101; veidojas trij�nieks, kuram ir piecas k&#x101;jas. P&#x113;c sign&#x101;la abu ko�mandu trijnieki skrien (vid&#x113;jais p&#x101;rvietojas lecot) l&#x12B;dz 15�20 m att&#x101;lai fini�a l&#x12B;nijai.</p><p>Vienu punktu ieg&#x16B;st trijnieks, kur� pirmais sa�sniedzis l&#x12B;niju. Vis&#x101; rota&#x13C;&#x101; uzvar komanda, kurai vair&#x101;k punktu.</p><p>Iev&#x113;ro! Pirms rota&#x13C;as s&#x101;kuma b&#x113;rniem j&#x101;patre�n&#x113;jas skriet trijniek&#x101;.</p><p>Mal&#x113;jiem trijnieka dal&#x12B;bniekiem j&#x101;piel&#x101;gojas vi�d&#x113;j&#x101; b&#x113;rna tempam, cit&#x101;di vid&#x113;jais var paklupt un krist. Tas aizkav&#x113;tu rota&#x13C;u vair&#x101;k.</p></section><section><title><p>�U�IJAS VILCIENS</p></title><p>(Ung&#x101;ru b&#x113;rnu rota|a)</p><image l:href="#96"/><p>S&#x101;kuma st&#x101;voklis. Rota&#x13C;as dal&#x12B;bnieki izveido apli. Viens no vi&#x146;iem (Zu�&#x12B;) izn&#x101;k ap&#x13C;a vid&#x16B;.</p><p>Rota&#x13C;as norise. Rota&#x13C;as dal&#x12B;bnieki, sadevu�ies ro�k&#x101;s, iet uz labo pusi. Zu�&#x12B; pa ap&#x13C;a vidu iet pret&#x113;j&#x101; virzien&#x101; un ar roku kust&#x12B;b&#x101;m atdarina lokomot&#x12B;ves brauk�anu. Panta beig&#x101;s aplis apst&#x101;jas. Zu�&#x12B; nost&#x101;�jas pret k&#x101;du no dal&#x12B;bniekiem un, dziedot �La, la,</p><image l:href="#97"/><p>la, la�, ar labo roku gais&#x101; apraksta pilnu apli (v&#x113;z&#x113; roku sev priek�&#x101; no apak�as uz aug�u, tad virs gal�vas un nolai� atkal gar s&#x101;niem uz leju). To pa�u dara ar kreiso roku un tre�o reizi � ar ab&#x101;m rok&#x101;m. Dal&#x12B;bnieks, kuru uzl&#x16B;dz Zu�&#x12B;, visu dara l&#x12B;dzi, un beidzot abi izsaucas: �Uh!� Tas ir k&#x101; sign&#x101;ls vil�ciena atie�anai. Zu�&#x12B; ar pal&#x113;cienu pagrie�as ar mu�guru pret uzl&#x16B;gto dal&#x12B;bnieku, kur� savuk&#x101;rt uzliek rokas vi&#x146;ai uz pleciem un t&#x101;d&#x101; veid&#x101; it k&#x101; pievieno�jas lokomot&#x12B;vei vagoni&#x146;�.</p><p>Atkal atskan dziesma, un vilciens brauc. Zu�&#x12B; atkal apst&#x101;jas cita rota&#x13C;as dal&#x12B;bnieka priek�&#x101; un iz�pilda t&#x101;s pa�as kust&#x12B;bas. Aiz vi&#x146;as st&#x101;vo�ais da�l&#x12B;bnieks dara to pa�u. Uz izsaucienu �Uh!� abi grie��as, un vilcienam pievienojas atkal jauns vagoni&#x146;�, tikai �oreiz lokomot&#x12B;ves lom&#x101; ir pirmais vagoni&#x146;�, rota&#x13C;as uzs&#x101;c&#x113;js paliek aiz vi&#x146;a. Rota&#x13C;u turpinot, vilciens k&#x13C;&#x16B;st arvien gar&#x101;ks.</p><p>Ja rota&#x13C;as dal&#x12B;bnieku ir daudz un vi&#x146;i rota&#x13C;u labi apguvu�i, tad to var uzs&#x101;kt vair&#x101;ki dal&#x12B;bnieki vien�laikus. T&#x101;d&#x101; gad&#x12B;jum&#x101; veidojas vair&#x101;ki vilcieni, un tad rota&#x13C;a k&#x13C;&#x16B;s rait&#x101;ka.</p></section><section><title><p>PASTAIGA</p></title><p>(Polu b&#x113;rnu rotala)</p><image l:href="#98"/><p>S&#x101;kuma st&#x101;voklis. Visi rota&#x13C;as dal&#x12B;bnieki sast&#x101;jas pa p&#x101;riem ar seju dejas ce&#x13C;a virzien&#x101;. Sadot&#x101;s rokas pace&#x13C; plecu augstum&#x101;, br&#x12B;v&#x101;s rokas nolaistas.</p><p>Rota&#x13C;as norise. 1. p a n t s. Uzs&#x101;kot dziesmu, ro�ta&#x13C;as dal&#x12B;bnieki so&#x13C;o uz priek�u pa dejas ce&#x13C;u. (So&#x13C;o��anu abi p&#x101;ra b&#x113;rni uzs&#x101;k ar kreiso k&#x101;ju.)</p><p>2. pants. T&#x101;pat turpina so&#x13C;o�anu uz priek�u, tikai pie v&#x101;rdiem �ha-ha!� piesit takt&#x12B; labo un kreiso k&#x101;ju. Panta beig&#x101;s p&#x101;ri apst&#x101;jas un pagrie��as viens pret otru. T&#x101; izveidojas divi ap&#x13C;i � mci-</p><p>tenes ar seju pret centru, bet z&#x113;ni ar muguru pret centru.</p><p>3. pants. Abu ap&#x13C;u dal&#x12B;bnieki virz&#x101;s uz labo pusi, t&#x101;d&#x113;j&#x101;di satiekas arvien ar cita p&#x101;ra partneri. Pirmajam, kuru satiek, it k&#x101; sasveicinoties sniedz labo roku, tad rokas atlai� un iet t&#x101;l&#x101;k. Otrajam sniedz kreiso roku, bet tre�ajam, kuru satiek, sniedz abas rokas un ar �o partneri nost&#x101;jas s&#x101;kuma st&#x101;�vokl&#x12B;, lai rota&#x13C;u uzs&#x101;ktu no jauna.</p></section><section><title><p>BINGO</p></title><p>(Somu rota&#x13C;a)</p><image l:href="#99"/><p>S&#x101;kuma st&#x101;voklis. Rota&#x13C;as dal&#x12B;bnieki sast&#x101;jas di�vos ap&#x13C;os (gan &#x101;r&#x113;j&#x101;, gan iek�&#x113;j&#x101; apl&#x12B; st&#x101;v ar seju pret centru).</p><p>Rota&#x13C;as norise. Dziedot dziesmi&#x146;u par mazo balto sun&#x12B;ti Bingo, &#x101;r&#x113;jais aplis virz&#x101;s so&#x13C;iem uz labo pusi, bet iek�&#x113;jais � uz kreiso. Kad nobeigum&#x101; iz�skan sauciens �Be! I! En! Ge! O!�, visi apst&#x101;jas un</p><p>nolai� rokas. Iek�&#x113;j&#x101; ap&#x13C;a dal&#x12B;bnieki ar strauju kus�t&#x12B;bu pagrie�as pret &#x101;r&#x113;j&#x101; ap&#x13C;a dal&#x12B;bniekiem. Katrs dal&#x12B;bnieks sniedz pret&#x12B; st&#x101;vo�ajam abas rokas un apgrie�as ar vi&#x146;u apk&#x101;rt, apmainoties viet&#x101;m. T&#x101;d&#x113;�j&#x101;di tie rota&#x13C;as dal&#x12B;bnieki, kuri bija iek�&#x113;j&#x101; apl&#x12B;, tagad nok&#x13C;&#x16B;st &#x101;r&#x113;j&#x101;, bet &#x101;r&#x113;j&#x101; ap&#x13C;a dal&#x12B;bnieki � iek�&#x113;j&#x101;.</p><p>Atkal izveidojas divi ap&#x13C;i, visi sadodas rok&#x101;s un rota&#x13C;u s&#x101;k no jauna. Rota&#x13C;u var turpin&#x101;t, cik ilgi b&#x113;rniem pat&#x12B;k.</p></section><section><title><p>RI� RA� RUMBIBUM</p></title><image l:href="#100"/><p>�o deju-rota&#x13C;u labpr&#x101;t dejo b&#x113;rni daudz&#x101;s val�st&#x12B;s. Ar&#x12B; m&#x16B;su b&#x113;rni to iem&#x101;c&#x12B;ju�ies un iem&#x12B;&#x13C;oju�i. Deja ir &#x13C;oti vienk&#x101;r�a, to pat var dejot bez m&#x16B;zikas.</p><p>Dejas dal&#x12B;bnieki izveido apli. Viens no vi&#x146;iem, kur� deju prot, ieiet ap&#x13C;a vid&#x16B;.</p><p>1.�8. takt&#x12B; vid&#x16B; ien&#x101;ku�ais rota&#x13C;as dal&#x12B;bnieks lec pa apli apk&#x101;rt (16 pal&#x113;cieni) un pie katra pal&#x113;ciena sasit plaukstas. Apl&#x12B; st&#x101;vo�ie dal&#x12B;bnieki ar&#x12B; t&#x101;pat sit plaukstas un visi kop&#x101; dzied: �Ri� ra� rumbibum, rumbibum, rumbibum, ri� ra� rumbibum, rumbibum, rumbibum.� P&#x113;d&#x113;j&#x101; takt&#x12B; ap&#x13C;a vid&#x16B; eso�ais rota&#x13C;as dal&#x12B;bnieks uzl&#x16B;dz k&#x101;du no apl&#x12B; st&#x101;vo�iem uz deju un sadodas ar vi&#x146;u rok&#x101;s.</p><p>9.�12. takt&#x12B; dejo tikai p&#x101;ris ap&#x13C;a vid&#x16B;. Uz �viens un� � pal&#x113;ciens uz kreis&#x101;s k&#x101;jas, labo k&#x101;ju pal&#x113;cien&#x101; izliek uz priek�u uz pap&#x113;�a, uz �div' un� � pal&#x113;ciens uz lab&#x101;s k&#x101;jas, kreiso k&#x101;ju izliek uz pap&#x113;�a, uz �tr&#x12B;s, �etri, pieci, se�i� � ar straujiem pal&#x113;cieniem maina labo, kreiso, labo, kreiso k&#x101;ju uz pap&#x113;�a.</p><p>13.�16. takt&#x12B; atk&#x101;rto 9.�12. takts darb&#x12B;bu. Dziesmi&#x146;ai v&#x101;rdu vairs nav, un t&#x101;d&#x113;&#x13C; visi apl&#x12B; st&#x101;�vo�ie rota&#x13C;as dal&#x12B;bnieki tikai dungo l&#x12B;dz melodiju.</p><p>17.�20. takt&#x12B; dejot&#x101;ji sakrusto rokas uz kr&#x16B;t&#x12B;m un ar asto&#x146;iem g&#x101;jiena so&#x13C;iem iet apk&#x101;rt viens otram gar kreiso plecu.</p><p>21,�24. takt&#x12B; atk&#x101;rto 17,�20. takts darb&#x12B;bu (iet gar labo plecu).</p><p>P&#x113;c tam deju atk&#x101;rto no s&#x101;kuma. �oreiz abi dejo�t&#x101;ji iet vid&#x16B; un katrs uzl&#x16B;dz jaunu partneri. Tad vid&#x16B; jau dejo �etri dal&#x12B;bnieki, v&#x113;l&#x101;k asto&#x146;i, se�pa�dsmit utt. T&#x101; turpina tik ilgi, kam&#x113;r visi apl&#x12B; st&#x101;�vo�ie rota&#x13C;as dal&#x12B;bnieki iesaist&#x12B;ti dej&#x101;.</p></section><section><title><p>ROTA&#x13B;&#x100;S LIETOTIE APZ&#x12A;M&#x112;JUMI</p></title><image l:href="#101"/><image l:href="#102"/><p>.</p><empty-line/></section><section><title><p id="AutBody_0bookmark8">SATURS</p></title><p>Sun&#x12B;�i . Draugs, pal&#x12B;g&#x101;! P&#x16B;c&#x12B;te</p><p>Kur� veikl&#x101;ks?</p><p>Jautrie b&#x113;rni . Putns bez ligzdas Za&#x137;i sak&#x146;u d&#x101;rz&#x101; Ka&#x137;is un pele . Pe|u slazds . Pasl&#x113;pes Mekl&#x113;ju atsl&#x113;gas Tuk�&#x101; vieta Otrais lieks vai divi par maz, tr&#x12B;s par daudz P&#x113;d&#x113;jais paris . Vilt&#x12B;g&#x101; lapsa . V&#x101;veres un lapsa B&#x113;rzi&#x146;, glab! .</p><p>Vilks grav&#x101;���������������</p><p>Vilks un aitas�������������..</p><p>Divi salave�i��������������</p><p>V&#x101;veres, z&#x12B;les un rieksti .</p><p>Kr&#x101;sas �����������������</p><p>Uzmini amatu! �. M&#x113;&#x123;ini piecelties! �. L&#x113;ciens aiz l&#x113;ciena �. Veiklais brauc&#x113;js �. Vanags, vista un c&#x101;&#x13C;i .</p><p>�&#x16B;sku c&#x12B;&#x146;a���������������</p><p>Diena un nakts �. Me�s, purvs, j&#x16B;ra �.</p><p>P&#x101;rskr&#x113;jiens��������������</p><p>Tre�ais piesitiens vai izaicin&#x101;jum Numuru izsauk�ana .</p><p>V&#x113;z&#x12B;tis�����������������..</p><p>&#x136;erra . . . . . Med&#x12B;bas apl&#x12B; . . . Putni main&#x101;s viet&#x101;m .</p><p>Pe&#x13C;u med&#x12B;bas�������������.</p><p>Vilciens�����������������</p><p>&#x136;&#x113;r&#x113;ji apl&#x12B;���������������.</p><p>Mak�&#x137;ere . &#x136;&#x113;r&#x113;ji ar lent&#x12B;t&#x113;m Mednieki . Tr&#x101;pi m&#x113;r&#x137;&#x12B;! .</p><p>Labdien, kaimi&#x146;! �.</p><image l:href="#103"/><p>Tr&#x101;pi v&#x101;l&#x12B;tei! . Tr&#x101;pi ripojo�&#x101; m&#x113;r&#x137;&#x12B;! .</p><p>St&#x101;t!�������������..</p><p>u priek�metiem</p><p>rota</p><p>M&#x113;&#x123;ini aizsniegt! . Ap&#x13C;ojo�&#x101; aukla Sacens&#x12B;bas ar da�&#x101;diem Izrauj lent&#x12B;ti! . Mednieki un p&#x12B;les . Cietok�&#x146;a aizst&#x101;v&#x113;�ana T&#x12B;&#x123;erbumba Kust&#x12B;gais m&#x113;r&#x137;is . Visveikl&#x101;kais . Tr&#x101;pi p&#x113;d&#x113;jam! Sarg&#x101;t&#x101;ji �. J&#x16B;ras kauja Tautas bumba . Pionierbols Ielenktie kaptei&#x146;i . Stafete ar ap|iem . Septi&#x146;i vienu negaida . Pam&#x113;&#x123;ini ieraudz&#x12B;t! . P&#x101;rnes kluc&#x12B;�us! . Pal&#x12B;dzi savai m&#x101;mi&#x146;ai! Pa&#x146;em bumbi&#x146;u! .</p><p>Ja gribi k&#x13C;&#x16B;t par sp&#x113;kav&#x12B;ru</p><image l:href="#104"/><p>Izstum no ap&#x13C;a!</p><p>Gailu c&#x12B;&#x146;a . C&#x12B;&#x146;a elko&#x146;os . Vilk�an&#x101;s ar n&#x16B;ju J&#x101;tnieku c&#x12B;&#x146;a . C&#x12B;&#x146;a kvadr&#x101;tos C&#x12B;&#x146;a uz l&#x12B;nijas</p><p>Nac parota&#x13C;aties!</p><image l:href="#105"/><p>Tipu tap . Burvju v&#x101;rdi&#x146;� Nami&#x146;� V&#x101;rti . Strauti&#x146;� . Lamati&#x146;as . Dubult&#x101;s lamati&#x146;as Putnu b&#x16B;ris . Veikl&#x101;kais p&#x101;ris Aug&#x13C;u tirdzi&#x146;� . Esi uzman&#x12B;gs! . &#x136;&#x113;d&#x12B;tes Zoolo&#x123;iskaj&#x101; d&#x101;rz&#x101; Kur� pien&#x101;ca? . Nosarg&#x101; za&#x137;i! . Za&#x137;&#x12B;tis aiz muguras Mak�&#x137;ernieks</p><image l:href="#106"/><p>Ripi&#x146;a �. Virv&#x12B;te �. Lidosim kosmos&#x101; . Atrodi p&#x113;c dzirdes! Bumbi&#x146;a apl&#x12B; . Jautrais burtlicis . Laim&#x12B;gais v&#x101;rds . Griezies, griezies � neg&#x101;zies! Izgl&#x101;b za&#x137;&#x12B;ti! . Virve apl&#x12B; . L&#x101;�u med&#x12B;bas . Aizsniedz gail&#x12B;ti! K&#x101;rumnieks Gard&#x101; nasta . Veikl&#x101;kais vilci&#x146;�</p><p>Kad lauk&#x101; l&#x12B;st</p><image l:href="#107"/><p>Ar vienu burtu</p><p>Kur� kj&#x16B;s par �empionu?</p><p>Kur� vair&#x101;k? .</p><p>M&#x101;kslinieku sp&#x113;le . V&#x101;rds un simbols . Paskaties un iegaum&#x113;! . Kas main&#x12B;jies? Nek&#x13C;&#x16B;dies! Raibie st&#x101;sti . Jautr&#x101;s stundas . &#x122;eogr&#x101;fijas stunda Biolo&#x123;ijas stunda . Literat&#x16B;ras stunda Veiklais matem&#x101;ti&#x137;is . Piecpadsmit Kosmonauti tren&#x113;jas . Proti klus&#x113;t! . Veiklais pav&#x101;rs Atceries k&#x101;rt&#x12B;bu! . Nesajauk�u Atceros savu v&#x101;rdu Pam&#x113;&#x123;ini uzmin&#x113;t! Atrad&#x12B;�u �. Milzis un pundur&#x12B;tis . Kur� piesk&#x101;r&#x101;s? . P&#x113;c&#x12B;t, p&#x12B;ksti! . Klusais ciemi&#x146;� . S&#x113;dus braukt uz R&#x12B;gu . Aicin&#x101;jums uz deju . Numuri main&#x101;s</p><p>Rokas������������.</p><p>Dosimies ce&#x13C;ojum&#x101; Kaimi&#x146;i �. Fig&#x16B;ras �. Main&#x12B;g&#x101;s ielas . Katrs pie sava karodzi&#x146;a Pele tunel&#x12B; Uzk&#x101;p uz auklas! . Tr&#x101;pi pa klu&#x123;&#x12B;�iem!</p><p>Kr&#x12B;to�&#x101; n&#x16B;ja . Kur� meta bumbu? Sarg&#x101; v&#x101;rtus! .</p><p>Lai skan balsis un dimd so&#x13C;i!</p><p>Latvie�u rotafas ar dzied&#x101;�anu</p><image l:href="#108"/><p>R&#x12B;ga dimd!������������������</p><p>Kraukl&#x12B;t's s&#x113;� ozol&#x101; �. St&#x101;sti manim, Daugavi&#x146;a! . Lakst&#x12B;gala kroni pina �. Padziedi, mazputni&#x146;! �.</p><p>L&#x101;c&#x12B;tis ��������������������.</p><p>Dzeltens man(i)s kumeli&#x146;is . Teci rik�us, kumeli&#x146;i! �. Zvejnieks mani aicin&#x101;ja . J&#x16B;ri&#x146;' prasa smalku t&#x12B;klu . Ai, sun&#x12B;�i, nerejiet! �. Aukl&#x113; mani, m&#x101;muli&#x146;a! . Skaisti dziedi, lakst&#x12B;gala .</p><p>Kumeli&#x146;i�������������������</p><p>P&#x113;ter&#x12B;t's ar Mi&#x137;el&#x12B;ti �. Kas d&#x101;rz&#x101;?</p><p>Latvie�u dejas</p><p id="AutBody_0bookmark10">Alsungictis������������..</p><p id="AutBody_0bookmark11">Br&#x101;l&#x12B;tis un m&#x101;si&#x146;a���������</p><p>Auzu deja������������������.</p><p>Gail&#x12B;tis��������������������.</p><p>Litenietis . Mazais kamoli&#x146;� Mugurdancis . Plauksti&#x146;polka Sudmali&#x146;as</p><p>Latvie�u masu dejas</p><p>Trijnieks Uzaicin&#x101;jums V&#x12B;ten&#x12B;tis And�i&#x146;� Karuselis . Tradir&#x12B;di polka</p><p>tu tautu rota&#x13C;as</p><image l:href="#109"/><p>&#x100;bol&#x12B;tis (Igau&#x146;u rota&#x13C;a) �. Cum valle rille r&#x101; (Igau&#x146;u b&#x113;rnu rota&#x13C;a) J&#x101;�ana uz &#x113;ze&#x13C;a (Alold&#x101;vu rota&#x13C;a) . Kur� aizl&#x113;ks t&#x101;l&#x101;k? (Gruz&#x12B;nu rota&#x13C;a) . Plauk�&#x137;in&#x101;�ana (Arm&#x113;&#x146;u rota&#x13C;a) . Klib&#x101; vista (Turkm&#x113;&#x146;u rota&#x13C;a) 2u�ijas vilciens (Ung&#x101;ru b&#x113;rnu rota&#x13C;a) Pastaiga (Po&#x13C;u b&#x113;rnu rota&#x13C;a) .</p><p>Bingo (Somu rota&#x13C;a)���������������</p><p>Ri� ra� rumbibum����������������.</p><p>Rota&#x13C;&#x101;s lietotie apz&#x12B;m&#x113;jumi</p><p>&#x412;&#x415;&#x421;&#x415;&#x41B;&#x41E; &#x418; &#x418;&#x41D;&#x422;&#x415;&#x420;&#x415;&#x421;&#x41D;&#x41E;</p><p>&#x418;&#x433;&#x440;&#x44B; &#x434;&#x43B;&#x44F; &#x434;&#x435;&#x442;&#x435;&#x439; &#x43C;&#x43B;&#x430;&#x434;&#x448;&#x435;&#x433;&#x43E; &#x43D; &#x441;&#x440;&#x435;&#x434;&#x43D;&#x435;&#x433;&#x43E; &#x448;&#x43A;&#x43E;&#x43B;&#x44C;&#x43D;&#x43E;&#x433;&#x43E; &#x432;&#x43E;&#x437;&#x440;&#x430;&#x441;&#x442;&#x430;</p><p>&#x421;&#x43E;&#x441;&#x442;&#x430;&#x432;&#x438;&#x43B;&#x430; &#x422; &#x440; &#x435; &#x441; &#x43A; &#x438; &#x43D; &#x430; &#x41E;. &#x41C;.</p><p>&#x418;&#x437;&#x434;&#x430;&#x442;&#x435;&#x43B;&#x44C;&#x441;&#x442;&#x432;&#x43E; �&#x417;&#x432;&#x430;&#x439;&#x433;&#x437;&#x43D;&#x435;�</p><p>&#x420;&#x438;&#x433;&#x430; 1977 &#x41D;&#x430; &#x43B;&#x430;&#x442;&#x44B;&#x448;&#x441;&#x43A;&#x43E;&#x43C; &#x44F;&#x437;&#x44B;&#x43A;&#x435;</p><p>Anto&#x146;ina Bauk�&#x137;eniece, Mirdza Eihvalde,� Milda Lasmane. Olga Treskina JAUTRI UN INTERESANTI Rota&#x13C;as jaun&#x101;k&#x101; un vid&#x113;j&#x101; skolas vecuma b&#x113;rniem</p><p>V&#x101;ku zirn. /. Metgailis. Redaktores V. Plaiace, I. Roluva. M&#x101;ksi, redaktore E. Alberga. Telin. redaktore /. Za&#x13C;aiskalne. Korektore Z. Se&#x146;kova.</p><p>IIB &#x2116; 431</p><p>Nodota salik�anai 1977. g. 10. maij&#x101;. Parakst&#x12B;ta iespie�anai 1977. g. 20. oktobr&#x12B;. Pap&#x12B;ra form&#x101;ts 70X108/32. Tipogr. papirs Nr. 2. 7,25 + 0,25 fiz. iespiedi.; 10.15+0,35 uzsk. iespiedi.; 8,07+0.32 izdevn. I. Metiens 40 000 eks. JT 05548. Maks&#x101; 75 kap. Izdevniec&#x12B;ba �Zvaigzne� R&#x12B;g&#x101;, Gorkija iel&#x101; 105. Izdevn. Nr. 4I83/LP-235. Iespiesta Latvijas PSR Mi�nistru Padomes Valsts izdevniec&#x12B;bu, poligr&#x101;fijas un gr&#x101;matu tirdzniec&#x12B;bas lietu komitejas tipogr&#x101;fij&#x101; �C&#x12B;&#x146;a� R&#x12B;g&#x101;, Blauma&#x146;a iel&#x101; 38/40. Pa�&#x16B;t. Nr. 1831-D.</p></section></body><binary id="cover" 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fPWrWdvqVqjRykSJQtNoJSXz1G58VXxWoWXc5P5fwLbHk/m71vkuPNcvlId2XtHzfVoJDCt6S9wjceaSLOjuKxLjJ+icHt+5amsk73DVWR7Pbs/I22Y2hMPZ22O23vfLuXV8o/5q1RhPTuAq5CngnhQKakJwg055ZUoioi8E40XJQlHpTtFKKqmhImXFVXKgWI92SJpQlyokY9QkunjnTRo3esNqnEV4caWUdIPGJcU45UDv8AeoVHtSVbTduePNy8aFArb47rtvgrnpQmAVc/HlSmGMY+7wRe9RaTC3voKj/hlUhh13/d+1rq1IURpUVfHlSkcZIjmEryHvQX/wDplQeZ8FpcY2yfZHcVRHk+mSadTz6HF5f5h7a9ShDYaa0tsMtKffVsEHVXntubbE2JbNHWXmmYqXmPuPNz68q9GooKiZ+ygbqwR5ImSoNdWOJKJE2GpF4UkVwZbmJF3ZqZdip2Uq0+hOHmCpp9tAqrAcypkKr20m004LgkIiqovBaUM8kT41w39IjlxX4UFAZaduu2x+4F/crJC6q35/Tv5KeY/VTKs52wRllbFMX4qkIiyJU9k2FROdYzTwi2I/a5i++rtgXE1vW84sySRInFeHI2bUUtfKhaRH5VVMXy3X+iW8Sb2G7EIIzu90qamMkR8tBrlp6+xaevr+eMux2348Ztvn9V3ebtqCYsd6iW+9X8tw9d5bCrFak92M2IETbSEPe496rjZPR2KC37I4cfwpTa7qrdllup+qcy/doMMhXdvBLdixq8+wUK8x2hven1zakvrXBHvc3DVW8RCEzF5tURp1EVCXzJWA4McxFdNgl3wulst5sBaCLrjmnNAVCXSQj3iQmy4/ZrUNiE1ZeyDC7klXcziNp6TmLlXTQXhxvmKiuN8BpC4SIdvbObOmNRmG01EbpoKInzzqp2TangHEF2G1WrFdtlSiJdICeWv7K+b+FBcyjamdGWRIvBKNuEy4J4cUpNSMm3R18U7pUGzcRlNRc/itAYo65IiqnChXFeFx4k1dlCgiNmrxStnuHny5lK2srmvjypTjF6E1hS8qaas4EheH+EVReyGRv9mOGVbTS39FM5Z/ZSnu0mWUbZ5iGQ1kpN2uR/0yoMKgIkjo2bMZHoGMr3C9Y19chr0koc4fDOvNlz1ReiDg59I/Wm4Uq3vufWEH1/+1elWTQxE8skVM6DgMtqurJBP20Q2SXx++uq6qGenJUHxoGZZKSqmSp2UHHhUhyFdfDsopiaE1w0ZeHto4GQsCoIOaJn86BOb1xs8kQvFFoMMnQ7jgfbe/AW4Px8J4tbJ1VbEs+sp6xrV5c+3P2Uz2wbNr5YsMYgbwkRSsM3gmHrhal4nDMTEidjj5s9PMlbBjjDsHF9lctV01o0R7xs210m0Yd0hXwrIomMNo+EcWzsCSICYlf0icOW0pKrSOerV7hyjQalh/HeDXbI2SX2LEbFURWph9XNsxTSQkLlEk4zwo/HcYi4gtsyQ8JNsMMPoZOuEukR4Z5Zrwzqj2mw2qBaer3OFiQbsz+c3Ce7bgfR94i5i5sxIf8ATUTGx7DtO1KHaJHVZzAxN5b3mo6RNal3nR8HC5dPk83LQQ8aWmA9kt5wU5GO2Yrukg4wRXXMwyfPSJC93SAG9VWi146ciWm34G2e4amXu6WuKEY3pbRNstKmfOZFxQe3tqb2cWKDf7U5iO9yAulwkTnJLIOcQgrqURBE9qCmVTWz10Rx3jeCkdEymMP9nO8hMpqL+Wgq0LY7KxJJ+l9q2IH8QTF9IFtjKTURgf1eQ9+j472EbPrpY3GbTZ2rFcUbVI0y3qoEBIOSIXvCvwrUrlcINuATmzY0UTXId86gZr99KRZsWVHJ1mQ06ySZC62WoVoMm6N2K7hiLBT1jxCqu3ywSyhTFc75oPdJa14GU7VHhWM4WT8l+kTd7Sm5ZYxHDG5Ne9qHkP8Ay1sbclUZVSWgMTI58BoUnviMcxWhQZ90apwXfYfhWQ0uQNQEjqPsJslFf6JVk2ltqmzzEYp42mR/0yqv9HkLbatjuFm4TSjHfi79FTuqR8Sy+9VqwbQX2fyCxB630kCSH8i0GaYojCx0VorIomoIMElyTLjvW/CtrZzSGzx46RWsXv0hI3RZ3hfnDgWuAoZ8+Zb0PNWtw5iORGVVh31Ir/LQPlZIkJc8kLjRybTlXjwHLKix5SE22oAqZ8MloA+aqurLMSyRKAzbKaNGvQKpzJRXmdJIqEq5Jwrkd3eOmpcMiypy6SohIiovHJFoGLrJaTDPgRakKsR2pQrtgzbHC2nMQ5b1sdgJEuPV/q/V+snm+FbNiOYrOHbpMYzR5uK6beXe1IJaa8X2LFeJoTJ9Yi4mu5vx1ydn71W96Q6iEm+7p+NB7JsN5tuIITU2zTWZkd1sTFBLnTPwIfCsyx7s5uFxxqKxYopBRuRI3zi5giuCI7rLtT0npNQ92s8wZpSA/JGx3KA+0gK46y4Z7z7OnvNpVRxRiTHT6tMMP4oVHNf92af3LGouVzV2iXd7eXvUHrDCmFbXhy0mMRAF2QgPzTV5S1O6ctXN9mqU3Nn23bdfPoiAd3K52qM4LYvoDDSiSt63C8qcteWur3u7RCS9M4pceldxfzh3ylziXur7F72rwq47CcO21ZcmPNujjsR63PyGnY8t1l/Nvu83ty7wpwGg9NPYEhXaMq43CNiOY97R/N4n1Wk8Ptd4qpWzuxO7N9rUzBcSQRYcvMMrjbW33dboPCXpR+WVW/YLaZtk2ZRlmz3pkp5TkG464Rnlq5R1F8BqM2tuOtY62aXNpMlS9FFNfaLjRZj9+mgabXretoxlgnFqMNZRppRHXHHNOgHx/wDmtQMM2SBB4qnLVN272iRiTZjeLdCT88BrrEb/ABGudP8AKtTeDLuV2wxaLoXbKhtOL72aDkX8aCRajScudyhTw3XOtL9hKFBQej6mexXBqZertyVNbR3GoGzy/wAqSno2IEg//aqF6Oc1H9huE3d2gfmSD2/WWrTjOA3dsMXO2ONo6MyG8zoLsVVbLt/ZQZJjGQ4vRFlymEbbP6HZczb5h5SHs+rWuYYktzMP22a0aGEqE2aKicOIpWS4O03noivwnmE9HYH2DDvczYF/3Grb0eLx1/YjhSQ+m8eG3o3r9giuX+mg0COJoOnhwWuONrkXHSSlmipXTeQ1bVpUVCXmRKcC4C5cqac8s1oGUcRacUTUlUjzWlnkzVSFVy1ZolKEaCejgqrSxmANoXDh20FexW6kfCt4dMkbbbgPkRL4ejKqlhwzi9HuE42ZctjVRLzeq9tTG2mW01scxS44no1gOsl/zF0/96hr+0zZejzMhostYsKyKCKHKWlRH2UFtwQIrhSyk0Z6AiNgHDujpqX9JzopFx+HZUBs5c3mB8OqjYAn0e13D1IvL7asqOopChieWrSi+2gaPoatOaSJERvsy7eFeWV6ta9m+Crm+iCwUS6Qt655N4uouby93+avVzjoqDmQr7teR8aQCxDsOwVaLfHV1lLxLbVfvcLu0HpjZ+ueCbHulzjrb2d3+7xrP+kzc51isGGr5AhnMdt9/ZkIwHePJtzUn7uqrnsh4bL8MML61qEDC58vdXLhTbbBo3uDm1HNXMSR21TRqzFQczoJ2yzYeIsORbrAeR2JPjobZJ7pJ2VSOj6bgYNumHJGtZGHrvItxER55iJah/gVM9lZlgjG142cTS/ssiW54fVfFoj9Ix+AqlMKbiwbbcVWlEeRL1CYu6d3RqD0J/0Sg0BBVVz7U+NCjuelNSFUUfDKhQZV0U5TU7YRh1ltf7sDgL/6hVqjQ6kbVewzVFrC+hI/HDZa9bTPKVGlnvW17RQlVU/rW7CugQT28UoMh2HrEGwYswkwwuq23eWxIacTjpcUlH94aP0ZZsSfgaVb4/WBO1TnIbrbvlUfd+GtaisO3G24N6TeLYF1msw2sRRGJzDjp5CZiuRAnxqO6MksbbtE2m4PEs0YupTGl0cyipFqz/loPQTPFGhy7E40TQSIQJ3VLhS4KLbSHn210CDiaryjQDdZGKr25Um4GpFAFy48acOOamdbY5qq11VbRVXTkopxoMn6UMx227DsQo20jnWXI8ZR+q46I042oMdU6PF/ji3o3dkRttvzCm7BEyWkOk9HO67P7da4jBvdbvsNp4Q72jXn/mQKcdIsUjbBL9FadITagstiufH1gCtBObJWza2ZYYAl1KlqaJc+3NRqyRt6LbIcuaFqJaiNnzKs4SsLXeELYx9/IlWNVbVeXLP2UDYQIFXSoqh8UWvNuCB63smidZ7LTjNU3ff0Ijpe79qvS7qiLjaIqZKmSp8a8v4YnpA6PmJbgif8JxW647vNXf3vN3ftUGu7MJxxMT4kwZL5Vt8sJUHP9JFd4pp9mkuX7qebXD1SMFc+nLFMX7+RymmLACJjnBeL4yICSyW1zsv0jTvFlS9mlzj99OtrbLr07BriN8GMSRSXL5HQONpmDUxRHiTIC7i+2p3rNukouSiScVBfqllktUfaTebnHtWH9q+G7c9IOzq6xdrenrljkWl5r7QuDW16kFVFO97a8/7Tn77bcaXy0RyYgWNx6LfkluLyCq6WSyH9JpcHekP1RoIi9QdoGPNpquDIuGGwZtO8+i0lGPVWzcHck8TfDfOZOFp8BEaFbfgfDtswra3Wwn3K4Oz3VlzbhIkKr8x4kRNZEmSomlERB7EShQeP9uUuRhbbFiu24bkzbEiSo0lo4C6E17jV5frFVqwX0mb7DhwI98sr92EfRb5v156R5iHwKtR207C4ONsRriaHKY372hZTOfO4Ijp5XPKXzSql/s/yb1gRpgU/Jy/wnTyaWVvmXQ1cuovKSjp1ZUGWdKLHeDceuWG+2OSrkpGnW5TW7IJTS6hIdXl96mXR02pwcC4kdK5WwpyTuEmWrv50H73KQ1Q9pmAcYYKvCjiWyPwxVeV8edhz4ifYtbhslxHsjxxhy14QxZhqPaLvb4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OJLjFWpVlUeY0OSboVCeVPnEtTIf8Av/ZgL3FniHxL4a1GqPpRKHbaTzFHqrqME8/oe6XD1FsONX8UBa/o5cSmavb07bt3TsvLXBbYIE8ry450uPaYEvhp8X/7ipOO/pIlcs8Vo8NyYl5B0uW9Vpr2XMT3hTPhD60ON62HY05N06hW6/8AhWrUun/g6rXBUZzkU9hn3edp/LPIKjpaT6uqLS4c8AeGVpUtkSoUvXJtR65qpe1Q8+aDsKfqgKjfsN3hzalvcaluYrkrEtOSr7zss7/RTk3V5ZNM/NhC7xrOZqVMlm5VZypSUo5NEIstvvi2ThEmwiiruv0RVvpHUB2q8Hws22JaQlfX6hLSginQ1LJzNerCdtx/fFGDarVwSk1Uq5VJieq8s2zJP1d+bR1Ke46X9HmQEdmhEgVsmk8CLmA2aksCuCWcCI40x7lAR51xXHAu/TvG2Ek603puikn6nWGPgY+F37q94sdVERziAH6uOxZXeBerhq5mpdk2gv1jAeJMKm0FPTapjqTCJvAGIjZmulwVNvuqLsH5oYL1tmYuC3X6dKVyfo82RC5Lzkk4oG24PbOO4/MMMV2WSE3U1uS25oqJcyb+uNmpNzIpugPNrsSL2+rCKk8RazW7Emp+Xt5Pxkorwt1ejI57RUHqJWy+keofm7QB3Cq55yqzU3ZV4s8m6qKvt+X0tTzCdIzTf1S94fdKPRHr1mWplba4yWUPrpSS4nQab9tNyLnS4zp76hLfT8wx6AuxJfGylqWAo2rZpnygkZpesdC7ecHgeocIneALJkTc0IXX4lKAg3pQlUs5joTWXFZFvumEKCSmSEFVW+oFxAC5SEmNUGIyKImS3SE5vmLwqgdSpukGOzCi6BEH5TaA6SKDWgF7LHUDJKqJuSQFSTnbJtBgvZQsD2gOiGO6JByYXSGnygjmKi9SbeUGA9jBKm3aACUqpB0YRc+ccVhRdRExv3g8XcZTSu28eV5CFDFIBMsoCvK6SZIdhLTvAHZNdWUcc3+mFguoSF3ykEm4gAJKifHCrAEOSGcHrXV9sCWWRB5YLg0LpX5oC7PCrYuIqCKoSkq9OEjGXpIekxUqnOTNsWFMpL0kVVp6qN7PzHzcv5R+nzgNE8R+LvDeyTWTuC4WHJte8pLij7ifeRO354yxxf4wcL7pm3/V+FqPzv8AY1Ipr1R773s/9Yzy4bjrimZEZqvdVyqxMLP4XcQbtJoqFatRmWXfA+rWhtf0lwkBF6pNrOTz8wTk0fNLVl97mH+kuN405wHvFuX4DsWhRvVfXp2tOsVDnICdBgitjqc6RJzSSCS9OodPvRBqt6ONz29Qlql21an003DFiUkmNUxMTEwXZkUFNOr9KKvu+hVqzLjn7cqi+rz0sQg+DbmRzhCRPp2VIDYNiWudxXG9asnSaVR2GVRbgVKY008DS6sNC42ajzHNPUqCHTqi6r+r9BsWy5utXBMI1ISqYBnO7hj4W2xj568G+K1x8MK3M1GijLzITYIEyzNIpi5hcovfxJ8YTcV+KN2cS6uM9ck4hNN7MyrKaGW/sH4/TASReM1dqnEt+4arNPtSM4fLOVbdLly7OdtI/EdIr+jGrHra4jJZM7OyR2ZcdOq7CPTdMlKWksU824O6i9ndzHxj57IiqWERVVY3L6Dd0XHULKfpFRcaeplMcH1QyeBXU1eJsh8SCnuwEdpdyNUKoy3EqhC8R0Ygpl1yyL7Z6QLpZfcH5w8JfWGNWyT0tUqaxUJN8Xpd9sXWjDcTAk2VIqDi5wpqVXr03d3D2fYpFwTbCy07KutB6pUGV8SOpp8S/GI7YvCHi5I2hKW/VOLcxQmJMFbbk6fKo5hpS6U5y75/ywF+1SdkKVKFNVOflJFgEyRzDqNp++KZuL0mOFlGm5thmszFRcaTCeqS5ONOL9UvD+eF1I9H+yEm0n7tqFdvKcTwlVZ8nBH7QTaIZxa4cWNO+kJZklU6CIUap0p2VFmUwwHOZ3BOn6sBG7L9KCvXPxdo9NClSFPt+dmxlzEtROChJpQiPO2/0RbvFcGuG9/UjiPJozKSE88FIr6J08wHC9i+X1m12+6UUJNyVP4Aek/Ki1KC5a1XbDDTya+W04WnxF7zZjnVGzKjL06r04pWoSTE7KPIiky8CG2Sd06V2gKroZJZPHUaLLKi29eYvTsm232bnwDU590XB3+9HocOPUgshZ1IuqmmrM1aNWYqyNo2i8xocg4zle2oDX9UegLOVokRETKZgxOkRBdW3nABmAJRyhLiBE8Jak0qkABWvD96AK14vvQ2nWaY0s2JVWTFyVHmPCcyCckPifV0xH14l2xMT7FHoVVZrVamnEBmWYVRU8DkvaF06UFICafwdMARdS7pDNalxM3BRkqTbLsqSTDks8w4okoONqoEmofrQ7+LscArTCIi+awAW3Ez5ZjhmADgl3BICr6LyslsSwChsTypHviOoCOs8vHZcouY44WgiQtWnOyQKXfbyQoHUnlAcmRmNGWRTX2XeBtNuDpFU+2BovtCJFwKp2jiO8tN8rmAESbKmnTCVtl9JMBcJDfb8RoOBSDHn0McIipBEzPMysk/NzBCDLAKZqq+77ywGb/TO4nzFCtxmwKJM/1tV2v6Y8i/k5bV4Pq5/wAIw4oYJQVd4mnFW7Jm/eIVbuEkMm5yZJJcSXdtkV6BT80QtQUV1fBYDT/oQcKqRc5zl53LIpOSchMCxJy5pqBx3uTij56emNk1uekKNSHqjNuNyklItE6Z40iAimViqPREoq0bgBQnFDQ7UDenXP03F0/wIMRz0yLim5yVtnhdRH19fuaaAZsUXfk6kQR/SL/LAPfBFupcSrmm+L9fluVKoRy1tSa9mGvemMf3hfNFd+l/wzpty3nQ/wAWslelZ9mVPTTpNlv+1cL+zx2z5xpaghSLctiRpkmIsSFOlOU2iJ4W20is/R1aO5KhcPFupCpTFbm1lqVzE/IU9otKIP3lTP5oDGlW4HcWKbPrJu2RVXjT35drmN/tjt++JJZ/ozcVK8+nrdHaokv5vT7wp/COov3R9DjIVEkRcKSQlF3QygIupUWApThF6NVmWK+zU6wn4w1gNJg8+3mXaL6rfn9pQpvrgLSKlXFuWyqxM2bXiXKvSWzDi/WBMf4xcyn1l1+7BbZezDr84Ch5Z70mrWyKS9u3q00vjVzlOuJ/DvDlS+KPE9hhz8auCFxE/r6VpbguBp/PmLqXlIWwwYRBp7L+uApiZ4j8V6htbHA+osL5O1aoA2H7PnEcHhnxsve8KFXeIFx0KkMUafCelZSQb1uIWv5k/Z6jjRjZNODzUzvAVQtXT2WAx1/tCWmwrlquIJFMOMzCIqJ5IQ6f9Y1Lw7lJxLAt4atn10KXLC//AMTljq/fC+p0iiVaZlX6rSZScWSPUx6w2J8ovimYdEJETCYRPJIAphoHUMHhQgLuiplFj0CEsas+EY9AJiadVlU0+EspHlB7JKm2RVBT4fTBozLfbX2TeE89Mo21MTT73KZZaVxfqCPUUBRNpWHIy12SdqXvIU2bnWm356UmmlXRVU5+olmdSaiIUIejUY+H4RYr10UUZCmpLyLQTLswrUjITIpKvomom1MRJOlPFp+aKs4s1FajYMjxFqdUepNRenWRtViUX27DCmIkYiP5Q3A1ESeDTpGCb9V2bolarc7M33PzrFOdbamgoASSJpEvyj3fTmAsTgM0bXDgZZp1HZGXqc6Em57xso8ulV+bfV1RZDQnhCxt8Iz9wmmmrQt61K5R6olQs+s8mVnZVZon/wAFTpj4gT3WyIsEPukWqNCg4qrzE/VACdbMlyiJukFow8pCuE6V7QeLmARS/XAxPA5SA6QGYqiJ3WCll3B1qO8KxPIp8MQYhCIJ55gEbYPhv5QeamrYbZVI7MGvJ1B5FBzaIofTAUxcXGkWb5n7HtC0ajc9ckdXrbYOjLC1j4K54vzQySnGCjXbQKpb98WhX7ZlH2zlp51OsWNXSWvT1NfaSaYsniXwrtC9lWcqEo7J1gA0y1UkXSZmmfpQh7/pRWtbsriJQ2wCojLcSaY14Jkf6BWpZPqudnvsLMBQ/FvgRaFIk5OpWNfQVf8ACbuiRkEUZlwk8REpN9hAe64inKhZ1calPWG5JZ6XAlRZmSMXwVfp09Q/nSNcUuXo843UZC2JalTVScIOfKzlLGRrQgJCWh1voGYA9OktOlVH4wrortqhxFGeJ2Rl5C3GXa/WwlaeTCShqIsts8sh5i6UEnS+tAW/wskvwfwktWUBFTTSWFVF8vZpGd+Ejq8S/TBrt1GnOptAYdCXRe3T7Fv95KUaUtS7rYvujFNWvX5SoyxAoGjR6XGUVMLqHxDFGu2QXo50W578ty5hnpQwaB6n1OW/K5PoEXRLxZL5YCfek/WFtrghcM6DnKemGfVGS+s50/4aoeeC1KeonBu1abyOVopzBOAviEiHUX7yjOd13lf/AKRPDZqWpFgsJIyNXbWcclJ7Wabf3ZdWnSXijVFxVZbVpNHFmno7KOTMtJTLiuaCYFU0C59O+mAfGdYugShqXTAAT2e4YJShisypVUqrW6JWptuZmpGaE5dwWxBSlnB1N5FPguodXnpiTZNRRdXeAByyR1TTsqQSrTigCInnB/MRCwsCF9FymNhgE4AaHhe6Qa+pa9KBvjvBqm2vlv8AGBCQquETKwBUsrhMYPGMxxAc5pKiZBIP2Re2EjymIrv2WASmi6FwK7rlYMUDVUURykKUEV7b5jzRoBqCj4Vx3gE5I6urbVHoUi4iqXlHoBqelV/ul6yiNcU6dU6lw0uSRpAOFUH6c63LgHcyVPD+eLDR1CFN4C4KKaKhwGB/SFfq9Ztim3k1RK7bjNFOVpkg1PtckgcaaVXDbH7wj1fVil6nxEvqpyr8tP3dWplmYTS82c2SiafBUzvGzP8AaGszLvCamTTbulhmpiDofMpCWP8ABYwWgljUgrhPPEBpD0eZC43uGdfYYlZ6rS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Vuy7tDv7H23XXE1vuOKsW7LIktqVoYhoyw3HERb1Z5Ca5r3k5vGg2YkxfqTLFGGf0UvtKUfw108MUYZ/RS+0ocPDuHtXDYu5/xo32lePDlkUeXYs6v++j/AGlBOYuWOncSPWdL/hdN3CGXvexrx1EQ6ct583r8tTxPHaqm8xBhVfV95H9pWewLLaix/dgDZG4TLdrjp2feMagInDzXPeeOmnsTSsEYNtRXnEOyY4EXPdirjrWoiXwFEc40BSnwo+Hz8ny3hzt/k4G972Jf30uXv+1Vo8G0LzqJiPCa8fG3ve/WP7PrlgvGuM7nd8ObMZ02DGhtMuhqaTJxSz8To8fsFiUlVNjVx/BJa+0oCJhraTv80v2EF4eNvd9+uw5ONpUybDbv2FVdhaEfRIDvLqHUn7p6qGVw9ZEPNNi10Xl/hTX2lVOGbVbPhLf/AO47MX9rea7Qz5vzf1/SoNFZZxsoLnesO/giOfaU3uMai6SrebCuafwRz7Sh9LXbAIUTZFdBzT+FM/aVIZtFuMRX7llxHNfGSz9pQTsQvYwjybN/ZS0+emjxbiHo+LXlLzndq5iM4zbFU8rWLj/EnPfrPMTJhQ7xYrc7hU2n2Ze8WKk1tT0bovRE6eZewxNIkhbJ8Uymk6PttKDZ/VJXBzoNBQMZAWa3axL/ACNz7ShDaLiq+YWl2ebKlwCiyriMSQ4LCruBIV5uvzaH4DuC5ty8mpsvxLBmegzPcRgnfqanuapl8suHiK3RS2a3LN1495FWY2vaPNFy9/8AGoD5BxUYord7s5IvTOEX2lBuJ8W4rsmOrHhORiLDzKXhp5YxJBcyQxIfNd/xqLY4ELsT9ukbNL1O7HK3XCY3w9IU7/gJCND+LsCWLEmIo0E9l95jyEtxk2bMxsSZ84nOObnUaDTozO0Ps3+E2FUd+W2u/aVj+LNsu1TD+JJ9lW14TlrDeVrfojg68vHLPhRRb8PWpLVGGRseush1G8nSakBoUh5S7x+1WD48iQIWM7xEgxvJ0ZqW4LcV5edpNXdXm60G7QsNo/s2gWXyFjaFdmGmXct6Rtx5LZah9Pu51TybZJw4k3Ej2HcSw5Dt1ZmOCi86gQi2+1q1fmr86ts2lRrxOwHe4dgfKPdXYTgw3ELJUcy4Vgew9nENw2fvYLujN+blS7kiyguGrKHGTSTnnC72enlH51AWYLw2LF0u18uGGsXMTLnKBTZZdLzbbY5DvCFeYvGr4oFgLdPSMM44J5rVu95vOTUOki+M9VaQptgQgKrqVESlb0efNVoMyudot86wy4LEfFcR2S2TGt3eHoz+bnxoBCx3yJtGgPLb8XP2hiAUbetRXeTu93nz/wD819DK+2uoE5SpCuLyiiqRUGb5WDLJYGP1Xx+PFP6aFMV4mwBh6Q41eLlie1m8w5uRlOv556OHLqra3HVzeRfxa+fZGyu27QdrWJcQ4guMp1uFcG4yRs+rYNNqI5+CcSTLLxoCDZ95OXBVpV74b7xYTevs++y6eFWX9iP3/aH/AM+tAjKkdxYzQ6GGkRGx+TSlOOPCiFqXTq6UHyrtwxLjKyXrstluWJbTaXovmpUt0s3HfZ5u6KeujrZ8lt+AVpWTesXTZCtb152JvN24ZFqLTy0xibZqW0vHd4nXbEsuIxFkjE7MraGG63aLyer0uatiw5aoVls8az29pWocFoGmW0XoI0AKj1o/h20P/hu/1UFbT8NSMXMsxrfcMSpEDUrjE6E6YukvdMeCZknr8a+gXT9vh9WsV24Y3xNgooMW13q4yZ0xze7xy3tGzHAS7ukRzIl6DQe2d4dtWEcPeTm52KTfI9brzMN1vUvqy0r/AE0RdutafGXDHAr/AKhxf/Gmdjf3Qb5aPL2Lb7Ojq7LVWYHZG2d5H6pvB06hrTneREQSyJfVQYrjF96LZn7jhl/Fz2I/i95unE4e0Q6ebKhnZ/cMZtwr9cMfScS75UBq1tjFLWfe72lPT1DRvtM+EUmKxh6xYuek3S5y+zOtJumSbDSThcw8R5RqTsywxe7dh17d4vfaVJZb5lv76Bsx5dOpxM6ARxXjezYDw3CjQLji2bJjNNeZXUxuxX0iIk+tUvCE+3SsJYaVbhidh96Z2p1rcunu+Yi1iWjm+n51Rdt1ixLirGo2yDEiTosWILj5GqNKAnq0qpfvY6f561zZ5Zb1Z7TBZnYjOeDUZA3W5HJC+a53sqASss+3JMvyybzi9hVuHmnUZd86G7Hm7lPTsVYUgMI/PxliaGz3d7KB1oNXs5kCVrGokTNV5tOdZltdwq7j2/22wJMGGy3CflrvEIg1akHVp9Y0A7gm9Ydkzb7cmMW4g7DMuH3q7EQz3gC2I6i0h7VFKXjD3av8N8Y+n/kh/ZUV7M8H23BGEo1ihGTqtqpuurw3jhd4svD6KKkc4Zcc86D5X/ZA43xJhmLBkYJxLid9F/bUqW1kAeyHMCcy1d7Hr+1KwdHuOJ9oF7du8t0nZAW5kjRrlDSJ6Q72nKib9kJgGbtJxVhvDYXxy2RN2/Lk5aiA9JNJ3fa40dbOsG27AGFG8P2lx4xRwnHX3CzN0y6kS0Ah5aw6vx2OsXfGfF9lc+yoH2zztnC2jyhiXEeL7ukV3KJEJCbPWQ+jqBBr6ZaRMkVaB9plmtV+xLheBeIEe4wiffUmXhzHUjJZF+CgxnYXecJlh1+DZH8X4TgtSiXdoe/7SZd4tQh4UfrecOpI/wAYOLl/3Ln2VaTh23W+zWhuHaIDEGNzaGGW9I/WqxLXkGhfrUGRS7rhPSLszaDimM2iIiq80QDx9ebPWpMS94Vkg85H2hYslJHJGVRoyLmXpn5npSP2QOFrljqPY8NW26Ro4kbsl0X81A92KZZgneyzWrzY7s/i7O8LuWqPOdnvvvb+RIdTi6WWXKnq+SgomJ2GtfLjPFuej1OfZ1ZszrFp5cZ4s6eKOfZVoyLx1Z11w1y0oVBjlsk2VjGN2fLE+Jt27CjiL+4cycJDPNM934IVRcf4W2d42ZiNYlv2JpoMFmyKo7wJfH4vhW0q86nASyHx4VjG3d7avGtLFsw3eQnzbm6baJb4m4ebAR1EQkS+zQSsKWDAmDLA5AsF5vdtYI94e6F1DMkTPURbvmq5cnYcadcZdxjiRHHGN9lvHO7+ZQx+x/wZtPw5hJ8r5i0e2zXt52SWhSuzp9bPvLW1I0CuIpEqkKcVyoMa2hbQMG4PszFyuGJMQvr8WzFbdyNzl+cNDWxzGltxnDveJZ10xBZBfkNNNtNyjc1I2CpmqiFFu3N+xDa3lx7esPP2qE7vWWTiEb7Z+iHKeoirmy/GlqxJhJ2RhPEdmsUGGSN9mdtKMAHy5a6C0k3LC/Zk/tzvvD5znP8A8uuTrlhR+I82xjy9MuuMcD7Q6uSevLd1o0NXwBFddbdzbyz3aJze1Q/jOXebdDducO5QYsKIyb0oXoZPEoimZZIJD0TjQYXsu2d2DC+J5F8uuPnJ7zS5suxhMeYu8REQ96tX8pYXROGOrsierfn7tZJsq2549x/jz4N22BZ/J6tmfa1guGjYCPKRDny8a+jLStxahI1fpEB6WK8XIzCAGnw5S1UGW41ueF2MOz5QYzvVwcZaOSxGbfXnMR5RHzfe1VimxzEG0DF2P2bhjXFd5tNotim4iuooHqISERb5eYq+oNokrFEC0T7hhly2felvORupUdfOaR5dJCumsb2L4V23HjF6+4hu8SOixdTkW4Gj28Qu75of+qgLlm4NwzZZ90ue0e9sK9KOS7upyn80eXTzFp00NYTxpZMQ32ZcVv8AiO3wWLce6dmygQ3l3iZIOQ9PXRn+yBm4gjbNp3Z7TZb3vtzGWAcNw3HzItOsNPzuagb9i5YNosKwyI8yw2eyQc95G7ZEJXzPVzJ11afpoCiylheBh+CxcNrN0YeVc3US5LwIuYh7vzqwbHlpCTjO8SLZNl3SE5McJmYrSvb4dXe1+l9NfcIw4hImqHGVfHzY06MSKiIiRY6J9UaBbiaxThlTDzaOmPThT/GmzIAcEeir40EZWzac1DwzKuO5g4KJxFT4066SKStoufHPOor55imS91aDzgqOaj0yyrgZaQbLp400Tyih+pV4UybxIBF7NB51DVXMvS6UG4D0O4hxo4IaAO7oJ82fMjLf9dFquEuhfXTUa3wIPaFiRmmTlP8AaHyBe+57S0C813pZp0rr28JMl4Co032hUUs04oXGlSD3rOSrlmvCgDsA71cY4uZ4bpqczo9rUrI0YJvAFS1cyLTESHBhTJbkKM2y7NNHJLiImp0kHTmv4Kdd1IqqnjQcPM3c0XUSp40LOEZ7UmmDBCTyMR8Uz/dgokbNzUWodSp6qpNxMXaY3M3P3j5FIN56O83wLp/NoOSbLfo8l6RaMTPMI7+4TGhkAn1fSGmVw9iOdobu+KnOzp3wgRkjkX4yalopd15mHs0v9TSNAAYktdvst8wJGjNMw2UvLqkZfLGc5iL0vxqtsAsBNW9X6O5nCuNwM4iJ3TbARDeJ9ZRL8lQtreBHsf220212T2eNEuTcuQaHpImxQkUE+nV/NRrCZjQo7caKwjTTYC22ArwER7qJ9FADXGbAtuO8ROzDaU5FrggywvE5Jec80I+Or/2ozwzFei2e3MSSAXGo4gaD0z01ROYJta7RH8ayc5FwGGMWPrTgwnNqIfUpauP0UVinBP8AyKgnKKKyqLxWhtP8aEJP/gz/AP3W6vm3lDU4nFKR2OL5W8rbr793O6A/Zb72VBMNpVXUPDmzKnWxXeqq9PGuEebaesk40lENBFR45daAdkNf3TbVx6WmV+N51uiN9FISMlFVIuNNdjieUGrn2NvtWgmdfpA2vFR/mrwnpbIhbVUUuFBLaXu610jpoTxIMxcd4RyY3rWuXv3ObSHmeWiV0hUkBKkNASig5UDLbRtq3wFERFHgteQFbRFyyyVU4U23mLCqiEioSrxWlo4Yo5y5ZCpcaAQvOv7r2FkTudgn6vzQoyBsumpNHqqvlW6K5fYt6cb1y4sV1pnjyoLmnPh+KlSgdTLLNdfqoHw5TMy4oq9KWbeouVeqUzqNWdeXHPilKecXdoQ+rjQJSOuft0J4xN1No+DG28+c52f/AAVoqjSTecy3aiPtIVUtxtTs7FdluhSsktSyNIKne3g5UF621obVEDSvWuqqC4SKmeoKXIIhFSE9WZaabdNUNVJMtPCgyrbTs6seO7thS0z07Gy9IkHJkQ9IuuaWuXUtFeFdneFcMYfSxWmwRexrxNZA703C9ZKtScQMSyxnh+WLLjjTHaM1TujqDLjV6ivZON/+dB1prQCsomQ+FDu0xtFwNdkNEVsmEAs/lIaKo2RNCq9Vob2oxHrhgy4W6G07JcfQF0B3i84K0CCw8FpYbbwjAtVoJVQ3QSPpbd+aSjxpovhcqrnaLMpfvnbHNP5uVE7iKbyivBRIU/mpaoI8KAKxZa5SYVvUq53NX8rY75pnzDDWpPzi+laatMpJm0+G1bTRQttrUbqQ9FIkHdNr8veKiLHNsK+YYudjCR2fyhFOPvUHVo1Dpzy4Z03gbDFpwdh6PZLNHRuM0KKpFxcdc8XDLxJfXQNY4TONauHW5R+53vjagWFX12oX9mPIV+DFhRu0eoJRZ8v1t3lTG2KyYmvuF40bCVwG33Nu4MujIX9zFF4l/PV7gzDsfDVgatkN52WfxkmQ8Wbkh5e+4S+KrQX8RUJtFRMqcI1RVSo8AyJlM0yqRyeugaUlQcx5sqSSCWREnGumvMunhTJGuVA06ACSrnxXpTCDlw6Z8afcXVlnUd5UTxzXwoGXgTWmXRVzqMAmW8EumfCpZKmaZeCUhRIlzTpQQ55rGtchxOrLSkn1kGhqFigy2bWXET8NJku6iygNtroEn3F5R1eilF8oUNsmCTNp1CRU9qhG27PMJ2+A7bo1tIIbrSgTCyHCFObPMdRLp/BlQCybR/7b7dZX2ERy5/e4Q211I26jyipE53csho2k4is7dzKyrIeWchimhIrun87TlUONgXCjLbQeR29EfSbC5kSgQO7zVq+tRSpKvojmqdcqDLn9oM2akfyTZHGnUurMRxiQ42LoNKRJq0+HEaKML31qRgkr3OnKrbROm4Zt6dAgRD3R+rTduwRhu2XJ+c1BVXXpDbi7xwj0EhZppz6JmRFpq8t9tiW2KkSFHRhgCLSCrn1XMv56CJh2/wBqv0I5tsmFKaRclNWiDonqKhSJtMaGFKmOYdkiyMTtUUt8K79N9ukT5ua+utEPlY0CAoi+CJQFYtmcK34ivVwekBJhXJgoiQUZyZbbI94XpcS1UF/gq+yb/GnOTrUltlwphQ3mhki8KqIiuaKn1qup7zMFh2RI3u5aHUag2pqifKiVFw7YbRhu39gtFvGHGdNTcFFJVIvXxq0DXknhQV+Hb1brz2rycjydn0ge8YJrr9NKxVKkQcOXGbE5X48Zx1s9GrIkSpiIZadSIXtZUmey1Lguw5TWttwCAw9oTTmSgAbZtDekXKz28rVvklvxoUmYrqCovuM7xcg9mtMFgELiuap4ULfAzCy3eDcUs8dJ1vBsWXsyyFW00p9PLRQir18FGgdIBNOHVPRoIm44fi7YG8HdnR4ZsJh+Px0A38brIi/FHko7jiiJkvFFGqZzDtnfvK3SRDbdlro876Q7slJv8mpaAYf2luq20sHC0qQTiSXARZLY5sxy0vH19fRKMLhiGDChwZDyTNy8iONo3HcM+YdXNpThVbIwXh26QIdtmWts4zTpuNiiki8xai7vol6SURRxHToZRNLSZInd7tAO3HGxxsRpbEszrkEgYzmI6KKhvIWhNC5L4VZ4Lk9uwjbZiuPu75vVrf0a14+OmmH7BBlX124PjqJ0WS0/6RnPdr+DOrKBEi2u2xbfCZRqOyGhsE8EoJZhz6vQ61V4rv71ltjL8SAlzlPyAYaYV4WtSl04rVu4Xm8/R3edC2OsKxMX2SJbpspxhliY1LLd8pHoXPSh+jQJwViD4QlNTPdOxdPm+XzBEPMOoe9xEuNWHlq0eWPJCuy+1dzR2Q9P52nTUix2GzWNDSzwQiC4ACSD1XSulKs9ZatDhpno5hyoAfEGPvI+J3rY7Z3TgtKjJzN6KZOEyTgjo69EpzZxiqTiOdNhzbL5PdajMSm17WL2pp7PLp0Xl6VcSrFa5L6yp0Jp5wnxdX/WAKohfmqtewphHDeGpkx+wWtqCUnSLpBnzIOelP51oLvc5p1yypCtArxCh9E6Upx4leJMskRa6pAJvOoPMg0HgjiKZoS5+NZvI2jygv8ALtrWFHHG47kgN92xtNW5y1rl8gLy1o/nFYc+ZzVQvYSw06Tj7ltbR7Q8p8S598ibz87JKCns+NXbljEbQzaUS3E+/FblrJHeG6yIko7v2eaiDy3D8s+TXmLhvXHBD9qHuv8Aid2oreEMNRsRx8Qjam0ntdH0UtXd0/0eNEj2XVv2tNAE3HHCwcSz7XKtTrcJt1WUmb0VzLcE93OvdFfyVXbLLze7vOnxrpKlEhxI06PrVn4p/PT8UneyGi5+wWeTcxnyYbJPjMGQBLwTWiaBX81SH8NMWjCuH8NvvvWO2NQSkZC6TarzIOen+laC+DSjgMZ+jVHjO8HYmre0za5NykXGYMVpllwQzJRIuZV8OWrU80cB7P0aYuEKJcZcORKjq6cA1kRy/e3MlDP80ioBvDmMwveI0tp2lyM072jsMk3R89uT0Hy95ONFF5nw7dbnZ8o3EZaXI920pkn4Eqsi4RsVpvrl9g2pWrjJ1bxzMuGrmLSPQdXpaaIVyAeVESgqcPToN+t6XCCckQ3mhSfYVsvp0rVkqeHsUlx9M8kNETdauFNunmnxn7lqoA/F98udlxlaITTNxehyYrqutR1b05DzE4QrxHTp0/hSrHB+LIF/u8qFDbkgrcCNMTer+5va9OX5i0ubhKyzcSN4klxVcuoR9yD2+cREbX0dOrSo0rC+EcOYblzJFqhLEflNj2hzekesU7o8e6nN3KAlioIMInWuqI50iIQo2idacUSzoIxrUd38zT6NOEtYZjPazc4u3CLhy1sq7YberbF8fy+KceJEEtXzc0/PoNmdPIsqZVcizrjjqLyovH112MTbiKm9bIhLSSCuekqD2jUSEnSnkTJMk6LXQIRzbXwrzjgomSUDTg6VREpBAnWlKSlSSMUyFetAlWkFSRPS71N5Cno8fXTjpkJL7C9VpoTFUzUulB02W0yROnWkoI6sxHhXSdTVwSuI4IlpQuZfCgUY6iT1U42CCKplXmyTPjXTJdSZdKBOoBMRyXKnVJF4+FMOcS6V0S8+Il0TrQPNC31TqlOk4JN5KlNN5Z8PGvJkufyUDgiKomS9afBBVcyVMhqEhLrREXpXVQiZJULjnQT2XOOhE4V5RBtVyHxzpsTTVlnkqJlXXHPMlrXpQSG92QiOXjqpxd2hEapwWobZ5GKIvVKdV0UTJV60DrTTKGgovAk40tttE5S6VFMxFN2hc5Ly08ZkKaS8EoJQss6OI8vhXCZb0cR40wJi3GJ81yFUVVX1IlQ7Ve4N3tUW6WyUkmHLbE2HUTJDSgnnpLuJTSMihoSLll1rxukPdSh+8Yqh2bF1jw7IbNXbyjyMOIvBDbHVpX6aAm0toXCnfNN/j/rVFQkE+aod3kLGtU2Sx8azHdcT8UaCx+vz151gT1ce/Q3gm/TL5gWyXuXu+0zoDUgwDlHUQ5HlV52gkQPkoJKACKiZBxSuEIqSLpHhSVc6LmPSm230NRTl60EjSBaSUa8SA4iahy0rSScTd5p6K0hXkVFyXKg7k2nHx71dRRc5XOnWmt59VaorZfll4uu1hWPoS3ssOo7n395q/o00F+8LWenRw6DXhEMslHjUbft55k5w6DS1ebVM95x6LQSl0np5V5OtMRp8GdvmI77TzsZzcyE9MC090vy0ykhB4oXTrWMoziXCu2G+4vtbzcjDc+S1HvMVV52SUR0yB+r6XzaDbBENOjRxFMvppzJvk+rUdp9CLWhZoIZIvroZxRjCNYMUWSzXF1uON23gsPGenzo6dIfh1L+SgL0RpcvDJKeaFtM807yVHa6Z+upAIlAmOzoXvVKQfnDTbXHwpf4BoM+hY8sFwiBKhuzn2HOLL3YXUbcH1oumsPgybZbbDfWMn1v+KsTEu6diOZ6Bf+d6g40cWifNwhsftVxdxo0Vth2VrKP2EM9O7HT6Xe7tZ9setGLMW4+LHd7vTVoecb7bb4xAhhzebItJFyl3fzqDVdo+JWYuz+8OQo94dmIwaR9xCcQtWXe1ZctUWAMU7hm4XG93VYTKznXJMRqK45z6B5nHCTP9WiDHdgxPiPCkuzs7SGmHnY5Bk1HZb3nL3SLVyitZxijD07DMVm1sXqzK1L7VIemOCi/uY6mh5uYsh6rQbM1i6yGiEhXDQqcC7A9x/Vpn4Z2VFLX24dP8Re92q2wlfUtyOx9okO6MKWTb6xg6ZdByLpU/+2JV/wALbbmv8QT7SgWWMLKJZap/6C97tNFi6zC5q1T/ANBe92lbjEJfG4ptp/yRE/8AKqhu5YkPGk2xLfreLUa3MzdfZU5szUdOWr5M86C0kY0sW6yJ2b1/gDv9VRXMZ2Dccpzu9n+0HfdqS6GIlbzXFlt+jsY+9Sd1iVWOTFNsXlz/AGmH2lA0OMrAn7vLX+Qve7Tdxxph6KyUmTIkx44DmRuxHB/8akxm8RD/AOpLd+hp71Uu0Ib6uEp3a73DVnSOrKIiF3x+WgvfhjZEEVUpyfRBd92vfDaxKeeqcv8AIXfdphr4ZmooOJLIIonDOEvv04rWMVyJcS2NePhDX36D3w4smtUVZyfyB33aebxnYyzJSm5ImaqsF3h+rSXmcX5jpxJYx+mEvv01Mbxn2V0VxLY1RQVFyhr6vr0D0PHmF5sFqbDmSn4z3Bt0ITqif0ctSGcZYf8A4TI/RHfdoa2b27EsHBllah4js7TXYgUEKIi8vH/SURoGKl+OvllX+SEP/vQdTGNhHnV+Tx/iT3u0r4a4cFNKvS+P8Se92m1Zxd6F/sX6GfvV4Wsa6kyv9gy/2M/tKBlraDhJxTRubLLdluzVYLuoT9kl00/8PsK5f3xf/Qnvdqmwq1ivyziTK82b++A5r2M+Jblv/SURxkxmq+du1mL+RmP/AJ0GRydpLti22zLqlxcmYQlR2I8hN0596u6fjtOXBParTT2k4MFonCurnKWksoj35e7Q1cgxOM/GpyrpYFBuO0qtdmPjm2ulOvhRZaWdoQwYra3bD6kDCIo9mPNcwXJevhwoM72zbSraxbrLdsKzJMq7Wy7NOLHCC8m/AhVCb5k9VHtp2s4LuEVqcdwkslJbAxa7K9wX0h6eiVRMSxcajNsBy7rh3luHJqju5692fe417DLGNIc6/Qod1sHJcOfeRndOo2w7nGgkT9quAW4zkRy9Oo5oJMuxu+KfVrMthmO7Rhq2sYevF/SZbVaWRbpHZHh3JEvnI6pp5tPeEvZoo2pbRbrgxgIt/wAUYTCQ8wp7oYbzj/TvZCvKNM4IXGlxwxgCT2mwp95E7Ezin+8lqz4+yVAZFta2eq6ja3x1Pl7E97tZ1tauOD8WYlwzc4uKHYXkdJLrUncHmEnlVvU3p1ENF+0PG+KcF4TlYhvD1gcjR1EEEYJoZGXdTveOXWs72O7Sse7UMeMSo9ktFvj22A8vanhMmPOEPL9bloNLs21/Bb1ihzbndkhynQXfMblw1Ax6pmg07M2nYHl2eYUS7m4hR3E4xXU9Ffm1zBsTaL5HfkMP4XXtlwec5orvcJ0ubrWeXay7T8RYmu0a8YdYuUh5040Yj3zFut8buiYkJ82vvd3VQFOENp+A7ZgqxwVu0pFjw2mVRIDxDwT2tNXX3V9n283fl13X6uwve7VhZ7XjqBZIdtS54YPs0YGNW4e46R059Ke7NtK/fsH/AKO971BSt7Y9nO9c/s69+gv+7Tb22XZwLof2ecT+Qv8AuURrG2lZKrLuD/R/yZ73qEsajtE+E2DBNML8bsaNZNO8T7O53uPdoJi7b9mkbfJIxOKd3rEe9Lu+HLTzu13AO54Xl3n/AIi97tZftIYl3jGF1wfPuGE4M51Y066S03yI2MQtTbI6uXeafRH0a12A9tEuECPPD4LMx3EBxN6076QelxoIA7XMBK1l5YezT+JPe7VFY9oWEfhndZaXFzzsdgc+yvZmIovzfnVH2x7R8V7N8Ps3C7s2CW7LeVqM1HB4eKDmqkqr0qPsPxNj/G8O6YuKDZrS1MVlqMjrZlvRAFzJPy0Bgu0fB5oipcH8k8OwP+7Xvuk4QUSEJUvP1pAf92r3dYvUBUpmHxX5GnPepSDi8BXVPsgp60ac96gHbltRwPboyuXC8HCYLo9IiuAP6w0J2/HmFbrZsUrCuZTEnyiZjuNxnDAyUAQfD11K2ybK71tNhwot0xNEjtRCIwFpk+ZV9fNxq42d7P7vgnDUaw2t6xnGZXeanGXVI3f3xebrQXkTGVia3DKvvqrYoir2Vzj+rQxj5nBeMZsOJiDXKji06oupGc1sHw0kK5cDGp20fFOJMD4OnYkuc2yGzEUB3Yw3MzIyQUTPVw+mg/Z/tBxljvEE282i3NBBtEQ0ju7pzJ/ekOlstRd7l/MoNCwRja0PYcgMyrg+9JaEmCPsT3Pu106u51Wr53HuGAcfaWXK1xw1Op2N3zaZZ8eX1VT2O04vs9rjw4N3sYA3xXeRTLPMtRel41VOFjApOKYpTbW+8UQUVWoy63NTRaRHm71AWRtoeEpURuRDnzJbJ915qE6QKP1tNL+HmHP4VM//AI97+qslwtcsb2fFGGsGMXa12qO3bDbBqVHTLhp5iHXmRfLX0HxyTNc1y6p40HyltBwza38FYEZjYCcZjuTogS3Wo7eqSGnu6tXiXrrO5uzm9YnxA1imbanbPAu10OJDaZFtN2AiQtjp1f6Pmr6Wxra7Lg/Zw8V8xNd1sUKMEdPiteY6Rb0kKd7lGhY3I2JcAYauuHcSXdhiZeo4xRVpjeayc5j6d7vLQQdjFodjYHW34iwUF9et0t6MktAZ85p9rUXh0qRjzAdqvk23So+AHWBZbltqmhsOch5S0iXNxrRrbgiTare3bIWLry1FBVEG93H4r7XdqSuHLz0+Gd5/4cf3aARC0WOMgNJsseUUFEXQwxl/MVIesOGDkEY7LnNWtO4yGf8AMVFHwXvOf+HV5/4Efn/5dc+Dt6R3/DO67v8A2dj3aAP8h4cTj9yx53/dN+9VcsKwPYznj9zeW5lb46aezt8MicTV3vwUnbhiO5bNsNszRxLdJE2e5uYTaRmt1q9ouH6tVX7H9/aNjZq6YlxBdnraDm7hR9MEPONjqIi5vlLwoCBLRhzNQXZfMLNf4M179SW7ThttVT7l8wUy/gzfv0Snhu/rxHG88f5Ex7tdCwX9E5scTyX/AGKP7tALPQsMmnDZndU/kye9QltNDCrWEZTSYHfiSQQCDeNoKoO8HV+6Vod3B6E2TB7Qzizd0ptdojMDx9EssumdfPOEtkd4uWMVxDjTHFoEGnlko5Glq+bhCWroXKI0G3tW7CQMNj9za4rmqf5Knq+tSCteEgXV9zW49fCKnvUR2633K4R0egY3lSGOiOBDZ0/9NPrh7EKrwxlN/Q4/u0ArJg4S6/cyu/6Cv2lVd7uOzVlm4R3tnd038RrfyVatyn2cdPpc2kaP1sWIUyF3Gk4g9SRGfdrC8RToq4kxLhZzHt5hWxiVm5Bat4m9dJpcxAiiPxeelMqDRMHQsLv4TtpJs5uDyLFbXedhTjy/WqerOGWfitmV3X6kFPeqdhOz4yesEN2Vi+ZCkI2BvxghsaQXTwFOX0at0w9iFUz+HVw/RGPdoBf+17/NxfP0Vf1eNNZ4S/zVXz9BX7Si8bBfU/8AV839Da92nRst9T/1fM/Q2fdoATC44eWZdtOAbm2na0yHsSqoebHgXNwWh/a7CxPc5Nrt2CcKXKCxlvJTvZ1D5oj3u79Fana7BcIEiY/8L5iJKcJ+S45HY72nL2fUNRimB/nLBxPkSNQZpsaw9AsmH5KY4wpiG7XWY9vHMoJvbvT3R1aub2qJsahh9nBl3HCWArq7fm2jSArtte0IX5341FVpecnSey2/aEUl3ru22Y5F/NUua+cF5Ytw2iLFdyz0OMxxLL8NB807HMDYog4lYvm0Cz4h8lRG824CRnXjfMh06i5uXKtnt0bZ8xvlfwdfHt646f8AeqSmXydaIVePPzO1Rv8ADGjVaQ4GJ5UcJDG0J19lzuONQWSEvw0HyxtuTZ4GNrcttiXEFRU7fb3nFj6+6QhpLzvHlrZo7uzMWom/wDe0eRE801bZRo3qDujpWq66Wd4X8cYqK9xiu1imofb5dqaPPQy2unu/OyrUI1mxvIjtOjj+QyrgCWXkpheqZ0ATIZ2WzSVmXgW+ym/Ft21STH9avR4uyZmObVtwTeo0dO+2za5Aj+qte20WvajFwgltw5jl+4TrpLCKrXZGove1atLno8o1TbAtleMsKxZ0lraGUGe67u5cQG25YNmPNzbz0uagvEe2XMMNZ4OxJ2Vtfvfd22ZpAfzqhScRbGZMOao4evmUVS7SvY5vmPaEublrRnLNjZwFcXHzqIALwSzs8eFAWD9nF8vuzS1tv7QJwQycWS5GGG398LrL44urmr0qDjMjZALOa4VxGuaZoKQJv9dRVnbHUd44VxMvzfJ83360NLDjxsUENoxiiJki+R2uFOs2LH+aKm0j8K2Vn3qDPHZmyDJwkwhihBD9z7DN9+qW8u7K/LNgyw7iNGO1nvd7CmecDcF3dXztNbI5ZMc5uL8Pec/HyM371V0vCeMZUyFLe2gorsMycZXyK1wJRUc+96lX8tBgN0PZXbcQYqlv4bmTW33oxw4FwbdBprlHeP8AEv8A7q0pt3ZDunHo+HL29miecahTcvxeaibFGzS+YmY/stjQN9y/fDdkjg6enmEc/VVpCwpjiBFGOO0oXAbTgTllZ1ZfgoPnfbvJw89Z2LZgTCN5cur7m8WScF8dxu/3sXKsNhVvwxbMIKmNrNe3rqutzdJBmF2cPZ9n53CteutlxZ90Wzp8PHFfW3St2vklnRp1NavGr74ObQEXNNoo5eKeRWveoA2JN2WqAtjhW8kfo52qVlVizJ2evyAEcNXhsh7yeTJWVEaWfG7gZLtARBH/AODM/wBdOs2XF58/w63gD308kNIv9NBh22PaZhDChdjw/hoZNwe84iT1eZBsNXs94qKMFz8LXPB8G44kwXMhXV5reOtMwpegC1ej/TV5ccLvSMX3m5uXKPJukC3sk269aWv9IQiOru92iqxRMS3mwQLrGxaTDcuODyCVvazRCRFy/noMzx7fNkdlwxIud2wJKltNZaGHbY6COn4Jm5y/hqg2HbQsP4qiz43wGbt9va05eT4rphrLV5otPpadNaVtEsF7k2diNdMTJPgO3CM1uvJLXpODzF7VIw5a7/a8UTMJWbE8aDAjQwmALVkZTiZKip1+bnnQPDHwAcLUWEpqH/sD9Cc9zB4uY4ZHDsxCahNdjb7C75pSaLn+bzVpxWjGhJmGOFRP/wBsZ/qqEzgzFSy5077ocnfS0b7QnkpnSukdKcPooMK2b4g2UacK4cuWEmbrdnbaMiVcVgkb5ycx0gPiS96vrSKe5jNttJpARRBTLolZUGyu/DeRvEPaO/EmNCgN6LJFRoA9lBQeFaoAkgIhFqXLivroBXHmFrbjHCs3D13ReySm1FVTvAXgSfKlUOzrZ0zhEYDLtzduQwAIIIuNCAMau+ekepr7XhWgqmfNXF48vroEiOfh0pKimarl+Cn0EhFV8aSorknDrQRVDJM9XD1Uw4Gfo5/JU00VSy00hW1zz6UADjePHnYywgxOYZeaclyPNuNiQ6kZJU60XtALYi2IoIDwEUTJEqnxPY5Fyxfhm4tfF21590/xmTFP6av0SgY08V4UggRUyRONSXBJBVQSmwEt2pEnHxoA3Gd1udlhTbi3h5ibChRTfecKQgny+ig6VzzrIMAYr2q4uxf2kMLgzaGtayYsqGjCKmnlFtwu8XdratpwqeAsQin/AOmyP+2VS8MkRYTsxqaEawWNP/DGgcsJTytgHcIEeC8vVll0TEfwrU0eI5V1PTryJy5pQMOEmlVVV4LQfswaaK4YsM2o6kmIHt26o6lTNpujBxFQCQlTjVFhazyrNOv77xgrNwuSSWRH0E3Yjl+rQEDYgpGqU8KcvCmhEdR5daUiqgpQO5ZqiUsRyzprUq5Z15XVTUnhQNywMYrm7bbeNejRlkJfTWM7aMU4isRNWexYWhMzXWCfckRmkkKDfd4Cidc62ZeLv/UVCD6Cm2mCpZIPkB7Nf98NAKfsbg2hpFflYztQpGfdPdS3EBiU39ZsR7q0RbasSXDCeHJ17t2GLfd1aaBpp95AVzWRaRHd6dRCnWr3ZfLem4VCQ9vDDtDwx3XOrjAmqNl+aiUjaSmdttaZCud8g8P95QYxsEvG1fEV5O43HD0Z+1IiqpXGIEUHCXpueTPgtfR9pSQlvaSXBjwH811R455th9FDNndItpl7jMyHXY5W+NIIVd1C07qINKD6OYjn+L8tF3aP1aDIrThm8Yl2i4ptU2E3Cwq1empkhzm1XF0Qa0t/6sVTMvaraUayVefPhlVZPkJHgK8nVC7tSrdI7RH3y+kndoBbaKYt3DB7QiioeIms1Veibp1abwVKavGOsT3e3FvLWO5hC+Kcj77eveKnr06hHPxqNtkwK/tBs1qswS+yx2Lm3KlGi5ErQCWoR+Vc6MbHDhWq1xbXbIjUS2xGxbZabTJBRKCXIbyYRc/BaENibm+2UWM9WrNk/wDuFRk7pJskcLhVdhm12yw2aPZ7WJsw2B0sARauGrVQT3W3DXhko6fGlNooI2OkUWlKS8yqqZV5SVcuHGgS6SNmfBFVRpCEm7aJTRETqiU67kpEhAirpptoQFF7qIidFoG3CNwycX2ulOO8XCTX6NKcFUFUTLUq1wBREVfFaChuVqmPY8td5bROwRrbIYXjx3hK2qcPwVdqioLTo5kvhn4VIbLPUmlOHrpOWS83FKBiOvmgVS06jyVPkruThC4GrTz9fm0/k2iJy8K4DrSqSeKdaDI7/drvO2x3jA1pt7qpPt8V6bcd5yRYo5o59LhdBrU4cVtiE3DjIjTDICDIp6CJS48CExKkTQjAkl9sRdeQeYkHolPebVr0NFBn22q9lh/A7VzG3u3KU3dImiK2eknC3nCrvZ3ap0KPLv18abbvd3MXJIAesWAEURtkV9Qp1+cpURuMxHh1OMtkjaiQ6kzyIfGlK5+99/vUDLgkufPkqlS0cVDcTVxQacIBIcyTJUpTYMlmhJln40C44kjdL404Aqgak6U0uarQNLlmufh0rglwzWlqOS8e7XMkLNR6UHF6ZFXdVcUckyXrXss+nWgSCauvSukiLwpSIorw6Uk0VV+SgErxircYh8jRIL0lxl1lJbyrk0yjicERcuJVVWvG8jeXOXcGHfJyLlC7PCLW8O80auvHjV/cMH22ZfxvivzWJSEBG2y+osv7vu7wPS0/SmdRWsCWVonDaeuKK4o8vai0NijmvSCeimfhQW7MoHBFRbNstCahcDI0+mo7l2tbcnsrlyhpK1aNxvk15+rKrVwUTUeQ6lqrk2KzPz+3OWe3K/13vZ03mr0V1UEDGzSSMI3SKW/yfjG2u4DWfMipwHx61UYTv0KZ2K2wkXdjbQOPvY5AekS0EXsZUQYjtSX6xy7SUuRCGS3uyejlpcFC9S+FQbHhWHaJzMpJs+S6zE7EBynBLzerV6I0FwqIvo6agnc7Yk5IXlGJ2oi07lXk3mf1asBaX29VQXLVbO39s8mxO1Aeremym8/OoJBN86fJQ5ccV2iJfStJ73esbvemrfmgJ0S0al/FWidePtUHHh9i44wujkm0SGo5dlc7Zvchfcbz0iI+odRZ0ETZ/i6fiO6S4z1rCIy2yjzRaVTftkq6STj3eWjbd56ebpVFhfBlmw3cJEy2OT1V9sGt3Ikk6DQCREggi91Ob+ara3wexq798SHt64TnnizRNXgPzaCSbfTj3a9uyJCTV1pxVzz4da8ulObxTwoG90g6fm1mG0+2tyMaWZ+ZilbHbnIclibkel15pSQtKL3k+dprU8lVFX10E47w3er3iS3O2yVKhI1bZX32wY8rpZaAJC692gLLcdsiYbaOGYhbG2B3TgpyC2OWWX4tC+120Yhv2EGGcHvq1dO2xXGJDndZQTQt58ukfRoEtGEcTW8mEWz3dt1toCZJqfm2ym4JCZJNXi7qLP5w1rkeNdtxEcWfuWdyKOxd3qPVp5vOUDGCrLDs1p+9LkV2elmr0q5KqK5Jd6ERIPTLTpQV7vH11ZNy2HmnzYPeKw6TTiJ6JVjlwwpiWPhqFFtlkubrDbU4Bht3HQ6y+b+pl4lVeYcv6a0KLbsQnbrmw1N7DIdlooOONi75vdh4Z+1qoIhFeHLiqk+7pTj80RowsU+JPtrEqA4r7TvASVNP/VQrebBPn4swujpTCiRmXlmuxnSaBT0poUkTvcc+WrGy2+/FgiPFauR2y8CRI4/JZSRpFHF5dKl7KJ+WguLpdoNlt79wuTyMRWAI3HV7op61p21T482Cj0aSDyNEolp8FrL9uWGr7e9ysO1zLxHS2GwIR5G6RmYZjk8Q6h1DlqHKjHAdvu0SFdI90RxsyuDqRTM9WlkkTTl8mpC5aApzz0bz86oFyvdthXeFbpkncyZPxI7o1Qvw6aiW5i9RLTPYu10W6POiqM7uKLGXL3eSshxDhPF6W+zwWbffZpuW1hd75Q/aUwXRJwzzLjqDh+BaD6B/cuHP7VR0dczPefV+bpqgwxiSPiixLPgsutMDNfiug53tTR5F3avj0Lkmmg6rim6hC5kiLlXdSGTqAeSh0ps2x1qqcObpSk0ivAevVaBpHiUgAiXL114JRoIIq82vJFpTwjkmQcEKmXQEo5iPXjkvy5UEuK85vSzJUzplq4Rpe97LKB7dGQHp9Eh7yVgd6wLjEMPwXGGb9cZkm3vi62l1LexZqnyvEql3dPLkNa1gKFdY0W6pd0JDcubzkfUWfmVQdP8AQtARgTiCqa+7S97k7n7QctVN/tlynsgNpvJ2oxPUZo0jupPVkVcsNuu0TeeUb45dtZ8muM2zuh/F71BYPzm44G5IfFtkg1qa9ESnRd0Ije9zRT5Pq0CYnsl2fxPfJkbt6g3Z0C3aH9LRyPOavN+13O9RBc7VdJrUbyff3LOTYJvU7OD+ssuPeoLqXIZiQ5EqS4gMtgrjhL0EU4qv5Epm2XSJc2t7ClhIAdOaj4akQx/VIaz3bHYsQXyBAaYhTLxESHJYksQpAxyN1QyaeLmHUIrq4fLRDsvt9/t0a5tX4XkZV6P2FHCFV3YxmwLp05xL6aA6FULMV9XWushmP0Uhtc04dKkhkJIKJ1oFs6sqXukXjXR4ctd0n66CEunKkNqOa5LTfFNK5EXyVn1k2n2m6bYJez2PFeU4zJH2z9zJ8OZxn8USSg0TUSmmpePrpTQEilqXh6qULeWVeJNJrx4UCQz6+FdLI0yThXRNM9Ipwrxjx4UCdOSdNVIVONOr+bXCHhQMCKZrq602YJn1XNaeVMuPjSSFU5iSgjmKJ0Wo7r4iehVRfCpTwIqpkicKhyWx3iIAopdaBfWuK3nTcGRGeJ5tqQ2TjDml0UXi2fsl6qku9PxtNBFN0G3Ml60k3EzzXpVNjO/xcKWly73FM4yyGWD0d4N4qAhfz1ZZ5pqFUIFTlJFzzoFPOZghB6XGko7mSES9eFMoprlx7vyVVW6dLuVxnsdk3LUGQLetV+M5ULNPy0F/vERdOfSvISKar6XqpoEUiJUT6K8RqLiKg+cyoH1c82OXRVrxOompU4ZcKisqZoOfVONeLWTbmfDjQSBdy1OJ6PWvOL5lT/DTLSGeppUyQkzpRKSt7vLh0oHmVRVWlkYouSrxKmAzFtxV4eqkjqM8/koJzTwImSIvCuOOJq4Lw8ahHvW2h9aFmtLzU8y6akoJW9BTHJclyryOimkFLhnnUZUVCEtPo00OZqPrVaCdvm1XrXUMVXJF6VDEVFMtPESp8RVCUvWlByKzHitozHjgwyustAjlxLxpYPoibz51N/uvt8tNGOTGn51BJN0dBOa+hZJSSdJGCXV041HkLyCAhwReNOihrFPIOKrQcbdUmwAy0oS5qtOMalXJFzHVwWkIwqk2ZjmgDxGpLQqq5adI+FBxBXr413StP7tM8/Cu6UyyoIxalDLLjTgZqOS8KWArve7wGnCHhwoGCHh140oAXVnklOoHpLXXlFlhXFRV0pnQJb5ulOCKr1qPa3hmxRf3JNZ+iXWrABSgbBURdKU+DhJypTDqAy4r6Eqc2SCg5507HebkN7xpdQr45UE5Cz/967x8KgOOmKZAGovVnVUeJzAlErVKRU68KBT+KMNjHcIb/bM0FVTJ9PVWKbLLXY7bCsdw8pQGbld765dp7qyuKN6XNI6vxho7xTiybhDBvlq+4UskeDFiAm7WennOXSLQ6g5irJtgTd1xLeJOPfg+w/Ha3luisFJFAaFXN5qEdPslpoNq2i47slqw1KWPiKA3cNSbjJ9DLVqHlFKjbL8QQnbXdX7hdmlBy7SDjrLlApA2qpk3l4aelUu0mDiuVgu4s2XClvSQ8o8dYOKgakUtI6e9QNNbulhRbJIw/Pek3JH5EpHXGzZ+Pb0vkWnIR+RPaoN9exDZA4neLaAp4rJFK6eILAoovl628en3wlAm02Kb2ze4M4gwbBRl1oW3CYdae9IR5eXVTWE7yVxkzbXb8FQX4UIW24Gg2tOjQPUiGgPgxBZDc0+WrWZeyMkagYgxdardaJU9ubBkLHTPdjJTmpgFng3qXAcID9oZLXu0PbTJr8LAd1mP4Ojpojr5xHGdQcU+SgLnL5ZJANrIuVuE0yJB7UlSDv8AYxT++1uX6ZTXvUGuXxSmtW+Ls4jz5BNoritOMaI/D90L0c/y1BOJjuQS9twrbYY58G7ckUtH47if+NAdriCxeF5ti/RJD+ukreLK4uaXWAv0SEoJ8l4ugefg2Rl7+LTUimP5zSCY1MZuQm281K2csR5UTT2lVdjo3zekLhdUoMxulxu2HNu19xfabvbXrC67Dj3SF2kRLdk2P3wHHjprdlvNmyQkusBUXin32371ZOyzHmFjS5xMEQJIvNh0eiubvSxpHSXu0X2dhUgsZ7OGt7uQ/g/e081BG2vt2jEuDfJD0thG5M2Oiq3IHVp3qcyUjZrLG1WN+w3a4MO+S5JMRpDkkdbzXeAvpyrOcZbU8Cy8RJhIMPtMXVq4Rm0y3Z8wuiW61D4+jRtDU1xHdl+54qo06y2nxHotai/6hoDjylavC4wU/wB+NUWHpUDypf17Sz+2Ry86Oj4tPloPx/cnbesGKGDYlqYe1uOz3GWXFDTzEA+jqWndn3a0hz5C4PnyGJkreRd60wB6NIiXL6I8udBoaTrejLhJPjIWfHzw06jtudFDG4Run78NDMppk83T2cOKoDknJH96kttw0QUTZuSEg5rmEf3qAoakQ2XSIJcbUvBfPJXhfYJS0yoyp1+NGs5w6yiS70ruB3Xdd0dyTdseb5Q5ev8ARV8yENBXPZ4/+a1/XQWuEb41ebIEyS4xHc3zwaRcz7rpB/41ahJjqOZSGU/3iVmmC4sT4NK+mz6Q998yOKC1+/Ly9avOy23L/F6f5rWs/wCegNFdayHz7PN89KGNpMh5vBF1ct8xY8pGU0OtuZEPMOeVV/YrVxX4By/+XyfrUPbSJNji4PuTZYOfguqyiN742s1zXLlTV9NBqrTjHZhVXgVdCa+ZPVShcb5cnm/m8yUBJCtm5/xfzy5E9EPV9ekvQrYqAn3NLgv4oe/QaApHu/jQ/DVUlyRu/eSFa4dm7VvtXDvadNDS26zKnHZ9cPNfOT7SqJQw98MmUXBVy/vSebOgf30efv0GsIYKSaTb3f1qkKbWnJHG/wA6sjuM/AltcYCbhBxgfAVeb4/SKOaq9b5Ozu7STCFg9yU77APN5p+KrmdBqh5CSDrb1KmeWtKqcMX634ptS3C1OAcZHyZVFJAIHGyyVFoTasGH94a/c4u3eEO+v2lZ1gLD9otM5q5ScKXmbbrwT8ZxlwlTdvb0t2Q83Re7+LQfRJqBcyutoCd0tScKW3IYc4g+0oL3V1pxrLblbcMM26S99zi+MdmZM89S+yX+moB2J2qGxAbsuLsBXN98mBnW+TrX74hkvL6fLlq6UH0wmWYALg5U6Kt8QRwc/prHML2HC8kZ6yNnV8kI1cHm2sjU93pLud/wqeuEsJKv+Ku/cfnr9tQawINpw1gv49KybHjqD86sVsmG8MOzLvHPZRdV7JLFtvcuLmgq2JZOed681XKYUwX/AJq78i/JmX/1qDUW0D1jq+tTioGXUdX1qzBcM4RRP8WN+/Iv2lMSrZg222+VODZdfl3DJuLvEX0Uz/fPkoNUfdBhrWfN8gKi1FR6e8+m6iN9m8VMk1fkrPG7fh+bZYj4YEvkbtccHF3Yr1IdS/unqqfDsmGGW1YHAuInEHxPP7Sg0BllBePd5qlPaUT1otZpKtGFTFTLZ1iB0k6IAF9pUdIuEhVGvud4oF5fDSf2tBqagvezzzptnfb1RVnSHgWpONZp5IwmI61wNikXPqn9pVNa7fZZ10efTA+IXbY1yNmhPEZu+l+6UGt3y4NWi3nNkKCgPDgacS9FKo0xxbyRCMHWyXqKJ0r54/ZGt2mNh9EteHcUWkkgPObwlMAz1N6S769P/Ktc2BvT5Gx3DL09yc5KOGiukrnVdRUALtQ8hYgueBMLT707PsUpg3p7spFPRumhIfR72nVQdhK67R8R9rPCF4Ww2+Rm5ERxN3vQaLTpHl5i06Urd8Wx8QwcLQ5d4vGErclj3brdwcF3dtZDuyQtXtIWn8aqcxxFHs+C38KSML8zz7UV1HHHg0vtuZc2nmHVpLT82gc2UXZm94EtlwvuLbyxd3QVHWkk6E5T06tOnlz01W7QWSl32P2bHlyKA3Bdb3SCqrq3rerU5p4cP+mjzDdtxxZrLGtnk/DT4siuZq68hEREpGS8viqqtWeeMV4LCw5l/r3R/O4UGc47ukbDmzi5fBjH1xfubTbbUFp6aLyIRGIrq1Dzd4utKwe1glb9c0Yx7iYbjEBsJkk7mW7ccINXKOnLh8lHF8teI7pbHbdNsWFpUV9NLgFLe5k/JQ3h/CWOLNi643SPEwl2OS203ut+/v8ASPd5l1ZrQWzB2NBUl2hXUkBM/wBtpw/Vr5kxJtTxfjHabLwXBuRQLDKMo39lnRQNzn8aTmn5vLX1q03jFGyV214X4Jn8cef/AG6+XR2TYjxDe2dpGJ8QxnoDtyVxxpEf82DbpCI6hHlbQh9mg36NIwuyOhvaJJbUByMmpbSauH1afGXhoyBA2m3NSLLJVmNrl/y6mQ7heZrbZWxrB8hhUFE3c0lVfpzGlSLjfIQmcuNgZgB6q/PUVT9SghrIsn+cmf8ApYf1Vin7LCRaW9nTLLe0qS+Xac+wbwT7Yns+bFO78vLWvt4ovdzPd2PDFmu5JxcdbfIWGx9e8VvSf4mqgLH+zuVj7HlqtuMrVZ3VZtzzrKW6S4wHx6d4tNAK/sUG8Lns6kNltAuUJ7tSdqg5NtaC9kVIT1D8tbWvkt4d4u0qcif69r3ag7NLNOtuEmrdhvCuFocFl42nWynOZg8JaS1Fo5uI1eXN/EcC1yZztksCsR2XHTFJJ+iKrl8V45UGeYf2abL8O4kLEsDEUgrhvVdzdfBwdRelpIflWitZFmcBU+6VKRVX24/u1muDZ22fE+0pm4RoYQsONaHXUlMkyw4BDq3Q8uf41bMq4ibdy+D9jX+VF9nQUQzLKjiCW0gzRPBXWfdqQMiyuOcNoJ5+GT7Pu1CxTie/2SfCjt4SgT7pcHNESFHl6jJEy1mS6MgAc0zVaVZLxim/SpxBgrDrD1td7M625c0Pn0iXeENPpUEp9I7RgobRZelUzXNY6p/00y47H1OultPcBDHJEVI/u1ZNfC3NrPDOHs/9sXR/26878K0Mv7V8PKvq7YuX/boAzDkyIs29b3aIrW7urvpMc/KHN0/orKNs+17GNgxgxhzBl9KYxwRyY+yyQOGXoiWnLhW6Wu3Ytgy7i+7hiwL26TvxTti5DyomXxfyVku1PZzjPajjSeotWeNBsyhGbiDJJAbImxcJweXm73jQHuzyNLgYNt5XDaE1vn9bsrsqMKxvnCIi0ll86r5uZAb+M2ktF9Ax/dpOELJeMOYXt2HoWGbesSEGkUK4d5fX3KvXDxM2nmsIWIvpn/8A46CgWbb1Vf7pbQ/7pjj/ADV82Yjawz92xAxljoL6j1wTdT4jan2ddQ7trLPSOXKhcqjX1I4WIXniZ+CdkTJF/wAvTT/2qzDZvsxg+VG8argaBPuTz7zu9fupaQc3pJmLenT4UB6ckARVTai1rTLhpiJw/NriXGGLpKu1BnPLjxi+7Vi8OId0Sjg2xb3Pj9+p7lI04g0ko4MseeXH+yA/Z0AdtNxq7hrCE69W3Fx36e1obaixRY75F3y0+ilAGya6Yi2mndrzi3E/kNUZCFGkwHWmXjAXdRBp9Ec/SrRNrTWMZOAn7bb7LZbDNubrMHtSSE5N45pL0PGh3YNsquezW7Tu2+Qbve7k0G6aK4aE3Q+yJBzFqoDG32yy2iOjcPHUBgE9MGI2pfrEqaipy5RrJc2hbmY4tksvRJI8beJ9BomoaIyjX0XBbXCNgQE/jfT/AJdMTlu7AG45hHDrbSdXlmomX/LoMzxttTh7NkKFPxvIvqkyKQ0iNMG985Hi6fhprCNxbvmzvCipjcmFmzBd7I6yzrj6XycI/wATTQV+yJiuYsx5abPb8Cx3bgw0ypSrehSUcEtW7EtOQ6fazre8KQMVRLLZxuGCsLvXRiJunHVkox+aOjl9GgiYrkomG54ltPj5rEe8yrUVM+UuUapLY8wzKwGDe0yGRtQjbfRWWMmmkZFET8qIlYNt2ky124I7fuwTW2yRvydDd83HHl81qQRTWfWvpe22vEiz4FzHA9j7I3bwYaYWcOYISKSkvJ8iUETA9yF633Ag2lRWM7vLzFWGPFzr/TRB2x3Vl91WN+ixqjYbsuL7fCkRpGC7CaHMkS1Ptw+mSLl3PDJaz/bpcNrkeHAi4TwM1GYe/bMq35Snl5uVrp5ugLsK3EPLWK0Lao1HVLgCbxWY2TvmG+arlLmx/njg/wDBiUMbF8L7QrJhx/4UYXstxulzldpk9rkpvG00iIiXJp1aRo6VnEKdNn2HP0xv3KCF5Ujf53Iy/ixuSoV8liuH7pp2otv/AHm9ybmLx5Fq1aaxO4uS4AwwP03Afsq+dNsd12sXnaeGCrTa2cMx3FRpoWtCMOIQ8zhPEPMne4UG62abI8g2rTtRbZ+82vN7qLw82NTUmoBoLu1RgF8UViKlO2uDfokCPGewbh9wmGhb19pDNckyzXkp9W74q/4D4dX+Uj7lAx21kS5dqDSfKIRaBMbXx22YvtMiNtDbkPbqT53dMelp9mja9T7jZLO/crjgnDzTLXRO0px9kBEWuYi7o0FxPL2IMY2Nbvs9ttk02+S63FkTw1uZkOnUIhy/je1QVlsxpNLOPI2knuV/0TGr+erzC2hjtCxtqrcDxaR1I3GiMLDdgXlwFh8v5YP2dSm7biAO5s4w6Sp0zmh9nQYF+yKnzFtst9rGzVwTsBI7u0ZPuvt+iP8A/eWvoTYWjS7JMOK3P1isTgXJx5loD2rbPce43tkmJHwphWzE9BKIjg3BVVM3W3M8hb/0eX4fkrT9jmH5uDNmViwxcX2nZVvj7t02s1FVUlLh+Wgg7X8CJtCwNKw+E5YMhHG5Md1UzF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onj8aNvIe1TRVoFyJdOlEAlRF7lWk1cLROtFUy3JQY36SVpeuUqxONx2HGnJQMPK6ni3uQyBPz2J/KqLiZXhnH27MzI+nL3i12G5Rovb9ZC5Y7mhIvwvElbjxRtci54676kyjsyE4MtoC99B8wp+odw1hmWY1DnwEvmKXx+3jLhyOQrPnRvfHbFhwS+Bbt1BPOYamTbVsHDp20QXlN13+kNyeZY1Iu7bFAv/jUVhsKfacYyQFYg8zEb9JSXGa3Ax6k+0KONt7vw9w6/LTBMUnXqFckyjMLle5ESHLkNNISsstvC/yxcER/SVPvRPjPOXPOrFc5/wBKMGoao7uPXuJvuIvwpQV61Y9IxeZNhWGOxfbDcm/WotvlfY3eN5uz5ZTf94ad41ZYNnuYcTMEvr3q1iVGp9juql6xbwcLa8KJ5kEELX+GrncMTg2Ga3gslFZhuu+tYfcPWiQ4czb3RyL8XiP4dRqXxvH7Jm08/wClWPLYM5iIqT1ad5ZSgLt11H7QF+FBM59bL9Z7q1xEwFpJT6tCV4tvsuTPsIf+Ig6afmtW3h1xDxzPLQMuyTESS3o3Jgupy5DLntFW161VOCGUoj0/hvflRu+2ElaZ3dPW4w/ZuDr49u2pbOuD2J5VPW8o09Z76i6jc7cfKe1/Fp2l+6g0EVJXE3LrWDcKHlyb0oM6v3Y5Hs8ULawfy6r1RP7JUvh2eZFjd2uGLXL1zNGbajyOXSM3rKj7SHaTze7uHu9nd21W+B93fwa45BGOyTsjK+yju4TrNteEWd+nXdoQkheyguOGOjfPSuzG4d4jYbRGt4D7NT7iX+eta6+bxHqi/qrG/RweO6ZjxDyVsJHq10ujfq7khsgU20T7/lrZXkQR6L4+NBhPpYE5bLTi+X6fW2C9sudPFQJev+VK2a03ALlao09ttxoH2BdRHh2kIqOvWsnz0C4lcRRwKMrX0FZnWpl8dXu5jg+SOP8AmKteBgVBGx6CiaIn3UGbRdGPSLiaaJ9K48XM/wCQf/3Q9L243C28I2HozHPhfSLCzS+LYluT/qiJ++nmaQ0g8auHM1prT1j1yA45+E293/bV/wA6sMTJMTuePThQ406OTJJ7UVfKqUGScJM4jDaMrzbKS9TyBWzmPQXWujEBtPqBQv2g/envFU16NNvmweHI3i5a/SF+lOXKWv3GXYn9mvO1mj3rKitXDu7R3351muTNl+qlCCuMCpE8Jj5ib2CPXw7a9ssRmWmQisI000AoiInl2jQHVTVwyRdKK6byFoOippXSbUtdS0pLaoppvoGGq8hezVVXxoIv1qpt1VUorpiiIGq13VNqKqr+dAHTTcm3XonSknCPRFFVpTROnjRUEfiWir0oE3DLna7C8KybOrFecYkz8txNLV6g8iv3m03FNIzm39s2X7Nzp4e9WvGI+O4qwv0wro+zhFox2OTot3e4CMjlhuLkCOq6UFYsucX29wo79nstnxO5TXFigr0onnuW8W7c232+1SLr8aPwaOTY+PUOwFGjoi48scnm3FMZiiW7niXva1ngzzkqwnr2IzUbi+rpJnucg+8eYW4fmQWxD+LtqUw26jC4v43e3G3n33N7ca22t4XgACb3C22RF27dw9FoPW2QWS336KMO6so8wBi837DbcEtUIS9lPCgQ3JrVwcjtHOYbVtl7b1AV8w6e1KgGs5xJyEct69x4YNpo81LXlPNl8FBetUHKM4ustW3/AKSn43AmEoWaJEt/Ou91098Wy+zb/OgQ4/YfCbzzGs+GRIt5K6kCZKipocdS+xf/AHF0LX3auAJxtgiNubLE7wm1dtykPORlRPdU2R7SL9NZxkeUZgmOTrNmWJ5XOx24xTYKW7b2/Woy7ehlylJC/uVpHo5Zkxl/D+O07Mbk3G0/1GSSeLiD5HFT8Q6fyoIQ+GkHCcNuGXfSM/8ApbE506Xd4i90g+4iDl+BNr5dKo/D7iPaVzGZxAS2NQY821i3dGWk05aoW3d29vMcMtBH5Rr1C40260TZaKJJoqL4LWTXnghYnrkMyzXm6WlpZ/0g5CAkKKbi+9yyHzJ7vy0E9wdceLCXWHBVEYuMxpremhcv1lVGnXFrLImG4LPyGQWhRWNIwfO8Sdqf2qmrBaolmtMa2QkLkxwRtFLzFp7V+9awLj66/n3GfFuGMRVODEfSXc0Tw18dq/8ALRV/ioLn6OEB5nhxGu9zYeS8Xp12fNcfTapERdv8O3TStYgApbT20yaaabbBoR2CKIAonsFKmoAMighzKDM+PfKYu/DmY6vKVvJm97n4VbKtCV3XVUT3tKwf03juQWHF2rOrrshm5FIHZ5tG2kJSrZ8Vuca945brrDdF1iVFbeAxXVFQh1oMiW3wcR9K+HO9Xb0yy1ugLn+7kN9V/eQjW56EnmTSse9JuJIi47Y8vhNbpFgvDEjVPMgLqK6f9K11uQ1KiR5EdxHW30F1s095F7qA7hKOugJp4JQ6L4jXSBFTuVU0XWgiMoSqRF18KCLUSVBTp0SuHvURQUTp7aWJlETXVVT40RAQR011+FAVxUBveq0G1RxtHEVFT7qrXEWRKG0M2WEuybeXxhgSeZsS+0L+Ed1IcN1Fz6TVkXWYkN/6OitOLo3y2e3dp7NVUv5UFwXw1rzV6Rt9J/iRarMluhzUjwDkuqbW/TmFp2/41vmY5FbcXx2XeLm6gNNNrsEepOn7AFPaq15Hn3u5zbvOucxZiXea6qRgj7vr3C7W2mSHchcndzPxdwlQRDsibMsUx9BB1uQEt1s5NrSToBELQ/XD/wC49u2lba/YXMgwmJcI9mdflTnTkuxWzYf+sc2iJD02/h0qeftTJWMp7VoSbF9Yat0abZ5fqxvNR/rHycaIvMu0vH5apWWWgF+in3p18jy22oCRm5Kd/wBcpObhIfKPyr+dB6sl4Fd7ddmZWIz7fIFvqEXIGUlcg/8AhvfaJ+nvqbw3GnrVcp+Y5hchn32QmzncvYxBjB+yYFfKPzF71V08YumN3JosLzU37g0KK9ZL1ckeGaOnkEi6tl99DLrtluXWs8JtGJXW1T7iXLuMuWA8iJG/a7XBL6wlTcg6UE1A4uWGbFfmRLFk1wtIuqK3CLbScjl+nqhKn8NU1clxzFeJlpzLEnoLmKX/AP0bdQbTlrGk/s3XE8wl7Ks2d8TMa4YFBxG222beLoDINsQbf5m2tNo6l7u6s+zDJOHPEXGpI360z8Ru85pViTprOxtx8B3N7nB7S83brQel2yLUVQdUJNUWll//AFrLPRmzV3MeHkYJkhHblaHPUZa/Pt8p/wASf4VqS93hQR1wlJFZccf+qaZFXP4R8awX0a4jt/ynKuJ8pN7U6WrMNF8yJr5k/hRBq++kpc5Vp4N5DLirpIcaGM2vwRwti/40+4GY4mO8LrFaRVF5cQHTVPmc71/zJQXyGwjnUxSnyNg0naKUiwJInlWlFVfh1oMc4pR2Mn4t4pjMtfqlgXJ4w+G5sWkL/qVH9GKe+fDJMelp/Wsdnv2tz/ll2/3VGk8VkJfvSUyRxO4LDam4OvyuOlzC/wD77qHCaM5ZuMfEzH0XRl2XGujAoeqJz213L+eof4UFu4wQPpnhbk0FE0cK2PE2WzXQhTcn+FR/o+X1Mh4P4vct+9xIIsO/cbeoL/glXqTG9ZiutuprzgVv+0m2sX9EEHYGEXzH3Gla+hr5JjIBeZOqL1/nQbWpiW7X5daTcPaDeoIvSlCYQhIkLTUdEpByKRACK75U0oGbTm5O6knyJJOo+GlcYXeCkPm+FdJs9VMvGgrE+2y5fEO23R1FWJDt0kUL4PGY/wDbrVCtOfWnB8Et/wBLjIn3W7zH/UILSCch8ydJBFV8o/LWxqzuRUMtfl+6qlGwiNNxaXZb+zGkobsgWnBDuBCcUhMS9hJr/wBKCsT+HeV5U3CyPJMiftuQxk5tvjQtvqsBPkUS+0L5irPb1jUC4sasW9u2KzKOFMjOulyrZPL9q3t8rb3b3fiQq27hxd7lOtztluq775ZnPVJZr+2RPs3v+YP97Wq9xCsV7iZGuSWW2s3SO7F9XvcBz/a43mFR9hOD3bf1UGAZfYUC7DY7XYfXpMSMEMPVXuRPZkveAmIl/WNoiXd7RLuqP4iRCZx7ISt7GcQgtsqA02xPi7221bHrzHfd03do1d2rHjN7uzVzt97sl9htc7SLdp5W24xnHNv2jni4LaDoNJDI4d47g8iFlGRXG8z3VeWTAtN0dlM7i8CJF6bk/H8tBWMOxKJcGIMy7i47e5b5gcrnrvR3mPIJCXu+Uf7NaTjfF7MMPtZQbvZHsqJltRhz423nH/VhdLmD7wiheKfLVbxCycR8ltDUrDMahWK0f63Blz3Oc84nM1/d1Il8tWh/h7xSxuED5JacjaaRWFai7ozyDyCa3Du6e93fpoKhiv0vbH1ybI5P+mcmnqZxy29rsZ9lwRH4dhFtGrZ9HzynfRVwtrpvgMJ71VOvLZR56Nzdv3gQrVYKfBvuPWV63C25FhyCk3zmt+slEkjG5ZCcXzcvcI9w1ZPRvkKzxHtwNx2mmrliSPvOhP5wuGLu4S2l3N9pbdlBYfRZtdrsUu4pBZVp2dCivmnMIt21TaMtv5p/erdjkbVNNhdtRdgsFrtAqdqt0VlVItXNO9UJzcSfzXdUwbDpbu8V1oIzJrNbMgscmzXiKMqDJDa40XgqVjEeHnnA97fZIczM8FVdXImusuD+n5krfmmzVOop0TSlUi6oKkKdvsoK9g3EHGc1tiTcduDchxA3Owy0GSx9zjfilSd1uAQYD1xdVBbjsm8e5dEQRHVf8Kwb0uceTH7RZMuxlmLar05dwjuz4gbHVFxD8yjVryrEeKa4PMsNtya0X1JkMo5LdI2x4d3vCY9pfvGgp/opPoNly7iNeZCMrfr5tT5R69o/zc0qz2i4W9PSwvkWMrvMcxphZny80TTT+6VUm03FnEcCgtXhIL2OYhrIkSYPkuV2c3EjDfzC2R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rD7O5ByHQHGyEXyJ+kH0l7kYpSaqujsMldr2O9uiIdXbl+ZU1AISDKONdl4tbjC5mIvlBBFVoivs3BDFNxdzLkbLh51XsDaFlrtY1SaVuYVoyMXjwSFo56+rMi6fD1RL4NevBAwjyAA89eXYnEO9mPZKzsLdcoKUA2BY50dIAiQhSdyMn3xMJtJfhUG7JRtB5cji51CXpHlUi27UBMVzrcKdZQ+operuKHyagL8tlGOl2DmEnLmcNjT5pEdlFvDHQAxffeLrG6vwuKvSNgMl2toRyah1NppMbJQMjEIYwmKQfRmPz0QqlDLPIDeYAoKmALNMVHU/vMRFLeOTsm/wCahzE624a7LQNERU7c7VxtSmzdNXixDlDwTF08qvjZ5+CNbBMviHOg844UWNaVkRLgXTm5n0suJOlKtGDxAnwSlKUvFlRyCFl887+//N/VVqOUzimUpcs+/SCe1IQxA6vfoKzVLZBCgYAv0+Q/wD2tHUstIpVAaX6qBh39xe7qs5EhgUENR8suWoKUAxwzJqMHx0FZl9hAFOUzC/TkPvy2L2kxGwcjmPHX4IAGQF2L2rSJrDINqpqH4VcKFOUwGAxxHPfvoKvAbBN1Yy+M/UfUqVGyjZaY2+B/2b6rMKY2ZeM3FSqZTiuPGbh89BV/Q7M2v9475H5Dv9dQ1wRcGvdFtuI+27z6G1UV6btEHGZCmIIF7/jq7hFTx/SpsmKohq23dPFQVp0WzFh7vat8/wBC6L/XVU45Q97yLxjH4W2pdDdiCRlFHQiqQ+vyeI3V016jKcxziIiPz12TMxBADD89BQ+DFpdo7EyveFvB9OvFTuH+Qq9Y3VLwn4uEpaMHcXZb1kqxe2Hdy7I5dJkVGyggb0jtN9WQUo7M46h3DSmsQIHdB4goKjh7Zw/hxUGJwyulgKnXFu1ULr8jV3TfU0nHWsdTR7BLvDz9HV+0qy2ojsiZiNcEKYrjLWIl06sqCpD2LhoZ4L42Es4Z2JtfSFGBterx6tpqqQCItIMv2v7r/o1ftKs4ph1FNqHi89cuTDkY+oeHz0FZScPaLsnRJHDC4nqJt+SjcDk/OVpONiLRZgLWMwluBqkXf3NuBCfmqVZxDCILcPf8dckMO/IB5eOgBO19vLo7JXDacz84CX/mVDXfbMM+t1+yZYYS/S1EBI34wKTVn98q12hjiPEFKOBP4IUFboxsMVEhTYTzmYFAB4yeL79QdiphvC37BtGI2JdkR0ZQ5yHaCgID8ExTKVfACOZd48q5A3CXf3/HQUxh3Yds2dAljW2GVwOVBNqVcOtiB1B8+R6JO1MAqrmOFLvX/sPtKPhETJ6hz9FdK8DYD55j5XioAbtTBjvDCt1n66H2lb7XxjfuRcKnI6vhIfaVYACAhn56QExRVy35at1BQ+IeDkNfMyxlXNkXPCqs+EUWq7YSKk9XUbT6aL4W3odkwRZtsGzIlQLoIKp0TmEPGJtXOrHciGRsh35VyUT7IuQj1aAGGJaFHhwkLn9/b1nQCh1cIiD/ALdvR6JhExe6cezrhEO7mzNxaaAEBmb7rg6l+NNqh0bbfkvxzLBhXG9rV45NuCQuGvCoVQTCbP0DVtF6hwz5jSS28QEPCDKgpa6WbZniRbLo9gRDQvRX/cl10EwU4U+LV1aIOlstf7w7W3h/8XafVqQxdwpt/E1jHNbhcPUysDGMQWyhC6s+fg1WiXYqYcqZ+7p8ADqe6i8P5tAbEdMxOfKwrWEch/ys0+rUXhqg/wDYTGGQw4gHAHIYQVFw3/hDeaoJp2K9hs3BXDSWnUzE6vdyjl+bVv2TbzW1bea28zWcLoMU9BFFz6jm4hNvH46CI6K+2G09re39p/rCP6dnQ7FpzXs8mNjYsIA9Ca5lF+TSG9X+Tq0kd27mHipj2uaoyjiQSS92OyESWP8ABLq0h+cegHShPZ77Et8vnB+A/wDKpcgzof5oQxfQ5Af7FEam4S+itoj3Qm//APdBU+K1m3hesAdo1t+2Geaa6WozoRENoXcOQEqwuxxtZxYuE0ZbEu5aKPGh1NZkFMycRhNu+ep4B57qdtihsg3UCwk3GNUa6i2LpYqzlk1WVIGRDqIgIhUoekwoG2wAC5gG+tmAmkAyz8dLm3764AgAIjzCgT0gBerzrClARDdlShCqibvAQa1oHWOQ5GoKqkMQZVC8pWJkGMLHs2RlSJdLWUTcKJlT1A5Lu0nL8EN9HTaRjwjmaziQZo9KblOmdRQpNpqL4OdQ8zhxHzEq4cyU1MuWaxzK9rzrAKCaok06i8OoPHlnp81TTi0LdcoRqb6HYyHa0hU2vSkQUFMoFyyKG6gFr2usIVw8ZImR6WCSBW5OjqODrmXEwAXQGnV1fKqVw/mDXDZzGaOomqZwJwE5EDI56TCXqCY2XLzUxnrGXuK5nzqSVFmzKm3COXZH0OU1CHMcT6vBDfllU9alrM7ZtxjCR7hwdFqYwgZc+o4lMYRMY3yhoNXJMsLet57OSRjlbNE9Z9BdRsvgh5VDEViXBPkHRnDKVj12grmVbO22hUARIU592fkjRXcsFH3DBO4aSTFVq7JoWAByyD4Pk0FvsHoxeLM0QuWfRXUdHXWeCuBlzgokCahNRi9UxSloCta4reSSj1l5qPb9PSTWbEcqgmYxTdXcNMrgvGLgp2LiX7aSMrJrbFFVBsJ0wMAGNxD3tJS6v/apljARiDJgzMzQdEYtyIoHclBQ5SlLkG/zVD3HYwTN3R1xDLyTNRimZBNJPTstJutwiHhcvVoBl7jJDJN013UFNt01lUgabRENbkihjFBUOLcXhDrVYzEUlClWAueoMwoCc4OQLlkqU0tPIpLkKTT03WBCAJsyFKYuQF3mqdtO3ZOGuJ+Kb1YYEjFq2jWor7XZGTKbM36KAgOQyqxgANIB3/HXaZAABzClgSE3WHKutlxZ50FapYku0rhuKJNackupGv02bZJLIDOe47QTcQ6S8OY5b+dS7fEGHXj2DgI6SSF2ozKKQFLqILjVo1b+fCbP0U+k7At6SWklnZXZVJF4R4qog4MmcFCk0bhDlmFNjYYW121inyZ5IicZ0cUmvSzbBQyGexMcvhGLqNv89BERGJwJWstLXDCO2jtsC6p0ExKbWkmvstQb+txF4asgoAdUDb+W+gubwstWWSQQVM9RTQMuZQiLgye2BZTaCUfGG04qOCEAByHv0Ff3biKEDc7mDZWrKy52/RyqKoGTKUDr56C8Q9/SPzUwXxchH0+0t5CLflWdMyiK3D7mXEpjFKYvyfVoxe2vCuphaVVaCLpZVuqobWO8yGezHLzah+eo1LDy1Un7N+nHqCduXR78fSI8WkTBzMBNRtOdAg3u+NcQzM7dUy0ysxI4Tb9GMUFzmT1F8wavWobh8VnpIOJcP7Td7VRi0cyooKpgRt0hXZk0l8LjqzGUa0ZRjaObJaG7dHYpkAR3J6ct1QMph3asoaOO9ixAWIpEb5KmIQSlNqLqKUeLSPlUBSYATWAExzAQzrZgA+Q66grSinkUEoVZ70sHb5Z4HW7iU3VLvqaKcAIUNNAqoBSABg31W+NN3yFvxD5hAM0Dv0Is8jt1FSp7BMDlKBgLp3m39WrD1gJCZ+OoG7rTt26UwUuGLTfkRExEhOJgHzl4fBoBOQxSIyTkF5CAVBigRUjJ0DgubpZECAoXLPgyMbLPfUxhXKzU8hcRZpNFNwzmFGyRE1degBTIbSU2kurrGp+lYtqhNv3xIVsZeQTMR0CgCYhyGz1cPVLqy4vHUla9vQVsslGEEwIyIooK6pCiYdRjeFv9FAH3RiFNxd0rQrG0SSCCTtFmRcZEqQmVUT1hu0juypvDYpOZqajG7eBInGvVyNhVO57sRUzfbD3PTvKHVzz38/NRm9hYx05Byq0TFYFyORNlzVKXSBvmqMY2ba7aWaSyEKyK+YkBNqsAZiQA5DQcSt3ijBSUm2gZIBaCmmVORJ0TbCZQC5lNxbt/Og8+KksAnTC10QXYKFJJJdO5Zudj3EdPdPK73i89Wi+aNpBAWj9AjhE+8UzhmA6eIv5ahntnWq+FJ09gGK6iSxlyCYnJQxtQjz8vfQM5m7nKbIh4q33PTlH5WSKEpm21iIDmJRLq8VAsZfUtdd4W42dx3adIrV7Jk6I/2oOCpEMmVNTcHhAYfo1cDps3cq6V0NqCZ9qntO8byqiT2dAqDHiiwRRGN94UbcByFHVw+qbUbUHwqCKw5equbgkkCrKrtnrBnIhrU17JVQpinLn8LQA6aOd3VqNjoaMhnDtdkzFJVyRMqnqphoAoeItO9p3HaUFb43XlI2dKW2s0TMs2dLLILpjwplESblFT+CmXeIj6Kftr313M3hOgpnMcHxDFRV1HEWxSmKYod/aZ0VSTJlKZC9ZIq5EMUNonq64aB+kWmzWAgmkgEw1ho9CR0bMXREABQSZZZZ0A5cd2S7WAM7j4IzN4Z63apkme5Jn2psuaYmGg1bF6fQtoHC8NDdsnez6GgkuopwGWMiYymenPiL4Pjq33aKTwpCu0UlykMVQoKFzyOXkb0009j8Iu3OgrEsTpGS2Og6BRAEs9Wj0at9BCWzdr+UtGImk7ZXXUfIGMqmzcEMRFQo6RLmYd++mVzzzyMuV+cZBBAwxLYU0XQdwbiZcxdqbT8nVRk2RSasyotkU0G6e5NJMuQFDxVEDGrOJ+ScPyslo1Vsk3Sb7MuvyjmOY3yeCgrxfEm6E7XLLNgtpcU2Kq6o6VSEUyddGLs/g+FVhWhKuHscUsx2uSkUZBZlk3HQVcyQ9YoG4urxaakSxUWVkDUI1nsgJswJsuHTq15ZevxU5KzalUSU6K2A5FBXTNsi6gOPhemgeF386fswKCPPv02zDLq06ae89Xv0HKvyPg0wmZZhDxa8nKOkmbNuntFllTaSkL5xp0rVC9mS/lXFixdoQ6YqOp+TTaiQOZil4tPxjp+agvhBZNwkVRIwGKcCmKIDzDx13rAo+egXCVeR9ruGQkuN8yQ6EobyhRHZ5/m0WlVOJBMYOPOgelObTvH4q4zNnnTUDiY4gI78uVCD/EeLjJ5OCmm68e7cOOjtBJpckWN4PU4iavhFoD7MAHz1mYZ8qZGVUHSPhd+lTKmKYPy0CxxKUMgGkV+sGoAGuTnAp9PD5sx50kofM4CYB1eKgVIAZCIBXJBzUANOQVwBzbQSaRLnXe4hNWedB0cQAeEcq7KAGyATUgO9Mpu+A1swmEomyy35UDghQAu8M99cK5BlpDeA8qTFUESiZRQCkIGYiI5BSRVSnVBZJUqhDhuEBzCgdgr3sq7zzNkA96kNBjgUQGt56T5AOY5UCu0LmBa71Zhl3qZEMIEOYeYDursi5RKYDbt2700ChVCGPnWHVKY+VBOIuIto4fRibq55LYCpvQQRLrVU9Bd1PsP7vib5tprcMGsqqxcagzOnpMQwH0iAh+WgKRMUolEfFWEOXPcGXnpousYpNYBqAO9SZVj7Iig98erQSJlg9OVIKqpGV0eEamwqCCighuAOdcKnEpgKJctW/OgkAAADnkOVaEpTFKGVN2620MCeWZQ8KunKwpaRJvyoFSky+KtmTz+VTAy64FEQDfszDv4f8A2oUiMSYx5cDS3XrVwjKLAIZNx6U23fyyfCX5emgOdRREQA3MKxPMoaQGmwCIiQQKNaVcGTyNpHcNA5FMuf6azZE+rQ48u63m00SEPNRhZVQck2RnJQWP6AohA4+KgUKkQAKGoRDLdnXBksxDflXJlhE+QjmGW7KtAqcCZ0C3IBAd9dJAUheEd478qagobLPeFaSWOAiIlGgdgQREQHv786SKkUpTJiOrPfnWkVRPmOfxUmoY21yAMqDaaBCiOWrlvrWyIdMpRz4a5TUMGsRz51oqoiUw5G4aBXZAQmkM941hSgHLOkgMdQByzpRvqAoCfMcqDSiWQah35899JmTA27xUqoJt4ABhAfNSJAPrEN+7zUG9mAb+/ShCgUQGtjqy5DWiCbllQOAEdG4PjpVJU5SZZlGkBExQ37vNWwPu5UFcKXdeUniLcltwbe3yM4bZd1fGUA5zKerQpi3cVw2s5ibquc1rECN2/RzFIuYNoZPxeUOnItNJBlbKWOV9mmLYmLgAeiKFI0QMoVPNLfnpMGXx5157vi6LRm8SWMuS31YuxWMgVLSiURFxlvNqKJut/ZoPTWDzrEF/YsZIruINAJEVHPdiqHUT2ypjFLwm+FQda2Nt7zl3vLfTjYJHosuWMM4ETiXMTKBq638n+WpC0bwwPut+djbFmv5BwmTWZJONNuL4+tVIWI1iC4j3Iiva7p2glNEImn0LWLfu5i6TF1fCoPXhT35t/wC/Fq5fez/rqvprE2NtW+i2+abs8k47WyUO2ilBADm4S7RUDcJqmoyOs7Ypmc4ZSa/CXIUoke6fC07SquwtwmsxzIp3dJ2pd8htF1FQYKNk+je+m079WoxQoL6SWvcwAPshs7f/ACR/tKUE18D/AJw2f/RH+0ofJF2YA/4IZX/won167NH2YHLCCV/8KJ9egoGZhsX8SMYlXyEiRpHRskZBCQ6QBGbbYG35E1ajbw+VXpdMt9qGzG5bREfGVsf7Sq/wyjrXCGf9JwplHC3bp5/k5P8AhuEnW71EibK1NYG9qSTyy8GNJ9egns78B0bO47RyEMuJsf7SgfEfFVSwnKLO47rgVXa+QkRZxp1TFL5Ru6hkFTKrS0zlKJcJJPPPwo0n16piHwtt27rylLllrcu0zcsqsmEexaJFR7np0lMYTZl+EFBfEVIXfIMEHrW9LPcN3CYKJH6IIFEB3hv2nfpwLq9g3ey+0A/Ah+0qISjbRbJgmlg+7IABkABGo/WrOh2wUcwwgkDZ+KNb/WoKr7JYMTbjUYWnHTUbKIKpdIdEjjEagHFpDaZn4i0Y4TW1ctlWOyt897QOYKmWMBigoKYm5kA2viCkToxAYqkAmGMl0UkL+5+httWYrdfLV8VFBUognVwnfCA+OPbG/tUC0VctxuLkmIgb0tlJFgCQJqi0LqU2ieo33Twar/HjFy58M0Y4I654ecevhMORGRRSTIHjEqnPOpSzEof2Y3dqw2dOM3TbZB0Ft7n7gXh61OlhjUsSEGyeFWv9hziCJmrX+GLv3jQbwovC9LzslhcUvdUBCrujHMRsLRMO5lNwm4lPC30WhISufdcR4APQ3R+0pgBkg3FwhWAO8AN2f1q7AU/4oVg8/R2f1qCtcTLGhMS77BtcuITcSRkcQUVWoIEATKKG1FHi8RSjVg2owQtiCaQMDifDM2bZPQmn0dr8rVv61RJP3/vB9rFbIYtHuOxbfwqnF1qnNaRD8OEAiPj2bT61A6cu1jbvbZZf0DX9dVjj5ijNYdxjBOGvRCbkHpzaA6MkKaRS5ahNp9IZVYetQR3YSqB8TP8AXUE+UWPirE6sOCiHaVz3ATtR+6E4+emgjcGrxum5rP7d3bfbCGXcK+524JNy60cusJTcXMKNBdJLh/haSy9VtTsXDrIChhmBvF3Rt+quirPyBmXDcpPNtG1A3QVRIURNi4JQDTmJAbdWom9ZskXacpJx+Kqbl01bHVbkHo46zgG4vDQNj9D3teqMbZttWm3hxdgq4eiZdANqRPTpLqLyDUb46j7JsedsLAi6IeXs4XTlZBdyq8K6QEqe7SXT4Xg0FsIPmajdBZ1iqIa0CmOnqb98Mx8CqxLjFaje80bSi7qnuiLOujDIIoNSNk/zNRi+erPTdy3sfS2uHBRDoYd06Wh5POhPDOyYOBZsZ+Ow0Dtg4bAcVFpJJQCavJA2eVAUdsINIxRNjE7UAOZOkt9/5tJyctBoxrpcmJrk5ipHEpRdI89I5eDUqo8uAynDhszHxG6c33/m02uV1cRrdkCjh42J7lOJjg/Q3cA+ItB5/wAOMJ4F1JM71uvElrtVTJPTpNVBFfamHaF1GN1cqvsz+2Neo+K0gH4en9Sm1gOLoSsGABGwmpg7Xt9Cgv0SmOXQHFyoiTcXOKug1ix4fzgn9SgHzvrU16gxakgD/wC4JfZ1V0tjbb7C6QiYyauiQjEnZGyr/tomQeI2nWmnp4ihV7qr3RslCEsyNKGgf8oF8X3uqswisRvHINLqY4ZRDmUdmFTpK8prDiE3EUDBpLQF4rWgopq9tWbEB73bMPq12C1nlAQ9s+bH+cx+rU6ZxeRRz9hEUH85l+zrabq8hU/efFB/On6k6AZM+spDP9saYV/nJX6tQgzlsjf3RfbElRie1JFf75HIO22uk3Fp1dWqulrox7v/ABAWb2vHuoqPQdnTTBEodF7mppMYyxi8XVq5ySt8lxGbFPbsGLkIMAH9kh3l2/PqeVQJnc4clATOb5nClS35jJOMvlUmymMLHoqAzxIlHYpdcG8w4Uy+jUZjizxKuy029pNmUXDjMO9mCwPhOKhClMoZI3B1eGo7AnCS7sKW0g+TYREpIvQKGsZE6ZNkHglLs/H4VAWbTDYvD7L5/M3/AH519Wm4zeETE3RnF9SCS+fvSkw4IP0aKSyGIp1Ux9ilvhwiOfbY3i9SvOtoYMXled5JYi3A5ZyaDp6LkEelKAdTSc2kurLhy00F2KqYWiG+4bhH8Pe/rpi9ksIYxEHT+5pVsgI6dbmQelKI+kaNVH+IRQApYK2wANwfsgt9nVH43WBiDipeHaVaTio9CJjyOeigsoZMTKKCXV1efCFAfMZrB9+h0mJmpZ8QB0io3cvVCZ+LUFPCL4Yqdc8uHy3v66QwmtO7sP7FQtyOYQLgUtarpUXa3dDm6xuVFZnd/HLwo22UPvi31aCpcXJOxm9uD2qkLgYn6K5EXObwATEunSbi59arE7FJ4o+wNg3MmdeRXMZbJwsqbUYu1Nl36rPH93dyEBKg4GERReMFekqAq4HaEKmX3vVu1eijzsQHGvAG3wz6grF+ZU1BCx4yh8dcSkmFwxERqO1IbpZAMKgbIchLxBVOoYYt5mOjrbkbuiW6sGaQO6S2ZQMLkNJy6t/EVQNPF8mvWry0bckJNSRfQMW6cqDmdZZsBlDfKrzoyxOYuseXVnPLMtxKISXWbnWBpmuXZkMIGE2fIdP5aBfD20odHEeOuK07rgolYIX3eRNsnsENpp0paTH3qdbV6tV9ba6gYuXj+zbParTzfarbIuzU91++lLn1S9avTuFdsQRsOoQzu1YlJUzcT7M7VM4lKYxjF36d/CIUS+xe19Ih7HorPv5M0/q0A8ybSqSZUUMTIBNNMobNPoCOkpQ/2lQeHpp8tqt/2xolvkY/chYoG+6G/lKOfYpahE+G2YfMRzD3Enu/JVXO+xswzcrruTkl01HComOUj3SQNW82kumgOyupj+M6D/FEPr0sR1Mfxnwf4oh9eq2/uX8LA+5TQ/h3/TSwdjNhbll0aUy8vpptXooJ+zXMuVi//bChS5yrnmg3/hOv1qlm6k/sEttihB9T/QkPtKCk+xewnNyRmB/Dq0p2MeFCe7oUyPn6cNAeg7kd37Z8T+ItvrUHYfP3pSz4e2TDNAGaciObduGZswzHrd+mI9jJhSUMwRmfx7/prgexiwtN1UJfL/Xv+mgOU5M5QHXi1CGHzJtvrUmMosYw5YtRJA8yTT61BBexpwqMOXQJQPw4a7DsacKS/wCISY/hxqBwlIr+2soX202BxNDfukqLYS+/dTLq+fnRQL4iQhrxXbD48iti03w9wjsawnLt/AMlgWcplIp0tTbEAoG8HVRoMfFD/iDMfh9HLQVRCyrULwuz9tAjcBdNu7am/de4F8r6NCuJeIcfaN+xMkF9yk9to9VsK0eRqfZ91Lwm4avtWPjRNqCPbB59gWugZsjFAAZNgy/7sWgoRnjtaAmAHN73mh51YtIAD6Jan2mMFguiAJcX5FAR7yzQpf0p1bTqMjFU9C0a0VKfmB0CiH6Kh5Cy7JeJa3dpQihuWZmCY0Fbs7utRzfix/bdN0cYogbfpKJOPaG4OIv/APaqnguWzyqcWNpvieIfUpw+wa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ve0ZAdy+r9tRnFDi9iWDgx6FlOQ3uY715DcptrYPzlUh/qoLhwxv8ALSxyki4xd5CPXWa7zGuXprzy3D5vZ4VZvuinbv8A4Rvadf8AmS/tULOBd6s8vhW1cpWW3q0vTJ8l3lb1Um9zxF8ypLiDkAWHDp16sWbZFeJadGYjZiq6l27tuzXRPGgl7zk8peMWML9y936W+f09V84O7xq2Llk3r/A3KE0+aLKf/srMHCfO8gybiXaZGa5lcrT6FAkto64wkZTIiHt8v/vbR8W42d1OSxxYlI6573mv7ug84r39+RwvyAZGL39pHbaaetbZ7NwfQ5UWOI4S/a2ln8NbyKrCb6sRhb9n1S81D/i7xLs0ay3GxRs5vF2feRGnVbRjkdy/OIe4fxUWGrlG9FZT91sU7B6fe/Tp+Kgoszh6oeuxO/8AFDFlDwbFsXmi/MpVKcI8ozOzXzJMfzeXfcmCA2w9Ekt2va6omiooqI9Pkp1q5K8app+6fF/6piqZjMlxOJWa/wDCJCTktQG+crTHrfVl293u+igJTeZQTZ5nxLkifV+LD3fZTez5/j93hrKgxr262jhNdLc50cAtpJ4exa8t8l9HW1XiFbHei+r5bP8AUtVzhS5IDESkMZVbw5s2Y5osYO/15d3m+V40FxXK7eQGHxfe9VFf+LzobYfC4d3rh7EayLFUmuKT/NJyyE8v4UvaI1N3vM5djcQJeZxprzqKjceNb0Mtf0VpvwnDKP3O7YyOVW2NqTxOI9GQ13K6Xyt1BTrtwz4MEusG0ZjYv/xTExvu+dt20ngLH3DcS4Ax8uzu82OXa5LixbjFdNQMSHbtHT6aLijlvgzl1m6f6Ihbv+0qnSxyheMVpjpltkWb8SSXNfQk0bDmtj8/51Bchzy0KgmsK/8Ah7bNI/ZqPyDiBarbjV0uDce7q+xEccaFy0yETVE169tP2YmcNOKR5Vjxj/8AYl1/p1G5wzl54JfxfvlkebS3SDURiEhKnLX69B1jfE2xTsbtsuY3dxkPxW3HBbtMlRRVRF6dlPJPEnF2WDeFu/kiInallkdev5NRWCRc1bwaxDAu1hRsrdHPa5FcUk9WnTz/AE1OqzxHJENLvjC+4VhPftUEU/xhwyJEF+aN8is8wQUnbPI0b3Ft1Itvl3UQOY371+yhPxdbzlcCuKXCfjZQdGvSW2Y7iOL65vTbuXSi9sb94/bQAtcYjJl+Xu33EcompOnKrTtuccRlxvbp8k0obQ+HjdtkXaBMwrI5DEa2PMwLnziB8drvOjiQCeo7N235vqxKteKKD5ddPYutZdxEMhtHH3L5t8V1TVmUzEi9ebcOe5qzt+cKD7fk7aCYwa2WWddZuUu4ll7HxjFYGPorp8wBFFV0i3/KIu36qVZpDOMpon3NZ8nv5fpPf/2lX3GLc9aMftttd2IcSG2waD7CROv86rUqouKRL16fTQB+VYsEk3Fm6SMZzN6XF3A3Md9J5u32iK61B8TMbtmTYk7ZrImb2p9HgdalS4sl8PVlu8pFR80NCcI/Mq148JoG0V7lSgy1wvtt7teXXtMlj54sCW5zGpQxXwNzaIiJEQr5fN020TrimNckpCS8/j9q933z6r6dtFF0FV1G9V7A3VGZXAnz4QNwLy7azFdSIGxPmJ81UWg/P/FWLUXGG2Ps3uXdUcvY/fytmL5d/wCE9+76tbG9NsI85BvuYN/lHI/u6BOCQMlyLjF6Lj1sZtNrSYsmVMWyjzo/LIupEQ6blL2J86tYWyBc4kTZcrwdwf3683ki32+7RKDGvwr7jbpF5tMa3Zbdp/Ja/wAXy+brHPzcxdyJ5koq8AHbfG4bQfS71k8CRzTcVpEPTZu7dvb7qJeT8LsHybJmMkvtlbl3JgREVI15ZbfKpj8rT8dXAIrYijAgCNInRETaKDQUVy6WTRP4W5En+qL+7rHGWQoRcW5gpMu+SsyXOZGnN9rzxa+b6dv1fNtrf66qmjagqb9PNUFYMExO0X6ReLXj9siXJ/dvktBqXd46e781BXfjnH0jqn7oF8RUBE02r7v4uszfC+uC3LI7WsXLSvEFpnRIyp3RC9ql2p5q2480CLoqD9lUTI+E+B5Bkrl9u9n9Ikkob9HFEHlHw3B5VoKRwNu9rt3C3G40nPpkB/0b8CjCer3EXzhqocV7u6xxAdS3Z4IMKEXmz5TKEa7Ue7W2xHuFN3d+VWpxjRgioIx2kQU0RNg9EqvZNitryF2DJkNALsJzmMuIA7uokKj+LrQZmxmBj8vFsavkniPeIaPFFhPRpIoHLQRcEjHt8qbi21V58jg3i18P7mLjkFyuUR5pW3XYjZsqouiREJeYvx1sW14xZ4uLwbC/CYlMRIox0U201VEHbr9HtqAwXhJw+xC5rcbFYgbnKJAL0h1XSEV+SKLQCXhRxkzzLMwdtlzvNttFoaaNxyWTA7w/zY93QiqP+Fuj9ysVqVMls95bbdLVW2mieAl27RHl93d11/FWnxttqLZvt8MtfHRoap+c8IsUy+8W+fP59udjCbf3gSNI4JfJX9dBRvg+S58bh+LI8QbPbx9Mc9U5Fb3J5e7qQlVh4qzpkjhfk7Y8Qcfmuna3xVttptCdTTypqvitEG24pjlutjdsi2aGENoOWAK3uVR+spa61UuM1ts0LhrkU2DZ7Yy63b9PVxhD5Qj7qAGfBw4bZ1iubOX24ZRZ7BHUS5kYJYPekdO0SbEtNtabZeyLXX7ucac/6L/56drjWOPq2ruPWslFseqQwTXp+TXp4zjpr62xWtPd96pQZQ4rYTxBy7jbfJFlOzTWPS4zbtwR0GUbMWxL52/trTGMjlttscG3Sswx2c7HaFs33WdCNU8VXQqisKxvFn8mzL95Lf6q9NN/gE/zDf7VW4cQxdpgkDHLOmh7k+9k6l9tBQeH/wB10m7ZmTF8xv8Ax+fmjL12ttj29/loQ/C8tt9fnWMbvHx1991NY1wjbt5lu/wbapEpD7a0wOGYom9Ex62ILhbjRI49f5qpGa8BcOyjJ4d8KVNtJsscnkxFREMfxl5V/JoGHwdI2YJwgtQ2+5WF1pOd2vtOcxPWlu3bfN9lOuNNy4k2Thrd7hbrljUJ5prT0pjUHAD5XLJzpuq6QMEw2ADTcSwsNo03tAtV3J+f530VCcSOD2IZrjTtpkBJtzPMEwchku7d+l2lQZr+CJkGbZHn898sgYus/wCKz/xuZmjYc1vyl9NaySNmOnrrdiCrp7n/ANVVfCeCfDjELYjEGyE6/p6ya+pI6f4yH/cqzfcHiiO727a4P0ekueP20GMuLSzmcwuMZ/FLPaliTnD9Fad6LuXucHd7/ER+tWwGWcnWIwqY1iGnLHTVXNfD+LodxPgyY85xCkZNe71LukE5Rvhbj6CKkvlI9dS0/qokpw+xYWt4xZaIngnprv7VAP8A4QGTZliGB/GNvw+yMPPO8v09lpHvR/rEJDVI+C7LyrIJWWTrtYbVeZcr0VVdmOC3sBBLaIigFp7fd7KdfCZs9tfxN0YzGT2FmHLBHZMsiehTd3aIoPN3F16+So34Pa2Ykvcb4vyafrKjRvS7S2TIN+r/AMptLypuoD69AuCMAy/gFgTQV6tSW/d/F0PMCW7P4pa0tmC2OciPv83mut+s9aQ/KT2URo+EWxkdAud/JFTrvury/wBqvLfglpt0MIcC43uNHb6gjc4kJO7XxoALxMbwux5DIuU/GpMWciCUi3Wyc02w6qDt3+VSTp001q5cIhKfw2s0w+GkeQslnVsuc1uId/bu3daH/HSEaZ8/ieMYlcbtNdVqRJfd3vG5uHzbtvs3fOo24Lgcm1YVaYEzIL7HlNMCjrLE71bZ+3b20A0+EaxJgcK7pIt/D2PZHiJBOcr7W9sd3dt060HvglE1ceKc5Zlgdv3KtjjYt7k6aEPzqPvwncPB/hPMfluZRkj8cgWJFZeUtpr28whEe4R8ap3wY+GOWR3Pj25xp+KMJF9Gits7Ufd3dxOObh+qNAYkt0BHOnCV17p8g2u3+eslcTXnf3U7vb8iKVZE19XboEtT5G4e1CET0HtEd35VbPZxq5Nqn8MMh1+lwE1/o1kLiraJMrjHMs2G41efjN64upLmSmueMgyHuPuHaIJQH7C7TYX8PtMheE90Lm29nuaNPW9o9R76lviiwon/AMob/wDyx/vqsmPYrfoNtiRFzW6mDEdpraTbKp2p+T0p99zGRKrn8Obwm7yass+r/J7aAV53abD8QuPR+Et6t7yPsEEt000aLnB3l3r4VpPlt/MH7KH0zBrtcrccGfm94fimQ7xJhkd20hX5v1av2qe9ftoI89TPWm6top8xepJ4Fp1r4VcENaGvFPi7asLzLG8ScTnzLxIH0n1m30Vougufb/XQEpQRNK+0TrrTVH3NorqSpu01rvnKquePRKD11FJE2+KLXDglqqa9VSuGXTdTu7VX+avRMtyL4qnTWg8VtxB3fz16CajovVa7kOaMqmvdr5abk4Y6KiUCc04sZxtT2iTnuTqq0suxxsT9ieFQsuCcu9sTHDXlNjqIe8qkhMu3Z4EumlAmgkTp7E1099cCKj37dFpWMqqRkZfZX0lCBnXXai0HCJ3IqgNetCKEuip40k+pCPmRa6bBVHcKpQLug2RjuVK55TamioKUzfIkd7lRFRK4B8toKpoia0EmRCAD06+1KTVURe0abi91011WvRIt3UvzUDkSDd4UowrZGvTSmZkZkSom0U8VpSOYKKKJap7aB8SCAqVdCrHM1VNVUabkq+jkWutfNao8BKnRRoHTvL0/S7arfETHly3Cbrjbcn0RyewrYyUDdyuvjpSmZXSTZcQvF4hI2cmDBdfAHOoqopr1oVROKPFW2R2ZWScJ3psMmhc9JscxCFUIdfItAvG4S8R45CsbjfkOgoiaORxXT+lXS8MONidYfHaR/r7YBVMWDj7wunO8m4XeTZJf/J7rEcYJP0vCiNYbzbL7EGVZ7lBuDBHsVyLIFxEL3dKCA4M4dfMWt11DKsjDILpcZvpTssWOVr2CPh+jV+QGS6IlM2vVbPwnedekTpfg6B2rQAwqB4+OtJsNtkikqfjpuBkrCop9BXXWu2lVWDXXRS8tAtsb7iUe1a5aQFVURKbk45sVdfClIalqq+9KBQ2mjVCNNUHypXZg2qou3Qi8KbbjNtSRdNpaLXymoAepaqPVKD1QQiJCLTSvOWBIgovQa9ZNSVdyeNeKqqR7U0QfGgofF7hlZ+ItojQrtOnxEjv84Cir7du35VSvDPCMc4f44FlsDRiKrvkPuLq6+58oiWrE6ru5ARNU0r5vcJEJCidKBc0RFTbXPLQxUV67vH6a4InENtfMmn2140Tm/aqabl6fRQcuACqm1BFfBV0614Laqu1E1RPbXzY6bj83dSrqGQ6j20CZEevTppSzaaonvpIkXbqqV63zEdVE8NtB25s3ItJ8ttO7am5V8dK7dE9namq6U3X0reIqY+HhQPW9ieKeNLKYaoiqtRIpJVxtSRdNfGnJc5QRUJF7qCTYJE8S+2lt6fOGmi9PFOtfal7hoKi7nmHNyHWnMqt7bjS7HAIl0Bz5q/TWbchuOK3rN83za63i2yJzr7dksjBIuoaKIk6P5y81EDD7hd8b4b3e+k3jgWRifPcdcmI4LiqL7nToOhFu8tCXg4xlHFHihKzyLDszNvs8/wBKjW+W4SNrIeHau3ampfg9fdQagjZ1h4ijJ5NaUURRNfSx69Kjcj4h2G3S7MkHI7K41OnciTufTVG9hFqn09tekzmwRyN2w4rqmq6o6f6qE8GTmHErF8ZgW1cXG9QyS4ypLgkhqgqTZII7Nuvd+jQHePlWMG2DqZJZ1aNNRVJYdf567LKcUUtBySz9P9Nb/XVGxyLere4uNw8PxZoLPFZVtSlFq6ru76nm7S3VNjFyVXe/EMX/ADP/APp0E0WVYop7jySz9P8ATW/11D5DxKwGwMi7dcvs7Au9G09IQlL7Na6GJfFd0XEMY1/j/wD06H15x+RcuNm244Zj855nH9WmHXPV/wCE9x+TzUHN7+Etwzt5ufF8ifeXGxVPvSOoiX5JEo1X5Hwgr7OtY3LH8ERuIJISuTZ4iuzdpu20V2It2YY5TeAY8CCnlF1rb+bsqpcXQuf7nF4ddwSwMIMfzNyG0PxTw7KAlR7/AGc2kMrpakUhRVRJgdF/lUo7eLYSJ++cBNP9ISqc0zcHGGyHhjaPKnVZTC+z8mvkYlE4SPcNLSnT/OsL/ZoK9xKzvNoGYRLThtmst9Y9C9LkNuTRad82nQt1R37tuQ2uMX3ScLbzEVtE1WGYuh+al4jLkjivPYTh9D1Zskf1OrHynHO/wqxvwm9NJHDDT88f9dBWrP8ACS4XTHGmp8642x410IJEQlQF+ttWi/GRswQxJtRJNUXcnhQY4k41jj2CXl8eFbUR/lIqSPR2CIS3j111qfSNbhjet4Y3VNGe9dwfN8fwlASkIQXTQK7FsVTftDT81B/h9AtUvD7UcrC748ZRRVXhVe//ALSpydbrHHtMpGcNv7Y8hzXci/NX3uUE9k/ELBsfQ/jnKLRCMPFpZIk4v6I1RJXwhcMH1WNwLzkXuCFBVE/lFVW4dcO8ALCrNIe4az5zr8UXXpUiOr3MNVXXavzfDSr+3j+Gw4jUWJg97iMh4NsA42P2IVBN8Js1u+Z/G7d1xV/H34EhsUZec1Mgcb3CRaom2r0bmgaim6gnizFlXO8s/eXIUHWL6tFd1T1P5VWYGMdHoliylNfqP/tUCfGniPgtnx+6Yzc7/EbvEqEbXobequ6kmiCW3oP6VESxxUi22Iyi6oyw2KfyUrFeb4nwdtOQX87jl+Syb9tdcS3yopBo8S+r3OeJeYa0ja4WM+iRdWcy5nLHX1knTw/HQX+/2ezXtvZebLb7iP8ApTCEv21UOEeN2TF81zW34/bW7dB58I0Ya15YkUbcu1F8PGoHJsiwDGowzL5Kyi3xFPYj0h2UI7vd41DcO75g98vGV3OzXLKJsB6WxynYrsrb2sDu8v00B/bJwi0HwTx1pUhJU6a6r4aUE8vcxiPilzmwbnnDEkIL5NP8yZ2FsLaVObNLxX7m7bKl5BmyqEQHJUhXJmhloikX4qBTjpl/EbC8afnWOxW6V6XJGDblbVx6RvPXaWzbsIu1e2qt8H5PhErGnXvJAZfjzP8AB4l6dVk2/rCIp2p9C1B8U+JXDZLRarhZc4v91W23VqS7EYnuoewd3cO4fnbe6pbhLxKsWdQZsqXec5s/o7qAG+cTwuIqa67hDpQaLQS2orhJu07tPDWg5mHwkcIx3MmMRjDMvMwpIx5DkLbsZIi27dflKP1alJtwxd6EqjxIynXllp65z3fxdZS4aXjhgzneJjb7FfpF15iel3T07r6SS9zot7V6J5qD9AAbUgQUNdFLWm1xcZitLIlvssRxHc44ZoiDVCk3HHVTkpxJvjLv8cgl/wCHWevhYXGLMK1WVviQ9OtfJekuNStS5jwkgiPaKfOKg2FbJsC4QwmQZ8aVHc6g6w4hgv50pbTRHPWefuKss/Bgk4/F4ajFj51cMblJJNybEdFtW0dXT8HvFe3ag+FFuPcrciKpcWnHG9OiuCxt/wB2gIxIu9NHFSlUaFEVTeUl0rMt348WpnKWLHCyy/TofOGO7dGmWOSi66EYjt3ENXzLsiO1YjdbtaeLUd2VHhuG226MYhMkTWgLyfgvwnkpInmRlbClto+vg0pDr+YaFsa/PDjbU79121LJdgC9t2xvwmm7T+zQW4WYjf8AK8nt3EPKssssc3TWa076YJyVNF3C2LW7a2P0UGvWvwX9r5tK/wCsqj+lXV78BxJtafQsNkv66GfHzibl/DfHo9wtWZWG8yHpXL9FG3h83u3bT9lBoB8tNw765aHTaW+gPwO4i8QM/tc683662CzMspy4rhNAXpB7e4tu/wBnbV5yK95DZMYn3iTmmOmxCYJ5xRgIvRE+g1oCLpuHXfSGu4tN9Zo4Qcd+I2b5Rb7F8T2WGLoOo/KJsi5KJ7dNf0aN6P5frol9xv8A2RfN9tBawFE6ifQelfGDadBPqPWquq58UkuXc8W2/wAQ9+3SqsZyUddl0xVCVevqXf26C1gSr4p0pXe37jrNF/47ZfZ+I1mxcrfZH4826nAckALmqILqNqWm72666VpnZQYr4kR7dcMDjW1hLwy7LzB5u7SfXmwrPPMdPml12+FU2XEy5vKrsuBXC4WKxo4cO2Bo763k7trY9vtXd+lWqL5gF3tPDi5Wm5ZhAZtKE9LdffhKZMmTnOJ0V3dCEkUkoZ40xdck4bPzMU4kBdwHIGSWStqJl+PJccEe0dfKW7X9Kgf8Grvj984Y2l/Jp+UreFEklctyZ1MSId3b217w3x/EbLZohXq85BHuoMKxrEKZsYb13cse35S9xfWovWDE82sVsZtdsvdgbgxG9gAsBzqvtLz04W3cQvFbvji/9Ee/aoM/ZHFs9w4lTUi3DLmbfy4bvx0rkz1HL3E4Ajt7nF7RHXtHuoqNSsBNsnfuhyIGzVD19KlAv2ENWk4eeeHpuNL/ANHe/arpqFnenWXjKp7vR3v2qCozLlgEYTePOMhZZAdyqU58ET8+2qbBvGBXTiv6REz+5SIKY/615mcbiopP+Tdt+b8mrBxytU64YPOi5Xl+OWi2o6Djrgo5u+q0Q+YvyaGvwUokONk+SDh+R2W6L6K1zHJMVyKHnIe3Xza7aAwrcMNRjVOIN2FE98pzr9o1n7i1xkstx+MsSsc/IJ8c3BZWe5PEWjRDHUkb27iStVvw8yb1KQeJgGnTchp/vVi1zPsUHNpllxnh9j7MiZM9DbuquuqieuH1oiXloNOJNxFwG+TxNu4qSJqnpq+72erqicc8xdxrHIP3IZVe7tOelePpCPcsBHcREOz2+FGtIWYmgo0GMHoKJ0N1f6qruY5HccOtBXbJixOLFTohG87qZe4U2daAF8Acgut7ye73HNs0l2+Q7b2vRXt7YHs5pdpCQ0agdtb34Li687p7Fei/qoI3n4RVmtuaP3KBj1suwTITLWjRKCAQkXjqPuKjXgOQXjLcHj5Wzw/x+NEkCbg86WgqrQ/5Ty+Xx+ygFfFTihjzKXDD4WY5HcXX0Bg5jcdr0Vp1STtI9vXT3oi0TpzqpCf/AOFEF2sH0+9/m1nZvLOFcmTdY9mwaQzdZclG47zkrnN6qfcTYl5RrVciyzHospoMCte4miEV9Jb8VRdPkUFJ4Sk+fDvHyHiC3FIoQatkzH7V/PVnuaS/i+QjnEaI4nKLt5UdN3RaZYTjV8suJWazzsGtjsmHFFlxz0hst6jr18tZv484VcI2dz7zlFzx+1sy+sW2hL9c2yPl7RSg0HwrOc7w0sCJnbDG+ECo36PH9X2+FQ3GDPLtg8KI3DzFi43CbuWOD0RpG0QdNd2nt6p21OYBaS+4SwbeHkSQz6ExoqOtb3O3duKnuRO2uyW5+5X/AAmFAhseL0l9lB/NQUngLdslyoskyGXkMOMcmQwg7IgpuFG9PKtFIG7oDZK5mkcU0XX70b6f0qDdv4scN7Fkl9R2xsPMPrGcRGXWDY2C1t27vneaixZm7ffbHEvFq4cx34c1vewauNJuH36UGF8tKPcOJFyYsJv3ppp1377ltd7nXvdLQvZ8mt7QI2QBDY5eaW4PVj0WA17vyqzlduAnEK7cS2b9d7FaxtXpgK7Ft7ot7GR8rQj4eXbWjBskAwET4U7UFNPwzH7VBnn4cRosSxfHOUpLnd/o1vjxhBlR16unoXj7KlvgUQshHBb76BcItpX09PVyoSmq7mRITTuTpUh8JLhhmOdfFEPDuH0eBFjIRyVecZEzLVNqCSL5dNftq68IeG8PFsQZtl6wCXdZ7vrZTpk2Xft/BCSn5UTpQWTMGcxXB74MnK7UqfFr/wD9Agf5Mvr0ldMKzDJeHQYrIzOFBjSoLbDjkWCqPabU+vXmbY/bJuKXOF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GKNbxZiCqNstHCo+UkB6YuPfyU5v8ALiWsd8I/ZApd01GvLdO0avVt4LgHB8CH7PN81BmLLwmbvb24EcePYrvCp4A7PkIj7xDXiPv1or8F29kWNv3zcM64UWXM4SdL6c6qmWocpftrOLo2E3HbrVJxITUEG8WIliV2AiGQ6a0e7JNjj2L2hA1XuaPctkmnSVkmhtTCbLEpP/eg36aJD3lZx3TBfepGAHDZcnWiuTmAfcYpqI4VyLqLbLr9Z0k1B95jFoMA8c1cfQq0m4EVVEVHm64laJm7RjG9s3doyhFWbqOSdNB3rYvAmHrLy40GUOM4NNpcoaqjb0uuxe7v0tV1O98omKai/bAidzs8cSMVoq+jBTk2Yh7SY5f5cqZt9ii8n78gH6QHZuFUlTp9WRVkgKb+lQdkMisqykrFmw0lIRQWoAr/ALQ1P5tT8tAVbwl02MKnnUJeLOI7v1HT7v31gG0rpz22rCcA5QZquIl82c9L7HAnMX5uXlrXdijkY5g/s1yAi7t94dEf+SY2SJvyD/Csd2nmQjDpQxoU002iZmSFNp7RFUgUA/3ZD+2g9OW+XOBjVOvJskb+UKnn6/dWfbMnNyz1nxrx7/ZMcozR6OkXisfh2h9WVRr7fTltKlCDYzT1XAFCOHDgvQiG9k/eoNOIX46Ri69Rqiw7lR7GNnSiYJnVTAxgKbIoDpqIAPpqiux/LJOejN0Ftz/wyhSrOjeyX2QoLedlGcHFqyMicxG6Ik3hiFAwlyNjU9ssi5bkXbqlUTOXIogPWFCBLEhJaCK1fISaSihCmUBR4YVANqA8w+mnl41/GXIWaLr0EoaHSTy9Jufl/KegeaoivPrLP3PlUh3nuQS7qZTes2OZqs4SShX6z1OFdtlQbrmI4Ij3FB4jr+3+FDE5Guritm4Eramty+dq67wUucnksSkMU3MWqHYfGoRyzTdSDZZ25izqSKCAYlIuC2JuHzZ/toL3azs1j7wiVt0hvDG5lE1eTQ4cd6mp9Wp/AarfB5GbRVmUZoSYLqFepKKmKLgQNqUTKCXhxwAQ+0aN9pAgGzyXBFdYR6Gpuy7zDU2PKUpvaHqrG7AQeW846exY25CoTQFYSEVIOnW/IftFKZQ2XNip9lBaFC3L+drQkTIrAstIOUH/AERTyqBDGUMUv2AZPel9nKnYIrYni9qmVwwKXpkZITaSX+0mMVNI2XZNrj6O9T+xeKt62b/fQsbEhEvGrJwVymZTeGKJVim1z0DuHL+2ot6xsiWaew7eTl/oH0Y7tQYUElDslljZGKoXvE5TGLp2cqAik5CRtKQCDM1Rm3yooeJSKgkiRM/ZUHEvNy9rL+agTwldnLe6dplvIqu1ukzDpMjtyKZQ6MkUolKVP8puH4qJmj9mvFq3DYl8OJyVJFH3bp4kkciwNutIxRKUxVPKZV9uOzHMrCx0stdEetLuwI7YmdLaLifHIBSUMbtdnlAMaCH4Qlsx0ba8c/ZqqFSaNTMFCquFBSMkVI5kgEveVzAuI/bRRsDva1H9oRFttXIs5NBuRAWDjeAYpky8wFMoQuo+umYRf6QCqtdZ3xkX6YIx6abUwpkK45TF6vJqJmKYDD8pqhyNmMmd2RDc0ksM26mklGiRQ1PuEVcjKn07uBThr8QUG0AgcSm1N18adBvqlqJuupIJ8vGuFxAhShpQfATzDUTUqQmWEdSp8KVBQ/6DVHVwHWpCv4CVXyj5vHM1nbs+7QSTMoc49RQCgy2eFxe21dK3Sj/YFu7t1I6dS6/cR/1GqXtfWTmHMLYzdTyky7KZ0QPq2qXMcfv4F/FV7Ykra71J8a3AVKQ5+lLiogZPIx9ebj1640JbLlvpZtEuS+hBXojX+xoneeyBvLmL+Kg03QE0wKUNADqCs0vC1WG0O73rOXdLkYRDYqCREVTB+kKcwqfaUuP7a0ztj/qoMtdVJHaHdcQbisKiD3/pnTx/qSg8iT+yW6ENq6Vjb7pSjk2bdyoYcTJfrBreldmrOyQtNC2ZJyyXduvFkk/TEd8uVQuQm+HmLy+zVnfZRbXvL3gXs2+rHBw/UDrv/wCU/wDCizafIFYRUJIphqzQlW6rtT2Eh4bz7NTFoCC0bdi7bZCzjW+ACbNRUw6qKn9o5vSNVkAIwF4yFtjr0KQE0gx+E4+eT/bzffRMUxTFA5VdQENQGhvaLHvH8UlJRJMpWKU6U1+MS9on4i6hQNG/QNsQh5XdS0UUPhzQH/sarla2YpW7kLsBHdyyLbooqJjoRRP1GL6aCp+VGefWHeEGmqu3O7M2XLj5oDl5svsMXT307d123IzkLsLFmjSoWy1RWHeJmN0oFCCoYvu6qB26dLZ2sQ9zCsCTKZQ8VPtOre9aBh/iX9lCPhTtRMW11BnAg0VHLpss8AOJSnQHl/Fjj+KtAm2sNtI2fOW7GTSWBYgHTWT7SDgoAYv3lNpWV3/ccrP2NZUsyj0H082mBRWZO+x0hNBQqgG/LlQbVs3MH/h3bZQHXGMbh/6YUzMv4+ekVbYZyyrN2KSpFFEPOoql0NjibtcDGN+Gh22JWTa2NbEg2QKqirFoBuQ7ayhscsflLlVFGOJpU6c0ZqwdPUxK5ayiyZg3nMZNYmPXvAKUvCgMtj7BvFtpJh4+dvlElNHCSqgHIQ3WVRMe6Bg7tQrpVaM7+BFa7Fmq7oiSm7TAPIIAbTH5lB5amWszGDg8DGjhNIud4gZmTEu7MbgXL08TGpx0nbFw3iigjOIjIo5HUTbgXerGJw5lPh5uSgOi6aAXjlp11En5JlCwL+XkjnI0ZtzKqiQuQiAer4qH5y/rUtyeRgJSWFNYUCm4fUJ9kuRviGp96OSDAAyRBFdvNfoIuFFOVADpjip7/wD+UA/ByLGdgpez4fx3FyzhocyDp0IHMbLhvCqd7E3Kb1VCth8qS0mNwkjtzLQomazbVJLQRAvKsPv7JTl9quI6yWMXOKJmiB8RdHSaxR0nhgPvtDb5Uw5al7uVUVv3hbFonjMb3YP5IzcrabadJKdVwBR5TFN3jpl5fjCgN35o/wAbMbkab9/BvWiiihxVzRTULjuDFAxuU3a6vZrK5+LCJeRTu65kzh7IyBH8o7AFSNo9ssbEEt32dcCm+LItag7tBus6Y3HZsminu83CLNU39nOd4XmNj9Wb4g9PdoIvl1dl4QzuFfwpW4w66LqZZABDkURKfea74TZKFxKYxcS92gctsnQ5xe7HDdfR2PTEmyqXlnMSZMETZfGG7TOYvqUolNJzCEfJRlplYLquHRQhw+sFqolvBMnlyqAXmKX/AONW+0mRaDFnftFMlocgPWbhIOwBSZafEmYuJcfirLdkTdrdcVMXFLozsE6F8dw0SYOjJliDlS7pTdnIDa9nE2VA9ZUY2FB9C2tbE8zevWzli3dOUi7giygppuVzG7PLzF/Dy9dHd+7JY+TTinzJ048YQUd0aLbmApkcwTxKJsvfxp3wb5dE0K+tQyzwy8O5Ef0wMTiRcN4BvfxE1HUg+mQmUmjCFKLUB1XkHhhIn8qZQ5jG9/ZoM0t5+q4hkIyRj3d4IMlNd4kYreRbrY8SOEMg49rmDrrN9jV8uzbZJV2Zu4awbIStU26rbFZs2cL+TyHiPBQxeHsmNWrbRGlluL8JLzLZpJLIsTJOG7VBVRymOZMDCKfV3uus0b3laiEDf9s2nbDhPU5lgcboxd3omUxSqDiKptDFyoPV4CAhiA8QpGFM3a+UtZuEjOOI9GajnW5WdwSTgUvjyKbIuXLxKYxa0HIp0iD6cQOFBIEU/bUpVGFUPaGlQBFyTkTbkaaSnJdrHtAHHeuDYlE/s1iW2i9oS9IxGKtO601ld07Xcptzm80RLLm91a7e1swt5Qa0JPtAdM1dB010MmYO8QfQPvrBLt2V2xs3mma8Eq8DxhGSCK3SVMuXdB2ffxoDnaBIvGsXIxcfJN4+Tew7QG/Scg4aCU9WNkTlmWhazCCTnEhTaoFTMbA2pzd4w8PSarhCChJa4lvGke3enQj2xCb4uQlDQ1WP0HtHn/8AL0cOX+CHCgqFdodoJD5SaJ9wDVDbt+WmWSmJFaT1dPXGiYnDmBIvKQPs734qNFbZtNsiosaDjEiFKIiYyJdA99eaVdpsfbMELKPgYJ9issiiuLRQor6qm72mhu1QaLaF52k9iLlQlHhljSj91vibr6seBf5cam29etuP9niMPOlX16OLBYAT6tOAG/EGJqPbKtqNj7PjUBjWILoskgV1bF5zCXU38ayfafcLfZ/tDcR7eMKuS4gRctUmyRcjOS+TMXI3Z7tAT2FfkWhaTGPlTrLPGhdwc6fZEEuBf5dKJEb8h1Q8m3d6f8vGs58HS74BwFxx074vYSi0qq4O2XDn7JSm5q3lNu1MUDEQQEunAQAtBncLd1sRCbhKLjXpSLuDLnAU+8br/pQ05fePS7W12hDF1jGwlKfgPmD1t+6T/Vk/LWeSbcCXjfqJSgAObZQHQP8ArBQZZJ7WpexZ57CRVkqyaJit194kBtCiZulw5S+6pu10En+zC151/bTiPGRnUHLqMR4KnExDdn4hrYtmzGRaxR3Uq3api7BE6RUzZiBQRIXiP3UJeFQBwtS3VEnp2OM83DpCJM1EuBuYpfTQVGz2cMfZfbCyrYwoxpAeuVex0JsmcxUw+b0/LlUIt2i9bvk3kY4fMISRaKA5Dn3nSS+U5S9kvMbEaNtlbBgz2FRgGR1SWYiZzqn5/JU2pjUxswIgz2y39FIIJkbooR6qZSlACgG7MUA0/jrQGKkEkwiIiOjUcGzd+ioBOvQmXGg22m0a22hZR0Yu3RWnHKfTO5mVDmS/NlWvhl16Vnb5sunLT8GgGj7pZJ2J/wAXs5E/aUxTf8ygFtrdrtULyXko/cDKSMeZRs16Lvzv3JTd0vd05ch+Kq6U2gvIe2m7O7FWSSKwETSOjHq4J4mLkXLjkX2h5O8YtHFgzcLJN15h20XM8YpLdPUTyOLcqiv93DvZaY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</binary>
</FictionBook>