<?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>religion_esoterics</genre><author><first-name/><last-name>El Tata</last-name></author><book-title>Karmas p&#x101;rvar&#x113;�ana</book-title><annotation><p id="AutBody_0DocRoot">El Tata</p><p id="AutBody_0bookmark0">Karmas p&#x101;rvar&#x113;�ana</p><p id="AutBody_0bookmark1">Senas paties&#x12B;bas par vesel&#x12B;bu un laimi</p><p>Noskann&#x113;jis gr&#x101;matu un failu izveidojis Imants Lo�melis</p><p id="AutBody_0bookmark2">R&#x12B;ga</p><p id="AutBody_0bookmark3">"R&#x113;riha gr&#x101;matn&#x12B;ca"</p><p>m&#x16B;su likteni� Nejau�u tik�anos nem&#x113;dz b&#x16B;t. T&#x101;s visas ir karmiskas, iepriek� noteiktas. Un katras tik�an&#x101;s atst&#x101;s p&#x113;das glu�i k&#x101; atspulgs spogul&#x12B; p&#x113;c da�&#x101;m sekund&#x113;m vai p&#x113;c da�iem gadiem noteikti b&#x16B;s saskat&#x101;mas j&#x16B;su likten&#x12B;. Bai&#x13C;u atbalss b&#x16B;s bailes, naida atspulgs naids, m&#x12B;lest&#x12B;ba pie jums atgriez&#x12B;sies k&#x101; m&#x12B;lest&#x12B;bas j&#x16B;tas.</p><p>Ko dar&#x12B;t, lai savu apzi&#x146;u pasarg&#x101;tu no sve�as iejauk�an&#x101;s? K&#x101; tikt va&#x13C;&#x101; no m&#x16B;�&#x12B;gaj&#x101;m bail&#x113;m, &#x13C;aunuma, ienaida, meln&#x101;m dom&#x101;m, kas sagand&#x113; m&#x16B;su dz&#x12B;vi un bend&#x113; m &#x16B;su &#x137;ermeni? pil</p><p>Iev&#x113;rojam&#x101; P&#x113;terburgas psiholo&#x123;e, kas paz&#x12B;stama ar pseidon&#x12B;mu E1 Tata, pied&#x101;v&#x101; neparastu metodiku karmas p&#x101;rvar&#x113;�anai un karmisko par&#x101;du dz&#x113;�anai.</p><p>&#x42D;&#x43B;&#x44C; &#x422;&#x438;&#x442;</p><p>&#x41F;&#x420;&#x415;&#x41E;&#x414;&#x41E;&#x41B;&#x415;&#x41D;&#x418;&#x415; &#x41A;&#x410;&#x420;&#x41C;&#x42B; &#x41D;&#x435;&#x432;&#x441;&#x43A;&#x438;&#x439; &#x43F;&#x440;&#x43E;&#x441;&#x43F;&#x435;&#x43A;&#x442;, 2002</p><p>Sve�as domas un sve�a ener&#x123;ija ietekm&#x113; j&#x16B;su likteni. Ne�jau�u tik�anos nem&#x113;dz b&#x16B;t. T&#x101;s visas ir karmiskas, iepriek� noteiktas. Un katras tik�an&#x101;s atst&#x101;t&#x101;s p&#x113;das glu�i k&#x101; atspulgs spoguli p&#x113;c da�&#x101;m sekund&#x113;m vai p&#x113;c da�iem gadiem noteikti b&#x16B;s saskat&#x101;mas j&#x16B;su likteni. Bai&#x13C;u atbalss b&#x16B;s bailes, naida atspulgs naids, m&#x12B;lest&#x12B;ba pie jums atgriez&#x12B;sies k&#x101; m&#x12B;lest&#x12B;bas j&#x16B;tas.</p><p>Ko dar&#x12B;t, lai savu apzi&#x146;u pasarg&#x101;tu no sve�as iejauk�an&#x101;s? K&#x101; tikt va&#x13C;&#x101; no m&#x16B;�&#x12B;gaj&#x101;m bail&#x113;m, &#x13C;aunuma, ienaida, meln&#x101;m dom&#x101;m, kas sagand&#x113; m&#x16B;su dz&#x12B;vi un bend&#x113; m&#x16B;su &#x137;ermeni?</p><p>Iev&#x113;rojam&#x101; P&#x113;terburgas psiholo&#x123;e, kas paz&#x12B;stama ar pseidon&#x12B;mu E1 Tata, pied&#x101;v&#x101; jums gr&#x101;matu, kur&#x101; atrad&#x12B;sit atbildes uz saviem jaut&#x101;jumiem.</p><p>No krievu valodas tulkojusi Lilita Kainaize Lienes Apines m&#x101;kslinieciskais noform&#x113;jums</p><p>� 3jii. Tar</p><p>� L. Kainaize, tulkojums</p><p>latvie�u valod&#x101; � L. Apine,</p><p>m&#x101;kslinieciskais noform&#x113;jums � "R&#x113;riha gr&#x101;matn&#x12B;ca", 2003</p></annotation><date/><coverpage><image l:href="#cover"/></coverpage><lang>lv</lang><src-lang>ru</src-lang><translator><first-name>Lilita </first-name><last-name>Kainaize</last-name></translator></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="2012-12-11">11 December 2012</date><id>B7505CE5-9367-4F4F-B529-BE6FC3640765</id><version>1.0</version></document-info><publish-info><book-name>Karmas p&#x101;rvar&#x113;�ana</book-name><publisher>R&#x113;riha gr&#x101;matn&#x12B;ca</publisher><year>2003</year></publish-info></description><body><section><p id="AutBody_0DocRoot">ElTata</p><p id="AutBody_0bookmark0">Karmas p&#x101;rvar&#x113;�ana</p><p id="AutBody_0bookmark1">Senas paties&#x12B;bas par vesel&#x12B;bu un laimi</p><p>.</p></section><section><title><p id="AutBody_0bookmark4">Priek�v&#x101;rds</p></title><p>Par karmu ir uzrakst&#x12B;ts pietiekami daudz. T&#x101;p&#x113;c �&#x12B; gr&#x101;�mata ir ne tikai, pareiz&#x101;k sakot, ne tik daudz par karmu, cik par cilv&#x113;ku attiec&#x12B;b&#x101;m, par ener&#x123;&#x113;tisko apmai&#x146;u kar�inas l&#x12B;men&#x12B; un par �&#x12B;s apmai&#x146;as rezult&#x101;tiem.</p><p>Visa pasaule ir ener&#x123;ija, un t&#x101; past&#x101;v&#x12B;gi cirkul&#x113; ap mums, visu un visus iesaistot apmai&#x146;as procesos. Ta�u ener&#x123;ija nekad nem&#x113;dz b&#x16B;t abstrakta, t&#x101; vienm&#x113;r ietver inform&#x101;ciju un atkar&#x12B;b&#x101; no �&#x12B;s inform&#x101;cijas satura ieg&#x16B;st t&#x101;s vai citas &#x12B;pa�&#x12B;bas. Saskaroties ar sve�u ener&#x123;iju, m&#x113;s to vai nu pie&#x146;emam un ar to dz&#x12B;vojam, vai atgr&#x16B;�am un cen�amies p&#x101;rvar&#x113;t. Dz&#x12B;vnieku pasaul&#x113; agresija rada agresiju. Cilv&#x113;ku pasaul&#x113; ar&#x12B;. Ne jau velti ir sak&#x101;mv&#x101;rds: k&#x101; sauc, t&#x101; atskan. Ar ko tad m&#x113;s at�&#x137;iramies no dz&#x12B;vnie�kiem? Ar to, ka sp&#x113;jam ar Sapr&#x101;ta sp&#x113;ka pal&#x12B;dz&#x12B;bu nega�t&#x12B;vo ener&#x123;iju p&#x101;rveidot pozit&#x12B;v&#x101; ener&#x123;ij&#x101;, sl&#x101;p&#x113;t agresiju, uz &#x13C;aunu neatbild&#x113;t ar &#x13C;aunu un l&#x12B;dz ar to izbeigt &#x13C;aunuma iedarb&#x12B;bu.</p><p>Vai esat k&#x101;dreiz m&#x113;&#x123;in&#x101;ju�i uzbudin&#x101;tam vai sanik�notam cilv&#x113;kam s&#x16B;t&#x12B;t pozit&#x12B;vus, labdab&#x12B;gus impulsus? Vai j&#x16B;tat, cik gr&#x16B;ti ir pretoties negat&#x12B;vam ener&#x123;&#x113;tiskajam spie�dienam, vienlaikus saglab&#x101;jot mieru? Cik gan liels gar&#x12B;�gais sp&#x113;ks ir vajadz&#x12B;gs, lai pret&#x12B; agresijai raid&#x12B;tu pozit&#x12B;vu l&#x101;di&#x146;u! Ta�u, ja tas izdosies, j&#x16B;s redz&#x113;sit br&#x12B;numu! J&#x16B;su acu priek�&#x101; cilv&#x113;ks nomierin&#x101;sies, vi&#x146;a uzbudin&#x101;jums noplaks, un j&#x16B;s uz visiem laikiem k&#x13C;&#x16B;sit par draugiem.</p><p>Cik vienk&#x101;r�i! Un cik sare�&#x123;&#x12B;ti! Tom&#x113;r, ja v&#x113;laties, lai j&#x16B;su &#x123;imen&#x113; valda miers un satic&#x12B;ba, ja gribat pan&#x101;kt piln&#x12B;gu savstarp&#x113;ju sapra�anos ar b&#x113;rniem, savos ener&#x123;&#x113;tiskajos impulsos ietveriet labv&#x113;l&#x12B;guma, labest&#x12B;bas, prieka infor�m&#x101;ciju. Un pasaule atbild&#x113;s ar to pa�u. Lai gan viss uzreiz neizdosies, pietr&#x16B;ks sp&#x113;ka un paciet&#x12B;bas, ta�u paturiet pr&#x101;t&#x101;, ka m&#x113;r&#x137;i var sasniegt, vien&#x12B;gi ejot uz to!</p><p id="AutBody_0bookmark5">1. nodala CILV&#x112;KU SAVSTARP&#x112;J&#x100;S ATTIEC&#x12A;BAS</p><p id="AutBody_0bookmark7">CILV&#x112;KA IZCEL�AN&#x100;S No kurienes uzrad&#x101;s pirmais cilv&#x113;ks?</p><p>Tas ir jaut&#x101;jums, ko uzdod katrs b&#x113;rns, ta�u pieaugu��ajiem tas vairs ne�&#x137;iet b&#x16B;tisks. Dz&#x12B;ve izvirza tik daudzus svar&#x12B;gus, aktu&#x101;lus uzdevumus, ka tie pa&#x146;em visu ener�&#x123;iju un laiku. Un tom&#x113;r k&#x101; uz Zemes rad&#x101;s cilv&#x113;ks?</p><p>Slaven&#x101; Darvina teorija, kura, k&#x101; �&#x137;ita, visu "zin&#x101;tniski" izskaidroja, ja to v&#x113;rt&#x113; jauno zin&#x101;tnes datu gaism&#x101;, j&#x16B;k un br&#x16B;k. Interesanti, ka pats Darvins savu teoriju izvirz&#x12B;ja k&#x101; hipot&#x113;zi un visu m&#x16B;�u nodarboj&#x101;s ar �o jaut&#x101;jumu, cen�oties atrast pier&#x101;d&#x12B;jumus, ta�u nekad nebija p&#x101;rlie�cin&#x101;ts par savas teorijas pareiz&#x12B;bu. Jau cien&#x12B;jam&#x101; vecum&#x101; vi&#x146;� reiz atzin&#x101;s, ka tur kaut kas nav k&#x101;rt&#x12B;b&#x101;�</p><p>Tagad m&#x113;s aizvien bie�&#x101;k iepaz&#x12B;stamies ar jauniem p&#x113;�t&#x12B;jumiem, kuru m&#x113;r&#x137;is ir atmin&#x113;t maiju kult&#x16B;ras un Liel�dienu salas, k&#x101; ari daudz citu m&#x16B;su plan&#x113;tas vietu nosl&#x113;pu�mus. Sen&#x101;s &#x112;&#x123;iptes satrieco�o b&#x16B;vju un rakst&#x12B;bas p&#x113;t&#x12B;jumi r&#x101;da, cik liel&#x101; m&#x113;r&#x101; senie (raugoties no m&#x16B;su viedok&#x13C;a) cilv&#x113;ki vis&#x101; sav&#x101; dz&#x12B;v&#x113; orient&#x113;j&#x101;s uz zvaigzn&#x113;m. No ku�rienes vi&#x146;i &#x146;&#x113;ma �&#x12B;s m&#x16B;sdienu cilv&#x113;kiem nesasniedzam&#x101;s zin&#x101;�anas? K&#x101;p&#x113;c m&#x113;s debes&#x12B;s raug&#x101;mies daudz ret&#x101;k nek&#x101; &#x113;&#x123;iptie�i? Ko vi&#x146;i tur saskat&#x12B;ja t&#x101;du, ko m&#x113;s neredzam?</p><p>Amerik&#x101;&#x146;u kosmisk&#x101; zonde pag&#x101;ju�&#x101; gadsimta sep�ti&#x146;desmito gadu s&#x101;kum&#x101; uz Marsa atkl&#x101;ja t&#x101;das pa�as piram&#x12B;das, k&#x101;das ir &#x112;&#x123;ipt&#x113;, tikai daudz liel&#x101;kas, k&#x101; ar&#x12B; sievietes "Marsa sfinksas" sejas bareljefu, ta�u redzama bija tikai sejas lab&#x101; puse. Bet nesen amerik&#x101;&#x146;u zin&#x101;tnieki ar "datoriekr&#x101;so�anas" pa&#x146;&#x113;mienu izgaismoja sejas kreiso pusi, un tagad uz sievietes vaiga zem kreis&#x101;s acs redza�ma� asara.</p><p>Zemes cilv&#x113;cei, neap�aub&#x101;mi, ir gara priek�v&#x113;sture, bet, k&#x101; redzams, pagaid&#x101;m mums nav &#x13C;auts to uzzin&#x101;t, jo neesam �o zin&#x101;�anu cien&#x12B;gi. K&#x101; teicis viens no m&#x16B;s�dienu p&#x113;tniekiem, jebkuram priek�statam par Visumu, ja tas ne�ok&#x113;, m&#x16B;su ac&#x12B;s nav nek&#x101;das v&#x113;rt&#x12B;bas.</p><p>Zin&#x101;tnisko materi&#x101;lismu, kas cilv&#x113;ka izcel�anos skaidro k&#x101; p&#x113;rti&#x137;a dabisku pilnveido�anos, var sal&#x12B;dzin&#x101;t vien&#x12B;gi ar tr&#x12B;sgad&#x12B;gam b&#x113;rnam dotu skaidrojumu par to, k&#x101; vi&#x146;� n&#x101;cis pasaul&#x113;. J&#x16B;s varat teikt, ka vi&#x146;� atrasts k&#x101;postos, ta�u tikai tik ilgi, kam&#x113;r b&#x113;rnam nav pieejams cits skaid�rojums.</p><p>K&#x101;da m&#x101;te st&#x101;st&#x12B;ja tr&#x12B;sgad&#x12B;gajam d&#x113;lam, k&#x101; vi&#x146;a z&#x113;nu dzemd&#x113;jusi:</p><p>-��� S&#x101;kum&#x101; tu s&#x113;d&#x113;ji man v&#x113;der&#x101;�</p><p>-��� Vai tad tu mani biji norijusi? ar �ausmu pieska&#x146;u bals&#x12B; jaut&#x101;ja b&#x113;rns.</p><p>-��� N&#x113;, tu tur uzradies, bet p&#x113;c tam es tevi dzemd&#x113;ju.</p><p>-��� Vai izsp&#x13C;&#x101;vi? nu jau sm&#x113;j&#x101;s mazulis, b&#x16B;dams p&#x101;r�liecin&#x101;ts, ka ar vi&#x146;u dzen jokus.</p><p>Aptuveni t&#x101;pat rea&#x123;&#x113; zin&#x101;tniskie materi&#x101;listi uz pier&#x101;�d&#x12B;jumiem par to, ka cilv&#x113;ks c&#x113;lies &#x101;rpus Zemes. Tie�us pier&#x101;d&#x12B;jumus m&#x101;te b&#x113;rnam nevar dot, jo vi&#x146;a pr&#x101;ts v&#x113;l nesp&#x113;j aptvert to, kas pieaugu�a cilv&#x113;ka pr&#x101;tam ir pats par sevi saprotams.</p><p>Lai gan mazulis nesaprot, k&#x101;p&#x113;c tas ir t&#x101;, bet vi&#x146;� j&#x16B;t: m&#x101;te vi&#x146;am ir vistuv&#x101;kais cilv&#x113;ks.</p><p>Ac&#x12B;mredzot cilv&#x113;ce, t&#x101;pat k&#x101; b&#x113;rns, joproj&#x101;m nesp&#x113;j saprast &#x12B;steno Visuma uzb&#x16B;vi. T&#x101;p&#x113;c jebkur� Visum&#x101; noI ieko�o procesu zin&#x101;tnisks skaidrojums �obr&#x12B;d ne�&#x137;iet no�z&#x12B;m&#x12B;gs, jo m&#x16B;su att&#x12B;st&#x12B;bas l&#x12B;menis ir visai zems.</p><p>Tom&#x113;r katrs Zemes iem&#x12B;tnieks, ieskat&#x12B;jies sev&#x12B;, sp&#x113;j just: zemes dz&#x12B;ve t&#x101; v&#x113;l nav visa dz&#x12B;ve, ir kaut kas liel&#x101;ks, augst&#x101;ks, t&#x12B;r&#x101;ks, taisn&#x12B;g&#x101;ks� Katrs no mums sp&#x113;j just Sp&#x113;�ku, kas m&#x16B;s atbalsta gr&#x16B;t&#x101; br&#x12B;d&#x12B;. Katrs dom&#x101;s, vismaz da�reiz, v&#x113;r�as pie Dieva.</p><p>Ne reli&#x123;ija, ne ezoterika nesp&#x113;j cilv&#x113;kam dot tie�us, taust&#x101;mus pier&#x101;d&#x12B;jumus par Visuma dievi�&#x137;o izcelsmi. Cilv&#x113;ka zin&#x101;tnisko atzi&#x146;u l&#x12B;menis v&#x113;l nav tik augsts. Ta�u jebkur� sapr&#x101;t&#x12B;gs un j&#x16B;to�s cilv&#x113;ks sp&#x113;j saprast, ka vi&#x146;� Visum&#x101; nav viens, ka ir k&#x101;ds sapr&#x101;ts, kas ir varen&#x101;ks par to, kur� m&#x101;jo katr&#x101; cilv&#x113;k&#x101;.</p><p>Diem�&#x113;l m&#x113;s nev&#x12B;�ojam izkopt pat t&#x101;s sp&#x113;jas, kas mums dotas t&#x12B;ri &#x123;en&#x113;tiski. Visi cilv&#x113;ki glu�i k&#x101; mazi b&#x113;rni dr&#x12B;z&#x101;k pie&#x146;ems vienk&#x101;r�o skaidrojumu par atra�anu k&#x101;�postos, nevis cent&#x12B;sies non&#x101;kt l&#x12B;dz paties&#x12B;bai. Cilv&#x113;kiem, t&#x101;pat k&#x101; b&#x113;rniem, lab&#x101;k pat&#x12B;k rota&#x13C;&#x101;ties un izklaid&#x113;ties, nevis m&#x101;c&#x12B;ties, izkopt savas sp&#x113;jas un nop&#x16B;l&#x113;ties ar pa�ties&#x12B;bas mekl&#x113;�anu.</p><p>Ar&#x12B; reli&#x123;ija ta�u prasa: tici, bet nejaut&#x101; "k&#x101;p&#x113;c". Ja reiz pietr&#x16B;kst pr&#x101;ta un sp&#x113;ka izprast paties&#x12B;bu, tad tik tie�&#x101;m nepiecie�ams glu�i vienk&#x101;r�i tic&#x113;t Dievam, lai sev no�dar&#x12B;tu maz&#x101;ku &#x13C;aunumu. Glu�i t&#x101;pat k&#x101; b&#x113;rns tic, ka m&#x101;te ir vistuv&#x101;kais un vislab&#x101;kais cilv&#x113;ks pasaul&#x113; un visu zina, t&#x101;p&#x113;c vi&#x146;a j&#x101;klausa, lai izvair&#x12B;tos no nelaimes.</p><p>Tiesa, Dieva lomu tad s&#x101;k pild&#x12B;t Bazn&#x12B;ca. Bet tic&#x113;t Die�vam un uztic&#x113;ties Bazn&#x12B;cai neb&#x16B;t nav viens un tas pats. T&#x101;p&#x113;c katrs sapr&#x101;t&#x12B;gs cilv&#x113;ks Dievu mekl&#x113; vispirms sev&#x12B;. Die�va dzirksts ta�u ir katr&#x101; no mums, t&#x101; vien&#x12B;gi j&#x101;uztausta.</p><p>Kosmosa bezrobe�&#x12B;ba un nosl&#x113;pumain&#x12B;ba ir daudz pla��&#x101;ka un dzi&#x13C;&#x101;ka par cilv&#x113;ka racion&#x101;l&#x101; pr&#x101;ta iesp&#x113;j&#x101;m.</p><p>�obr&#x12B;d v&#x113;l tikai veidojas postmodern&#x101; zin&#x101;tne virziens, kas seno civiliz&#x101;ciju pasaules uzskatu savieno ar m&#x16B;s�dienu zin&#x101;tnes priek�statiem.</p><p>Izzudu�&#x101;s civiliz&#x101;cijas mums atst&#x101;ju�as nenov&#x113;rt&#x113;ja�mas zin&#x101;�anas, kas l&#x12B;dz m&#x16B;su dien&#x101;m non&#x101;ku�as alego�risk&#x101; form&#x101;. Cilv&#x113;ks t&#x101;s apg&#x16B;st ar liel&#x101;m gr&#x16B;t&#x12B;b&#x101;m, jo p&#x101;�r&#x101;k t&#x101;lu aizg&#x101;jis pa pragmatisk&#x101; pr&#x101;ta atzaru, kas noved strupce&#x13C;&#x101;. Vi&#x146;am vispirms j&#x101;sper solis atpaka&#x13C; no m&#x16B;sdie�nu tehnokr&#x101;tisk&#x101;s dom&#x101;�anas (j&#x101;izk&#x13C;&#x16B;stno strupce&#x13C;a), j&#x101;�atgrie�as pie dabisk&#x101;s dz&#x12B;ves saj&#x16B;t&#x101;m, j&#x101;apzin&#x101;s, ka vi&#x146;� ir bezgal&#x12B;g&#x101;s pasaules da&#x13C;i&#x146;a, un tikai p&#x113;c tam j&#x101;cen�as saprast seno civiliz&#x101;ciju atst&#x101;to mantojumu. Visu ezoterisko sist&#x113;mu m&#x113;r&#x137;is ir pal&#x12B;dz&#x113;t cilv&#x113;kam �o soli spert.</p><p>Starp citu, m&#x16B;sdienu homo sapiens (sapr&#x101;t&#x12B;gais cilv&#x113;ks, k&#x101; m&#x113;s sevi saucam) nepiedzimst jau ar gataviem mate�ri&#x101;listisk&#x101; pasaules uzskata pragmatiskajiem j&#x113;dzieniem smadzen&#x113;s, vi&#x146;am nav pat iedzimtu instinktu, kas nepie�cie�ami dz&#x12B;vo�anai cilv&#x113;ku sabiedr&#x12B;b&#x101;.</p><p>Aklu ka&#x137;&#x113;nu at�&#x137;ir no m&#x101;tes un izaudz&#x113; starp cilv&#x113;�kiem. Ka&#x137;&#x113;nam nav saskares ar sev l&#x12B;dz&#x12B;giem dz&#x12B;vnie�kiem, tom&#x113;r vi&#x146;� izaug par ka&#x137;i ar ka&#x137;a instinktiem un paradumiem. Tikko piedzimis cilv&#x113;ks ir k&#x101; mazs p&#x113;rti&#x137;&#x113;ns, tikai bez apspalvojuma un ar cilv&#x113;ka izskatu. Ta�u, izaudzis starp dz&#x12B;vniekiem, nekad nek&#x13C;&#x16B;s par cilv&#x113;ku, vi&#x146;� paliks dz&#x12B;vnieks, lai gan ir apvelt&#x12B;ts ar milz&#x12B;gu sa�pr&#x101;ta potenci&#x101;lu. Cilv&#x113;ku sabiedr&#x12B;ba, audzinot savus ma�zu&#x13C;us, stimul&#x113; vi&#x146;u smadze&#x146;u cilv&#x113;cisk&#x101;s &#x12B;pa�&#x12B;bas, ta�u tikai t&#x101;s, kuras piem&#x12B;t pa�ai sabiedr&#x12B;bai!</p><p>Bija k&#x101;ds, kas deva stimulu pirm&#x101; cilv&#x113;kveid&#x12B;g&#x101; p&#x113;rti&#x137;a smadzen&#x113;m uz plan&#x113;tas, kur savulaik &#x13C;oti sen l&#x12B;dzte�kus �im p&#x113;rti&#x137;im dz&#x12B;voja citi dz&#x12B;vnieki. Tikai t&#x101; cilv&#x113;k�veid&#x12B;gais p&#x113;rti&#x137;is var&#x113;ja k&#x13C;&#x16B;t par cilv&#x113;ku. �is k&#x101;ds iedar�bin&#x101;ja &#x123;en&#x113;tisko sapr&#x101;ta att&#x12B;st&#x12B;bas programmu. K&#x101;d&#x101; veid&#x101;? K&#x101;p&#x113;c? Piln&#x12B;gi iesp&#x113;jams, ka to izdar&#x12B;ja citas</p><p>mim&#x113;t&#x101;s civiliz&#x101;cija, kas gara att&#x12B;st&#x12B;bas zi&#x146;&#x101; bija sasniegusi neiedom&#x101;jami augst&#x101;ku l&#x12B;meni. Sen&#x101;s &#x112;&#x123;iptes teksti d.iudz run&#x101; par Oriona zvaigzn&#x101;ju, k&#x101; ar&#x12B; par zvaigzni S&#x12B;riusu. Varb&#x16B;t tur sl&#x113;pjas m&#x16B;su izcelsmes liel&#x101; nosl&#x113;pu�ma atmin&#x113;jums.</p></section><section><title><p id="AutBody_0bookmark8">Cilv&#x113;ka dievi�&#x137;&#x101; izcelsme</p></title><p>Reli&#x123;ija cen�as vienk&#x101;r�&#x101;k, ar "k&#x101;postu" versijas pal&#x12B;�dz&#x12B;bu izskaidrot sare�&#x123;&#x12B;to jaut&#x101;jumu par m&#x16B;su izcelsmi: I )ievs rad&#x12B;ja cilv&#x113;ku p&#x113;c Sava t&#x113;la un l&#x12B;dz&#x12B;bas, bet p&#x113;c tam izveidoja ar&#x12B; draudzeni (ar sare�&#x123;&#x12B;tu &#x123;en&#x113;tisko ope�r&#x101;ciju pal&#x12B;dz&#x12B;bu), lai b&#x113;rnam neb&#x16B;tu garlaic&#x12B;gi.</p><p>Nu ko, Dievs Tas Kungs k&#x101; Visuma sapr&#x101;ts neap�au�b&#x101;mi ir saist&#x12B;ts ar cilv&#x113;ka par&#x101;d&#x12B;�anos uz Zemes. Tom&#x113;r nevajag to saprast tik burtiski. Kop� viduslaikiem, kad v&#x113;l atrad&#x101;mies b&#x113;rnu auti&#x146;os, m&#x113;s tom&#x113;r esam nedaudz paaugu�ies� B&#x12B;bele sniedz tikai simbolisku cilv&#x113;ces iz�celsmes un s&#x101;kotn&#x113;j&#x101;s v&#x113;stures aprakstu. Mums tiek pie�d&#x101;v&#x101;ta pasaka, lai neuzdodam jaut&#x101;jumus, atbildes uz kuriem nesp&#x113;jam saprast. Un tom&#x113;r pasakas simbolos ir ietverti paties&#x12B;bas graudi.</p><p>Dievs rad&#x12B;ja cilv&#x113;ku p&#x113;c Sava t&#x113;la un l&#x12B;dz&#x12B;bas. Ar ko &#x100;dams bija l&#x12B;dz&#x12B;gs Rad&#x12B;t&#x101;jam? Ar fig&#x16B;ru vai matu kr&#x101;su?</p><p>Protams, ne. M&#x113;s Rad&#x12B;t&#x101;jam esam l&#x12B;dz&#x12B;gi ar iesp&#x113;jamo Dv&#x113;seles sapr&#x101;t&#x12B;gumu! Ar bezgal&#x12B;g&#x101;s izzin&#x101;�anas sp&#x113;ju! &#x100;dams no Dieva mantoja Dv&#x113;seles nemirst&#x12B;bu, att&#x12B;st&#x12B;bas bezrobe�&#x12B;bu, celsmes un Dievi�&#x137;&#x101;s jaunrades sp&#x113;ju.</p><p>K&#x101; &#x100;dams �o mantojumu izlietoja? Vi&#x146;� v&#x113;l&#x113;j&#x101;s papil�dus ieg&#x16B;t visus pasaules dz&#x12B;vnieciskos priekus.</p><p>Nu ko, ja b&#x113;rns tiecas p&#x113;c uguns, vi&#x146;am j&#x101;&#x13C;auj apde�dzin&#x101;ties, j&#x101;&#x13C;auj izbaud&#x12B;t aizliegto augli un patst&#x101;v&#x12B;gi, ar savu pr&#x101;tu iepaz&#x12B;t k&#x101;rdino�o priek�metu. Dievs T&#x113;vs at&#x13C;&#x101;va Saviem b&#x113;rniem br&#x12B;vi r&#x12B;koties. Jo tikai t&#x101; var iz�audzin&#x101;t sapr&#x101;t&#x12B;gu un Sev l&#x12B;dz&#x12B;gu b&#x16B;tni.</p><p>Dievs T&#x113;vs pieder pie gudriem vec&#x101;kiem, Vi&#x146;am nav vajadz&#x12B;gi vergi, truli Vi&#x146;a gribas izpild&#x12B;t&#x101;ji, Vi&#x146;� necen�as apspiest, tas ir p&#x101;r&#x101;k primit&#x12B;vi un nesapr&#x101;t&#x12B;gi. Dz&#x12B;vnieks, kas vienreiz jau ir apspiests, vairs neiedro�in&#x101;s pacelt bal�si pret savu saimnieku. M&#x113;s esam cilv&#x113;ki, un T&#x113;vs, kas rad&#x12B;jis Sev l&#x12B;dz&#x12B;gas b&#x16B;tnes, mums ir devis br&#x12B;v&#x12B;bu.</p><p>Cik daudzas b&#x113;rni�&#x137;&#x12B;gas k&#x13C;&#x16B;das ir izdar&#x12B;jis cilv&#x113;ks, cik reizes apdedzin&#x101;jies! Ta�u jaun&#x12B;bas asinis v&#x113;l k&#x16B;s&#x101;� M&#x113;s visi v&#x113;l esam p&#x101;r&#x101;k jauni un p&#x101;r&#x101;k nesapr&#x101;t&#x12B;gi. L&#x12B;dz&#x12B;gi pusaud�iem, kas b&#x113;g no vec&#x101;ku pasp&#x101;rnes uz ielas pie vienaud�iem, lai sevi apliecin&#x101;tu k&#x101; patst&#x101;v&#x12B;gu person&#x12B;�bu, ar&#x12B; cilv&#x113;ki pamet T&#x113;vu, lai izbaud&#x12B;tu visus s&#x101;taniskos k&#x101;rdin&#x101;jumus.</p><p>Nesapr&#x101;t&#x12B;gie b&#x113;rni karu �ausm&#x101;s cits citam pier&#x101;da sa�vu sp&#x113;ku, tiecoties k&#x13C;&#x16B;t par galvenajiem, par pirmajiem. Kur galvenie un kur pirmie? Dievam visi b&#x113;rni ir vie�n&#x101;di. Un pirmais ir tas, kas visvair&#x101;k l&#x12B;dzin&#x101;s Vi&#x146;am.</p><p>Cilv&#x113;ce grib izjust savu varu p&#x101;r dabu izn&#x101;kum&#x101; ieg&#x16B;st ekolo&#x123;isko kr&#x12B;zi. Kad gan saprat&#x12B;sim, ka sp&#x113;ks un vara ir s&#x101;tana k&#x101;rdin&#x101;jumi?!</p><p>Kas mums �obr&#x12B;d vajadz&#x12B;gs? Varb&#x16B;t m&#x113;s beidzot v&#x113;la�mies sapr&#x101;tu un t&#x101;p&#x113;c atgrie�amies pie T&#x113;va? Kaut jel t&#x101; b&#x16B;tu!</p><p>K&#x101; cilv&#x113;ks non&#x101;k pie Dieva? Da�&#x101;dos laikos un da�&#x101;�d&#x101;s kult&#x16B;r&#x101;s tas noticis at�&#x137;ir&#x12B;gi. Lai k&#x101; ar&#x12B; tas b&#x16B;tu, katram cilv&#x113;kam reiz k&#x13C;&#x16B;st skaidrs, ka Visum&#x101; eksist&#x113; Sapr&#x101;ts un Sp&#x113;ks, kas daudzk&#x101;rt p&#x101;rsp&#x113;j cilv&#x113;ka sp&#x113;ku un sapr&#x101;tu. T&#x101; k&#x101; cilv&#x113;ks nesp&#x113;j apj&#x113;gt ire&#x101;lo, vi&#x146;� �o Sp&#x113;ku un Sapr&#x101;�tu sauc par Dievu.</p><p>Kam&#x113;r cilv&#x113;ks dz&#x12B;vo bez Dieva dv&#x113;sel&#x113;, kam&#x113;r vi&#x146;am nav izpratnes par Visuma Augst&#x101;ko pl&#x101;nu eksistenci, ka�m&#x113;r vi&#x146;a dv&#x113;sel&#x113; nav satrauco�&#x101;s apjausmas, ka past&#x101;v</p><p>kaut kas liel&#x101;ks par m&#x16B;su re&#x101;lo mat&#x113;rijas pasauli, tik ilgi vi&#x146;a sapr&#x101;ts snau� un vi&#x146;&#x101; v&#x113;l nav Cilv&#x113;ka.</p><p>Cilv&#x113;ks s&#x101;kas ar br&#x12B;di, kad v&#x113;r�as pie Gara. Cilv&#x113;ki sev&#x12B; apvieno dz&#x12B;vniecisko un gar&#x12B;go elementu. Vi&#x146;i ir p&#x101;rejas posms no br&#x12B;ni�&#x137;&#x12B;g&#x101;s Mat&#x113;rijas pasaules uz br&#x12B;ni�&#x137;&#x12B;go Gara pasauli. Visa cilv&#x113;ka dz&#x12B;ve ir virz&#x12B;ba no Mat&#x113;rijas uz Garu. Ja nekalpojam �im uzdevumam, m&#x113;s k&#x101; lieks posms ejam boj&#x101;.</p><p>K&#x101; dz&#x12B;vnieki m&#x113;s Dabai neesam vajadz&#x12B;gi. Cilv&#x113;ks ir visnepiln&#x12B;g&#x101;kais dz&#x12B;vnieks, t&#x101;p&#x113;c ka nav piem&#x113;rots dz&#x12B;�vei dab&#x101;. Ja m&#x113;s nesapr&#x101;t&#x12B;gi turpin&#x101;sim to post&#x12B;t, daba m&#x16B;s izn&#x12B;cin&#x101;s. Past&#x101;v&#x113;t sp&#x113;sim tikai tad, ja tieksimies p&#x113;c Gara un Sapr&#x101;ta!</p><image l:href="#0"/><p>. Krusti, kas simboliz&#x113; dz&#x12B;vniecisko st&#x101;vokli (n), cilv&#x113;ku (b) un piev&#x113;r�anos Garam (c)</p><p>Z&#x12B;mju simbolika (1. z&#x12B;m.) liecina, ka krusts, kura hori�zont&#x101;l&#x101; l&#x12B;nija atrodas zem&#x101;k par vertik&#x101;les viduspunktu, noz&#x12B;m&#x113; dz&#x12B;vniecisk&#x101; st&#x101;vok&#x13C;a harmoniju, un cilv&#x113;kam tas ir graujo�s simbols. Krusts, kura centr&#x101; abas l&#x12B;nijas krustojas, ir cilv&#x113;ka simbols. Kristiet&#x12B;bas krusts, kura �&#x137;&#x113;r�sis atrodas aug�pus vertik&#x101;les centra, liecina par piev&#x113;r��anos Garam. M&#x113;s god&#x101;jam �o simbolu, pace&#x13C;am to virs saviem temp&#x13C;iem, n&#x113;s&#x101;jam sev uz kr&#x16B;t&#x12B;m un t&#x101; dar&#x101;m, lai k&#x13C;&#x16B;tu par Cilv&#x113;ku.</p><p id="AutBody_0bookmark9">Cilv&#x113;ks izaug tikai starp cilv&#x113;kiem</p><p>B&#x113;rns, kas izaudzis starp dz&#x12B;vniekiem, nekad nesp&#x113;s izmantot savu smadze&#x146;u cilv&#x113;cisk&#x101;s &#x12B;pa�&#x12B;bas. Ir zin&#x101;mi gad&#x12B;jumi, kad dab&#x101; bez vec&#x101;kiem paliku�u cilv&#x113;kb&#x113;rnu izaudzin&#x101;ju�i p&#x113;rti&#x137;i, vilki, l&#x101;�i. Pat tad, ja �&#x101;ds b&#x113;rns v&#x113;l pavisam mazs (5-7 gadu vecum&#x101;) non&#x101;k pie cilv&#x113;kiem, vi&#x146;� nekad nek&#x13C;&#x16B;st par cilv&#x113;ku un, sasniedzis dz&#x12B;vnieka briedumu (15 20 gadu vecumu), nomirst.</p><p>Tikai cilv&#x113;ki, kas par z&#x12B;daini r&#x16B;p&#x113;jas kop� pirmajiem vi&#x146;a dz&#x12B;ves mirk&#x13C;iem, sp&#x113;j stimul&#x113;t b&#x113;rna runas att&#x12B;st&#x12B;bu, rad&#x12B;t priek�statu par cilv&#x113;ku eksistenci, iepaz&#x12B;stin&#x101;t ar gal�venajiem dom&#x101;�anas pa&#x146;&#x113;mieniem, k&#x101; ari iepot&#x113;t cilv&#x113;ku kopdz&#x12B;ves likumus. Person&#x12B;ba veidojas tikai ar citu cil�v&#x113;ku pal&#x12B;dz&#x12B;bu. P&#x101;rstr&#x101;d&#x101;jot inform&#x101;ciju, kas tiek sa&#x146;em�ta no &#x101;rpuses, un ieg&#x16B;stot izpratni par to, indiv&#x12B;ds sp&#x113;j pats stimul&#x113;t un att&#x12B;st&#x12B;t savas smadzenes un aizvien vai�r&#x101;k izprast pasauli.</p><p>Cilv&#x113;ks izaug sabiedr&#x12B;b&#x101;. Sabiedr&#x12B;ba sast&#x101;v no konkr&#x113;�tiem cilv&#x113;kiem. T&#x101;p&#x113;c katrs cilv&#x113;ks, ko sastopam m&#x16B;�a laik&#x101; no z&#x12B;dai&#x146;a posma l&#x12B;dz sirmam vecumam, mums sniedz nenov&#x113;rt&#x113;jamu velti saskarsmi. Ar uzved&#x12B;bu, dom&#x101;�anas veidu, sav&#x101;m idej&#x101;m un visu savu person&#x12B;bu katrs stimul&#x113; k&#x101;das m&#x16B;su smadze&#x146;u zonas. Tas liek m&#x16B;su smadzen&#x113;m un m&#x16B;su dv&#x113;selei ros&#x12B;ties, darboties, p&#x101;r�str&#x101;d&#x101;t sa&#x146;emto inform&#x101;ciju un p&#x113;c tam, kad t&#x101; apj&#x113;gta, izdar&#x12B;t secin&#x101;jumus, piel&#x101;gojot tos savai izpratnei par pa�sauli. �is process ir sare�&#x123;&#x12B;ts un vienm&#x113;r individu&#x101;ls, t&#x101; meh&#x101;nisms faktiski nav zin&#x101;ms.</p><p>Bet tagad pajaut&#x101;jiet pa�i sev, ko j&#x16B;s stimul&#x113;jat citos cilv&#x113;kos? K&#x101;das p&#x113;das vi&#x146;u pr&#x101;t&#x101; un dv&#x113;sel&#x113; paliek p&#x113;c tik�an&#x101;s ar jums? Agresija vai labest&#x12B;ba, prieka pilna dz&#x12B;�ves uztvere vai nom&#x101;kts, pesimistisks noska&#x146;ojums? P&#x113;c �&#x12B;m p&#x113;d&#x101;m var secin&#x101;t, k&#x101;diem sp&#x113;kiem kalpojat &#x13C;aun&#x101; sp&#x113;kiem vai lab&#x101; sp&#x113;kiem. T&#x101; k&#x101; cilv&#x113;kam ir dots domas sp&#x113;ks, vi&#x146;� nekad nav neitr&#x101;ls! Ar katru savu domu, ar katru darb&#x12B;bu, ar katru v&#x101;rdu vi&#x146;� kalpo, proti, iegulda ener&#x123;iju vienos vai otros Izplat&#x12B;juma sp&#x113;kos.</p><p>Cilv&#x113;ka izcel�an&#x101;s ir saist&#x12B;ta ar Gara un Sapr&#x101;ta iem&#x101;�jo�anu Zemes dz&#x12B;vniekos. Nav tik svar&#x12B;gi, k&#x101; un kad tas noticis. Svar&#x12B;gi ir tas, ka tikai no m&#x16B;su gara un m&#x16B;su sa�pr&#x101;ta izaugsmes ir atkar&#x12B;ga cilv&#x113;ka t&#x101;l&#x101;ka att&#x12B;st&#x12B;ba ce&#x13C;&#x101; uz bezgal&#x12B;go, Dievi�&#x137;o piln&#x12B;bu. Ac&#x12B;mredzot parasts Zemes iem&#x12B;tnieks ir tikai �&#x101; gar&#x101; un sare�&#x123;&#x12B;t&#x101; ce&#x13C;a pa�&#x101; s&#x101;kum&#x101;.</p></section><section><title><p id="AutBody_0bookmark10">KATRA TIK�AN&#x100;S KARMISKA</p></title><p>Lai cik &#x123;eni&#x101;li m&#x113;s no dabas b&#x16B;tu, m&#x16B;su izaugsmi no�dro�ina vien&#x12B;gi saskarsme ar cilv&#x113;kiem. Tikai cilv&#x113;ki var m&#x16B;s pamudin&#x101;t uz p&#x101;rdom&#x101;m. Ar&#x12B; gr&#x101;matas ir tie pa�i cilv&#x113;ki. Cita lieta, ka vienam pietiek tikai ar pabikst&#x12B;�anu, lai vi&#x146;� kaut ko saprastu, bet citam pat ar daudzk&#x101;rt&#x113;jiem likte&#x146;a triecieniem ir par maz.</p><p>Karmas likums faktiski ir C&#x113;lo&#x146;u un Seku princips. Kar�&#x12B;na ir viss, kas noticis pirms m&#x16B;su tagad&#x113;j&#x101;s dz&#x12B;ves, kas to noteicis, k&#x101; ari viss, ko �odien m&#x113;s kaldin&#x101;m k&#x101; savas n&#x101;kotnes c&#x113;loni. M&#x16B;su vakardienas noska&#x146;ojums un va�kardienas domas ir �odienas dz&#x12B;ves c&#x113;lonis. M&#x16B;su �odienas domas un noska&#x146;ojumi ir r&#x12B;tdienas dz&#x12B;ves c&#x113;lonis.</p><p id="AutBody_0bookmark11">Ja jums ir slikti, t&#x101; ir j&#x16B;su karma</p><p>Nav nek&#x101;ds nosl&#x113;pums, ka gan domas, gan noska�&#x146;ojums visbie�&#x101;k ir atkar&#x12B;gs no cilv&#x113;kiem, kas ir ap mums.</p><p>J&#x16B;s no r&#x12B;ta pamostaties lab&#x101; noska&#x146;ojum&#x101;, bet "otra puse" izk&#x101;pis no gultas ar kreiso k&#x101;ju. Malkojot t&#x113;ju, abi cen�aties viens otram uzspiest savu noska&#x146;ojumu. Ja prat&#x12B;sit viegli un neuzm&#x101;c&#x12B;gi "otrai pusei" nodot da&#x13C;i&#x146;u sava �&#x101;r&#x12B;ta prieka, t&#x101; jums b&#x16B;s liela karmiska uzvara. Vi&#x146;� dosies uz darbu ar saj&#x16B;tu, ka ne jau viss �aj&#x101; dz&#x12B;v&#x113; ir tik slikti. B&#x16B;sit saglab&#x101;jusi sevi un pal&#x12B;dz&#x113;jusi tuv&#x101;kajam.</p><p>Turpret&#x12B;, ja sadusmosities par to, ka vi&#x146;� kop� pa�a r&#x12B;ta trauc&#x113; j&#x16B;su dv&#x113;seles mieru, un nolas&#x12B;sit mor&#x101;li par to, ka r&#x12B;ts j&#x101;s&#x101;k ar lab&#x101;m dom&#x101;m vai kaut ko taml&#x12B;dz&#x12B;gu, tad ne tikai vi&#x146;am, bet ar&#x12B; jums b&#x16B;s slikts garast&#x101;voklis. Neko dar&#x12B;t, �oreiz esat cietusi neveiksmi. Nepasarg&#x101;j&#x101;t savu pozit&#x12B;vo noska&#x146;ojumu un neko labu nesp&#x113;j&#x101;t dot tuvam cilv&#x113;kam. Visa j&#x16B;su mor&#x101;le, visa j&#x16B;su izpratne par to, k&#x101; j&#x101;dz&#x12B;vo, nav ne plika gra�a v&#x113;rta!</p><p>Ko dar&#x12B;t? Par katru cenu vajag saglab&#x101;t savu iek�&#x113;jo gai�o noska&#x146;ojumu! Ar visu &#x137;ermeni j&#x101;saj&#x16B;t, kur m&#x12B;t prieks par jauno dienu. �is prieks j&#x101;notur k&#x101; &#x137;ermeniska saj&#x16B;ta. T&#x101; ir pozit&#x12B;va, Dievi�&#x137;a celsmes ener&#x123;ija. Ja jums ir izdevies to saglab&#x101;t, esat veiku�i br&#x12B;ni�&#x137;&#x12B;gu darbu sav&#x101; un apk&#x101;rt&#x113;jo cilv&#x113;ku lab&#x101;.</p><p>Vai ar&#x12B; j&#x16B;s esat satrauku�ies darb&#x101;: nekas nenotiek t&#x101;, k&#x101; grib&#x113;tos, darbabiedri j&#x16B;s nesaprot, darbs neveicas. J&#x16B;s ejat m&#x101;j&#x101;s. Transportl&#x12B;dzekl&#x12B; cilv&#x113;ki j&#x16B;s aizskar, gr&#x16B;sta. J&#x16B;s, atbildot uz rupj&#x12B;b&#x101;m, gr&#x16B;�at v&#x113;l stipr&#x101;k.</p><p>J&#x16B;sos uzbango sv&#x113;ts naids, un j&#x16B;s ilgi un ska&#x13C;i spriede�l&#x113;jat par to, cik neaudzin&#x101;ti ir cilv&#x113;ki m&#x16B;sdien&#x101;s. Visiem, kas to dzird, piel&#x12B;p j&#x16B;su uzbudin&#x101;jums. Vi&#x146;i to nes t&#x101;l&#x101;k, uz sav&#x101;m m&#x101;j&#x101;m, citiem cilv&#x113;kiem. Bet j&#x16B;s? J&#x16B;s esat ne�daudz nomierin&#x101;ju�ies, izl&#x101;d&#x113;ju�ies. J&#x16B;taties gandr&#x12B;z k&#x101; uzvar&#x113;t&#x101;ji.</p><p>Nesteidzieties priec&#x101;ties. �odien esat uzkr&#x101;ju�i posto�u karmu. J&#x16B;s stimul&#x113;j&#x101;t citos cilv&#x113;kos negat&#x12B;vas, posto�as ener&#x123;ijas, j&#x16B;su r&#x12B;c&#x12B;ba veicin&#x101;ja tum�o sp&#x113;ku uzplaukumu. "Bet man bija slikti!" j&#x16B;s teiksit. "Turkl&#x101;t tas nekau&#x146;a auto�bus&#x101; pats bija vain&#x12B;gs!" Bet slikti ta�u bija jums tieciet skaidr&#x12B;b&#x101;, k&#x101;p&#x113;c jums ir slikti, k&#x101;p&#x113;c jums blakus bija tie�i vi&#x146;�, nevis k&#x101;ds cits, labsird&#x12B;gs un m&#x12B;l&#x12B;gs. Kas attiecas uz nekau&#x146;u, j&#x16B;s vi&#x146;&#x101; stimul&#x113;j&#x101;t agresiju. Vai tie�&#x101;m dom&#x101;jat, ka tas bija labi dar&#x12B;ts?!</p><p>Jums nav ties&#x12B;bu savus "sliktumus" uzvelt apk&#x101;rt&#x113;jiem &lt; ilv&#x113;kiem, lai kas vi&#x146;i b&#x16B;tu! Ja jums ir slikti, t&#x101; ir j&#x16B;su karma. Saprotiet un pie&#x146;emiet to. Padom&#x101;jiet, ko varat dar&#x12B;t, lai "slikti" p&#x101;rv&#x113;rstu par "labi". Neko nevarat dar&#x12B;t, l&#x101;tad pacietiet, t&#x101;tad esat to peln&#x12B;ju�i.</p><p>Bet, ja j&#x16B;s savu "slikti" uzve&#x13C;at citam, r&#x12B;t �is "slikti" pie jums atgriez&#x12B;sies, turkl&#x101;t desmitk&#x101;rt&#x12B;gi. T&#x101;ds ir likums. I'at&#x12B;k tas jums vai ne, likumam ir vienalga. J&#x16B;s r&#x12B;kojaties pret likumu un joproj&#x101;m izg&#x101;�at savu garast&#x101;vokli uz b&#x113;rniem, v&#x12B;ru, vec&#x101;kiem. J&#x16B;s graujat. Un j&#x16B;s pa�us sa�graus m&#x16B;su pasaules dabas Ener&#x123;&#x113;tisk&#x101;s uzb&#x16B;ves likums.</p><p id="AutBody_0bookmark12">"Nejau�as" tik�an&#x101;s</p><p>Cilv&#x113;kam katra tik�an&#x101;s ir karmiska. Citiem v&#x101;rdiem, katru tik�anos vi&#x146;� pats ar sav&#x101;m dom&#x101;m, ar savu uzve�d&#x12B;bu ir atsaucis, rad&#x12B;jis tai pamatu.</p><p>J&#x16B;s esat ieradies no provinces un pils&#x113;t&#x101; pirmo reizi redzat ubagus, kas st&#x101;v ar izstieptu roku. Tas uz jums atst&#x101;j &#x13C;oti dzi&#x13C;u iespaidu. J&#x16B;s visu laiku dom&#x101;jat par vi�&#x146;iem. Ar drebo�u sirdi izt&#x113;lojaties sevi vi&#x146;u viet&#x101;. Net&#x12B;ras dr&#x113;bes, bada saj&#x16B;ta, nav jumta virs galvas. Jums ubaga ir �&#x113;l, t&#x101;p&#x113;c iedodat vi&#x146;am mon&#x113;tu, bet vi&#x146;a t&#x113;ls v&#x113;l ilgi j&#x16B;s vaj&#x101;. Ko �is t&#x113;ls jums grib pateikt? Varb&#x16B;t to, ka nepro�tat nov&#x113;rt&#x113;t t&#x101;s v&#x113;rt&#x12B;bas, kas jums ir?</p><p>Varb&#x16B;t to, ka esat p&#x101;rlieku iecikl&#x113;jies uz naudu, ka ap�skau�at bag&#x101;t&#x12B;bas d&#x113;&#x13C;, lai gan ir cilv&#x113;ki ar daudz zem&#x101;ku dz&#x12B;ves l&#x12B;menis nek&#x101; j&#x16B;s&#x113;jais. Vai, dzenoties p&#x113;c vieglas pe&#x13C;&#x146;as, negribat ar&#x12B; pats non&#x101;kt turpat?</p><p>Ubags ir palicis jums pr&#x101;t&#x101;. K&#x101; lai zina, varb&#x16B;t, st&#x101;vot tur taj&#x101; teatr&#x101;laj&#x101; izskat&#x101;, vi&#x146;� nopelna vair&#x101;k nek&#x101; j&#x16B;s? Varb&#x16B;t jums j&#x101;saprot, ka ir cilv&#x113;ki, kas speci&#x101;li cen�as iz�rais&#x12B;t j&#x16B;su l&#x12B;dzj&#x16B;t&#x12B;bu? Varb&#x16B;t tas nav &#x12B;stais m&#x113;r&#x137;is, kura sasnieg�anai j&#x16B;s t&#x113;r&#x113;jat savus sp&#x113;kus? Varb&#x16B;t j&#x16B;s veicin&#x101;t netikumu?</p><p>Vai j&#x16B;s �&#x113;lojat savu slimo m&#x101;ti? Vai varb&#x16B;t jau esat pie�radis pie vi&#x146;as vaid&#x113;�anas un nepiev&#x113;r�at tai nek&#x101;du uz�man&#x12B;bu? Ko j&#x16B;sos stimul&#x113;ja �is ubags? Par ko j&#x16B;s dom&#x101;j&#x101;t? "Klai&#x146;o ubagi, pinas pa k&#x101;j&#x101;m, boj&#x101; garast&#x101;vokli, kur ska�t&#x101;s policija�" Galv&#x101; joproj&#x101;m spieto domas.</p><p>Ubags palika sav&#x101; viet&#x101; un jau sen ir j&#x16B;s aizmirsis, bet j&#x16B;s joproj&#x101;m satrauc vi&#x146;a atst&#x101;tais iespaids. Ko tas grib jums pateikt? Ac&#x12B;mredzot �&#x12B; jums ir svar&#x12B;ga karmiska tik��an&#x101;s, ja t&#x101; dv&#x113;sel&#x113; rad&#x12B;jusi t&#x101;du satraukumu. Liktenis grib kaut ko pateikt priek�&#x101;. Un �&#x12B; priek�&#x101; teik�ana ir pa�reizi j&#x101;saprot, cit&#x101;di t&#x101; tiks atk&#x101;rtota nesaudz&#x12B;g&#x101;k&#x101; veid&#x101;.</p><p>Nejau�s gar&#x101;mg&#x101;j&#x113;js pajaut&#x101;ja ce&#x13C;u, j&#x16B;s atsauc&#x12B;gi pa�skaidroj&#x101;t. Nenoz&#x12B;m&#x12B;ga epizode. K&#x101;da ir t&#x101;s j&#x113;ga? Gar&#x101;m�g&#x101;j&#x113;js palika apmierin&#x101;ts. K&#x101;du laiku vi&#x146;a galv&#x101; virmo domas un iespaidi. Vi&#x146;� var nodom&#x101;t: "K&#x101;ds laipns cil�v&#x113;ks, cik pat&#x12B;kamas manieres, maiga, labest&#x12B;bas pilna balss, gudras acis�" Vai varb&#x16B;t dom&#x101; t&#x101;: "Visapk&#x101;rt ir tik daudz labu cilv&#x113;ku�" Vai: "K&#x101; man �odien veicas satjkt labus cilv&#x113;kus, cik laba diena!" Lai ko cilv&#x113;ks nodom&#x101;ja un pat tad, ja nenodom&#x101;ja visp&#x101;r neko, vi&#x146;a smadzenes sa&#x146;&#x113;ma pozit&#x12B;vu ener&#x123;&#x113;tisko impulsu, kas noteikti �im cilv&#x113;kam dar&#x12B;s labu.</p><p>Bet k&#x101; ir ar jums? Jums ir zin&#x101;ms apmierin&#x101;jums par to, ka esat izdar&#x12B;jis labu darbu un k&#x101;ds par to ir pateic&#x12B;gs. �&#x12B; pateic&#x12B;ba iepl&#x16B;st kr&#x16B;t&#x12B;s k&#x101; silta straume. J&#x16B;s j&#x16B;taties vajadz&#x12B;gs, v&#x113;rt&#x12B;gs, svar&#x12B;gs un �is pozit&#x12B;vais impulss no�gulsn&#x113;jas dv&#x113;sel&#x113;. Kas zina, par ko tas izv&#x113;rt&#x12B;sies. Iesp&#x113;�jams, vakar&#x101; priek�nieks pateiks, ka esat netalant&#x12B;gs darbinieks, bet �is ener&#x123;&#x113;tiskais trieciens tiks atvair&#x12B;ts. Nejau�&#x101; gar&#x101;mg&#x101;j&#x113;ja pozit&#x12B;vais impulss neitraliz&#x113;s ne(',.iciju un netaisn&#x101; aps&#x16B;dz&#x12B;ba izrais&#x12B;s tikai vieglu r&#x16B;glumu. Dv&#x113;sele paliks mier&#x12B;ga, jo taj&#x101; m&#x101;jo neapzin&#x101;ts, liet tik pat&#x12B;kams impulss atg&#x101;din&#x101;jums, ka esat cilv&#x113;�kiem vajadz&#x12B;gs, noder&#x12B;gs.</p><p>Ta�u iesp&#x113;jams, ka viss b&#x16B;s otr&#x101;di. J&#x16B;s uz ielas aptur&#x113;s un kaut ko pajaut&#x101;s. Tas j&#x16B;s sa&#x113;rcin&#x101;s, j&#x16B;s rupji atmet&#x12B;sit ar roku un, jau proj&#x101;m ejot, v&#x113;l uzbudin&#x101;juma pilns do�m&#x101;sit par atbrauc&#x113;jiem, kas saradu�ies pils&#x113;t&#x101;, bet �&#x101;das negat&#x12B;vas emocijas j&#x16B;s graus. Cilv&#x113;ks, pag&#x101;jis t&#x101;l&#x101;k, do�m&#x101;s, ka cilv&#x113;ki ir k&#x101; zv&#x113;ri, un ar&#x12B; pats k&#x13C;&#x16B;s zv&#x113;risks.</p><p>Jums �&#x137;iet, ka es &#x13C;oti p&#x101;rsp&#x12B;l&#x113;ju? Un nejau�as tik�an&#x101;s j&#x16B;s neietekm&#x113;? Tad pav&#x113;rojiet un dr&#x12B;z vien p&#x101;rliecin&#x101;�sities, ka viss �eit teiktais ir pamatots.</p><p>V&#x12B;rietis glu�i vienk&#x101;r�i iet pa ielu un redz nek&#x101;rt&#x12B;gi &#x123;&#x113;rb�tas sievietes, bezgaum&#x12B;gu dekorat&#x12B;vo kosm&#x113;tiku uz se�jas, nepiekl&#x101;j&#x12B;gi atkailin&#x101;tas negl&#x12B;tas k&#x101;jas minibrunc&#x12B;�os. Vi&#x146;� ierodas darb&#x101; un sap&#x12B;kumu neapzin&#x101;ti izl&#x101;d&#x113; uz dar�binieci tikai t&#x101;p&#x113;c, ka ar&#x12B; vi&#x146;ai ir minisv&#x101;rci&#x146;i. Vi&#x146;a v&#x12B;rie�a ac&#x12B;s �obr&#x12B;d personific&#x113; visas dz&#x12B;v&#x113; redz&#x113;t&#x101;s pretekl&#x12B;bas. Savuk&#x101;rt sieviete ilgi ien&#x12B;d&#x12B;s nekaun&#x12B;go kol&#x113;&#x123;i. T&#x101; telp&#x101; i/.plat&#x101;s ener&#x123;&#x113;tisk&#x101;s neg&#x101;cijas.</p><p>Veidojas "nejau�i sa&#x137;ertas" neg&#x101;cijas &#x137;&#x113;des reakcija. Vai no t&#x101;s var izsarg&#x101;ties? Vai mums vajadz&#x113;tu sekot savai reakcijai? Vai t&#x101; b&#x16B;tu j&#x101;kontrol&#x113;? Atbilde ir nep&#x101;rprotama: ja esat Cilv&#x113;ks, j&#x16B;su pien&#x101;kums ir sevi saprast, kontrol&#x113;t savu st&#x101;vokli un vad&#x12B;t to. Tikai tad karmisk&#x101;s "nejau�&#x101;s" tik�an&#x101;s dos pozit&#x12B;vus impulsus, darbosies nevis pret jums, bet j&#x16B;su lab&#x101;.</p><p>Ja apzin&#x101;sities, k&#x101;p&#x113;c attiec&#x12B;g&#x101; situ&#x101;cija izveidojusies, tas noz&#x12B;m&#x113;, ka pa pusei jau esat ticis ar to gal&#x101;. Ja esat p&#x101;rvar&#x113;jis negat&#x12B;v&#x101;s emocijas un nevis iedarbin&#x101;jis, bet apdz&#x113;sis "&#x137;&#x113;des reakciju", t&#x101;tad esat palielin&#x101;jis savas</p><p id="AutBody_0bookmark13">Siguldas novada BIBLIOT&#x112;KA</p><p>dv&#x113;seles sp&#x113;ku, nostiprin&#x101;jis gara ener&#x123;iju un, pats inte�resant&#x101;kais, p&#x101;rvar&#x113;jis (deld&#x113;jis) nelielu savas karmas ga�bali&#x146;u. Pavisam dr&#x12B;z redz&#x113;sit, cik &#x13C;oti pieaudzis j&#x16B;su sp&#x113;ks sal&#x12B;dzin&#x101;jum&#x101; ar tiem, kuri to nedara!</p></section><section><title><p id="AutBody_0bookmark14">SASKARSME ENER&#x122;IJU APMAI&#x145;A</p></title><p>Cilv&#x113;ku att&#x12B;st&#x12B;ba iesp&#x113;jama vien&#x12B;gi cilv&#x113;ku sabiedr&#x12B;b&#x101;. Tikai atrodoties starp cilv&#x113;kiem, var deld&#x113;t karmu, �&#x137;&#x12B;st&#x12B;t un izkopt garu. J&#x16B;s jaut&#x101;sit: bet k&#x101; tad paliek ar kloste�riem? K&#x101; ar vientu&#x13C;niekiem un paties&#x12B;bu mekl&#x113;jo�iem cil�v&#x113;kiem, kuri visos laikos praktiz&#x113;ju�i apme�anos me�&#x101; vai tuksnes&#x12B;?</p><p>Kas attiecas uz klosteriem, v&#x113;sture sniedz spilgtas lie�c&#x12B;bas par to, cik reti aizie�ana kloster&#x12B; n&#x101;kusi par labu nenobriedu�&#x101;m dv&#x113;sel&#x113;m, pie k&#x101;da psihes kropluma t&#x101; novedusi.</p><p>Pozit&#x12B;vus rezult&#x101;tus var dot vien&#x12B;gi labpr&#x101;t&#x12B;ga un ap�zin&#x101;ta aizie�ana, no�&#x137;ir�an&#x101;s no pasaules. Un uz to ir sp&#x113;j&#x12B;ga tikai att&#x12B;st&#x12B;ta dv&#x113;sele. Lai paties&#x12B;bu mekl&#x113;tu vie�natn&#x113; ar sevi, vispirms sev&#x12B; ir j&#x101;uzkr&#x101;j tas iek�&#x113;jais sp&#x113;ks, ar kuru kop&#x101; var pacelties l&#x12B;dz debes&#x12B;m un ieg&#x16B;t br&#x12B;ni��&#x137;&#x12B;go izpratni par pasauli un sevi. �o iek�&#x113;jo sp&#x113;ku cilv&#x113;ks ieg&#x16B;st, p&#x101;rvarot dz&#x12B;ves sare�&#x123;&#x12B;jumus un likstas. Cita ce&#x13C;a diem�&#x113;l nav.</p><p>M&#x113;s bie�i redzam, ka cilv&#x113;ks m&#x101;j&#x101;s, vienatn&#x113; ar sevi, viegli noska&#x146;ojas uz vislab&#x101;kaj&#x101;m vibr&#x101;cij&#x101;m lebest&#x12B;gumu, dv&#x113;seles mieru, m&#x12B;lest&#x12B;bu pret Pasauli un Dievu. Bet, izg&#x101;jis uz ielas un sask&#x101;ries ar �o Pasauli, vi&#x146;� p&#x101;r�v&#x113;r�as par rupju skand&#x101;listu un nekau&#x146;u.</p><p>Sadursm&#x113;s ar Pasauli par&#x101;d&#x101;s m&#x16B;su &#x12B;st&#x101; seja. Glu�i t&#x101;�pat ekstrem&#x101;l&#x101; situ&#x101;cij&#x101; atkl&#x101;jas, cik kur� ir v&#x113;rts. Tikai cie�&#x101; saskar&#x113; ar cilv&#x113;kiem varam sevi p&#x101;rbaud&#x12B;t un</p><p>Nedil&#x101;t, k&#x101;ds ir m&#x16B;su patiesais gar&#x12B;gais st&#x101;voklis. Visbei�dzot glu�i vienk&#x101;r�i sevi iepaz&#x12B;t.</p><p>Ir gr&#x16B;ti iedom&#x101;ties, ka gudrs cilv&#x113;ks, kas atz&#x12B;st gar&#x12B;g&#x101; p&#x101;r&#x101;kumu par mies&#x12B;go, var&#x113;tu tirg&#x16B; ar put&#x101;m uz l&#x16B;p&#x101;m ska&#x13C;i izteikt sa�utumu un lietot lamuv&#x101;rdus, lai k&#x101;d&#x101; si�lu, &#x12B;cij&#x101; vi&#x146;� nok&#x13C;&#x16B;tu. Reiz&#x113; m&#x113;s katru dienu redzam, k&#x101; viens un tas pats cilv&#x113;ks pret tiem, no kuriem vi&#x146;� ir atI .ir&#x12B;gs, izturas k&#x101; nevain&#x12B;gs j&#x113;ri&#x146;�, bet saskarsm&#x113; ar tiem, kuri ir atkar&#x12B;gi no vi&#x146;a, r&#x101;da vilka zobus.</p><p>Turkl&#x101;t �&#x101;ds cilv&#x113;ks v&#x113;l var lepoties ar to, cik "br&#x12B;ni�&#x137;&#x12B;gi p&#x101;rzina cilv&#x113;ku psiholo&#x123;iju" un cik lieliski, k&#x101; &#x12B;sts mags I &gt;rot manipul&#x113;t ar citu cilv&#x113;ku dv&#x113;sel&#x113;m. Vi&#x146;� jums teiks, ka ir sp&#x113;dgs, pateicoties savam stiprajam garam. &#x12A;sten&#x12B;b&#x101; vi&#x146;� ir no�&#x113;lojams cilv&#x113;ks, kas v&#x12B;sta d&#x16B;res t&#x101;p&#x113;c, ka baid&#x101;s no Pasaules, kuru nesaprot, izmis&#x12B;gi sarg&#x101; sevi no visiem, jo nevienam neuzticas un nevienu nem&#x12B;l. Vi&#x146;� v&#x113;l nemaz nav uzs&#x101;cis saskarsmi, lai ar ener&#x123;iju apmai&#x146;as pal&#x12B;dz&#x12B;bu veicin&#x101;tu savu gar&#x12B;go izaugsmi.</p><p>Saskarsmes ierobe�ojumi</p><p>Jaunai sievietei bija bezcer&#x12B;gi slims b&#x113;rns. Reiz vi&#x146;a izmis&#x12B;g&#x101; l&#x16B;g�an&#x101; zv&#x113;r&#x113;ja, ka iest&#x101;sies kloster&#x12B; un velt&#x12B;s sevi kalpo�anai Dievam, ja b&#x113;rns izvese&#x13C;osies. Un vi&#x146;� izvese&#x13C;oj&#x101;s. Kad b&#x113;rns k&#x13C;uva 16 gadus vecs, pien&#x101;ca br&#x12B;�dis zv&#x113;restu pild&#x12B;t. Sieviete apjuka. Vi&#x146;a redz&#x113;ja, ka ir vajadz&#x12B;ga savai &#x123;imenei, saprata, ka vi&#x146;as dz&#x12B;ve ir pilna ar kalpo�anu cilv&#x113;kiem. Sieviete bija lieliska &#x101;rste. Ilg&#x101;s l&#x16B;g�an&#x101;s m&#x101;te l&#x16B;dza, lai Augst&#x101;kie sp&#x113;ki pal&#x12B;dz vi&#x146;ai pie&#x146;emt pareizu l&#x113;mumu. Un beidzot n&#x101;ca sapratne, ka aizie�anai kloster&#x12B; v&#x113;l nav pien&#x101;cis laiks, ka savu karmisko pien&#x101;kumu vi&#x146;a daudz lab&#x101;k pilda pasaul&#x12B;gaj&#x101; dz&#x12B;v&#x113;.</p><p>Iesp&#x113;ja no�&#x137;irties no visiem un kalpot Dievam ir balva par to, ka visus par&#x101;dus cilv&#x113;kiem esam atdevu�i, bet t&#x101;tad "iztuk�oju�i" savu karmu. Ja nav saj&#x16B;tas, ka esam nok&#x101;rtoju�i visas savas pasaul&#x12B;g&#x101;s lietas, mums nav tie�s&#x12B;bu aiziet no cilv&#x113;kiem.</p><p>Buda dev&#x101;s uz me�u, lai tur gremd&#x113;tos vientul&#x12B;b&#x101;, tikai tad, kad bija iepazinis pasauli un juta nepiecie�am&#x12B;bu iepa�z&#x12B;t paties&#x12B;bu un to pav&#x113;st&#x12B;t cilv&#x113;kiem. Apm&#x113;ram tas pats notika ar J&#x113;zu, Muhamedu, citiem pravie�iem un sv&#x113;tajiem.</p><p>No�&#x137;irties no pasaules var tikai tad, kad atdoti visi pa�r&#x101;di, cit&#x101;di tie tie�i vai netie�i vilks cilv&#x113;ku pie sevis un trauc&#x113;s kalpot Dievam. Pasaul&#x12B;gaj&#x101; dz&#x12B;v&#x113; neatrisin&#x101;t&#x101;s probl&#x113;mas ne&#x13C;aus t&#x12B;ri un objekt&#x12B;vi non&#x101;kt saskar&#x113; ar aug�staj&#x101;m paties&#x12B;b&#x101;m, ar m&#x16B;�&#x12B;go zin&#x12B;bu.</p><p>Kalpo�ana Dievam t&#x101; ir kalpo�ana sev, t&#x101;p&#x113;c ka, kal�pojot Dievam, audz pats un tuvojies Vi&#x146;am. Nevari kal�pot sev, ja esi par&#x101;d&#x101; pasaulei. Ta�u var kalpot sev, bet t&#x101;tad ar&#x12B; Dievam, dz&#x12B;vojot pasaul&#x12B;go dz&#x12B;vi. Tas iesp&#x113;jams tad, kad starp cilv&#x113;ku un Pasauli notiek ener&#x123;ijas apmai�&#x146;a un cilv&#x113;ks, risinot savas karmisk&#x101;s probl&#x113;mas, pilda savu pien&#x101;kumu.</p><p>Min&#x113;sim v&#x113;l vienu piem&#x113;ru. Sieviete bija nodz&#x12B;vojusi vair&#x101;k nek&#x101; 40 gadus, nedom&#x101;jot par to, k&#x101; vi&#x146;a dz&#x12B;vo. Str&#x101;d&#x101;ja par apkop&#x113;ju kafejn&#x12B;c&#x101;. Labpr&#x101;t iedz&#x113;ra un sm&#x113;�&#x137;&#x113;ja. Gad&#x12B;juma rakstura komp&#x101;nijas un v&#x12B;rie�i nomain&#x12B;ja cits citu. Bet reiz vi&#x146;a p&#x113;k�&#x146;i non&#x101;ca t&#x101;d&#x101; st&#x101;vokl&#x12B;, ka gandr&#x12B;z visiem cilv&#x113;kiem, kurus pazina, uz muguras ieraudz&#x12B;ja briesm&#x12B;gas astr&#x101;l&#x101;s b&#x16B;tnes, t&#x101;p&#x113;c ka visi �ie cil�v&#x113;ki atrad&#x101;s d&#x113;monisku sp&#x113;ku var&#x101;.</p><p>Aiz �ausm&#x101;m sieviete v&#x113;rs&#x101;s pie ekstrasensiem, m&#x101;c&#x12B;j&#x101;s vair&#x101;k&#x101;s skol&#x101;s un dr&#x12B;z vien saprata, ko noz&#x12B;m&#x113; �&#x16B;p&#x101;m uz muguras s&#x113;do�&#x101;s b&#x16B;tnes. Vi&#x146;a ar&#x12B; saprata, ka savu dz&#x12B;vi sp&#x113;s main&#x12B;t tikai tad, ja nov&#x113;rs&#x12B;sies no visa, ar ko tik ilgi bijusi kop&#x101;. iest&#x101;joties kloster&#x12B;, sieviete apzin&#x101;ti</p><p>cent&#x101;s �&#x137;&#x12B;st&#x12B;ties no net&#x12B;rumiem un Dieva priek�&#x101; no�&#x113;lot v isu m&#x16B;�u kr&#x101;tos gr&#x113;kus.</p><p>P&#x113;c k&#x101;da laika vi&#x146;a no klostera atgriez&#x101;s pasaul&#x12B;gaj&#x101; dz&#x12B;v&#x113;, kuru tagad dz&#x12B;voja pavisam cit&#x101;di bija s&#x101;cies k&#x101;r�ni.is deld&#x113;�anas laiks. Sieviete samekl&#x113;ja savus b&#x113;rnus, kurus savulaik bija atst&#x101;jusi slim&#x101;s m&#x101;tes apr&#x16B;p&#x113;, un cenl.is dar&#x12B;t visu, lai nelaim&#x12B;g&#x101; m&#x101;te un pamestie b&#x113;rni ieg&#x16B;tu &#x123;imeni. Vai �aj&#x101; gad&#x12B;jum&#x101; var teikt, ka cilv&#x113;ks ir aizg&#x101;jis no pasaul&#x12B;g&#x101;s dz&#x12B;ves? N&#x113;. Sieviete no t&#x101;s tikai uz laiku nosl&#x113;dz&#x101;s, lai iz&#x101;rst&#x113;tu dv&#x113;seli un atgrieztos pie neatrisin&#x101;taj&#x101;m probl&#x113;m&#x101;m. Vi&#x146;a v&#x113;l nekalpoja Dievam, bet, at�z&#x12B;stot Augst&#x101;ko sp&#x113;ku par vien&#x12B;go savu gl&#x101;bi&#x146;u, bija iz�dar&#x12B;jusi pakalpojumu sev.</p><p id="AutBody_0bookmark15">Apmai&#x146;a ar ener&#x123;iju un inform&#x101;ciju</p><p>Atgriez&#x12B;simies pie t&#x101;, ar ko s&#x101;k&#x101;m: cilv&#x113;ka dv&#x113;seles iz�augsme un vi&#x146;a sapr&#x101;ta att&#x12B;st&#x12B;ba iesp&#x113;jama tikai saskar�sm&#x113; ar citiem cilv&#x113;kiem, lai gan, neap�aub&#x101;mi, katram ir der&#x12B;gi k&#x101;du laiku pab&#x16B;t vienam. Saskarsmes proces&#x101; cil�v&#x113;ks att&#x12B;st&#x101;s, pateicoties ener&#x123;iju apmai&#x146;ai.</p><p>Ener&#x123;iju apmai&#x146;a noris past&#x101;v&#x12B;gi starp visiem priek��metiem un izplat&#x12B;jumu, starp &#x16B;dens, uguns, gaisa un ze�mes stihij&#x101;m. J&#x16B;s s&#x113;�at uz kr&#x113;sla starp jums un kr&#x113;slu notiek ener&#x123;ijas apmai&#x146;a. J&#x16B;s mazg&#x101;jaties du�&#x101; starp jums un vannu, &#x16B;deni, ziep&#x113;m un dvieli notiek ener&#x123;ijas apmai&#x146;a. Visa pasaule ir ener&#x123;ija, un t&#x101; past&#x101;v&#x12B;gi cirkul&#x113; ap mums, visus un visu iesaistot apmai&#x146;as procesos. Ta�u ener&#x123;ija nekad nem&#x113;dz b&#x16B;t abstrakta, t&#x101; vienm&#x113;r nes sev l&#x12B;dzi k&#x101;du inform&#x101;ciju, un atkar&#x12B;b&#x101; no inform&#x101;cijas tai piem&#x12B;t t&#x101;s vai citas &#x12B;pa�&#x12B;bas.</p><p>Slaven&#x101; gai�re&#x123;e Vanga l&#x16B;dza, lai katrs, kas ierodas pie vi&#x146;as, atnes cukurgraudu. Cukura krist&#x101;li&#x146;i viegli uztver</p><p>cilv&#x113;ka ener&#x123;iju un kop&#x101; ar ener&#x123;iju inform&#x101;ciju par cilv&#x113;ku. Vanga, pa&#x146;&#x113;musi rok&#x101;s cukurgraudu, ieguva vi�su inform&#x101;ciju par �o cilv&#x113;ku un var&#x113;ja atbild&#x113;t uz, jeb�kuru jaut&#x101;jumu. Tie�i t&#x101;pat cilv&#x113;ka fotogr&#x101;fija atspogu&#x13C;o visu vi&#x146;a dz&#x12B;vi un vesel&#x12B;bas st&#x101;vokli. Jut&#x12B;gi cilv&#x113;ki "nola�sa" inform&#x101;ciju ne tikai no fotogr&#x101;fijas, bet ari no jebkuras lietas, kas saimniekam pieder&#x113;jusi pietiekami ilgi.</p><p>&#x16A;dens stihija, pateicoties savam kust&#x12B;gumam, uzs&#x16B;c inform&#x101;ciju no apk&#x101;rt&#x113;j&#x101; izplat&#x12B;juma, bet p&#x113;c tam to ilgi saglab&#x101;. T&#x101;p&#x113;c &#x16B;deni var viegli "uzl&#x101;d&#x113;t" ar nepiecie�a�m&#x101;s kvalit&#x101;tes ener&#x123;iju. Tie�i t&#x101; tiek ieg&#x16B;ts Zvaigznes die�nas sv&#x113;tais &#x16B;dens. Bazn&#x12B;c&#x101; to piepilda ar inform&#x101;ciju par Lielo sv&#x113;to sp&#x113;ku, kas sp&#x113;j izdz&#x12B;t visu ne�&#x137;&#x12B;sto. To, ka &#x16B;dens ir inform&#x101;cijas nes&#x113;js, zin&#x101;tne konstat&#x113;jusi un teh�nik&#x101; izmanto jau sen.</p><p>Ener&#x123;iju apmai&#x146;a ir process, kas past&#x101;v&#x12B;gi noris ari cil�v&#x113;ku kopdz&#x12B;v&#x113;. Jums ir slikti, un j&#x16B;s ejat pie kaimi&#x146;ienes past&#x101;st&#x12B;t par sav&#x101;m probl&#x113;m&#x101;m. Bet kaimi&#x146;ienei ir savas probl&#x113;mas. K&#x101;du stundu parun&#x101;jaties un ener&#x123;ijas ap�mai&#x146;a ir notikusi. Vi&#x146;a jums iedevusi t&#x101;das kvalit&#x101;tes ener&#x123;iju, kura jums pal&#x12B;dz&#x113;s atrisin&#x101;t savus sare�&#x123;&#x12B;jumus, t&#x101;p&#x113;c ka vi&#x146;ai �&#x101;du sare�&#x123;&#x12B;jumu nav un attiec&#x12B;g&#x101;s kvali�t&#x101;tes ener&#x123;ija palikusi neizlietota. Savuk&#x101;rt j&#x16B;s iedev&#x101;t ener&#x123;iju, kas nepiecie�ama kaimi&#x146;ienes probl&#x113;mu risi�n&#x101;�anai. Starp jums notika l&#x12B;dzv&#x113;rt&#x12B;ga apmai&#x146;a.</p><p>Diem�&#x113;l t&#x101; nenotiek vienm&#x113;r.</p><p>P&#x101;r&#x101;k bie�i redzam, ka "bumba tiek raid&#x12B;ta tikai vienos v&#x101;rtos". St&#x101;stot par sav&#x101;m nelaim&#x113;m, cilv&#x113;ks cen�as iz�rais&#x12B;t l&#x12B;dzj&#x16B;t&#x12B;bu un sa&#x146;emt v&#x113;lamo "t&#x12B;r&#x101;s ener&#x123;ijas" por�ciju apmai&#x146;&#x101; pret savu negat&#x12B;vo, "net&#x12B;ro" ener&#x123;iju, tas ir, savu "slikto" apmain&#x12B;t pret otra "labo". J&#x101;, t&#x101; ir nel&#x12B;dzv&#x113;rt&#x12B;ga apmai&#x146;a: cilv&#x113;ks, kas uzklaus&#x12B;jis otra �&#x113;lo�anos, p&#x113;c tam j&#x16B;t v&#x101;jumu, vi&#x146;a ener&#x123;ija ir "no&#x113;sta". Ta�u dz&#x12B;ve nav tik vienk&#x101;r�a. �odien tu pal&#x12B;dzi k&#x101;dam, bet r&#x12B;t k&#x101;ds cits pal&#x12B;dz&#x113;s tev. T&#x101;p&#x113;c nevajag skopoties un savam tuv&#x101;�kajam liegt ener&#x123;&#x113;tisko atbalstu.</p><p>Ta�u ir ar&#x12B; cilv&#x113;ki &#x12B;sti "vamp&#x12B;ri". Lai gan vi&#x146;iem ir v&#x101;ja, no�&#x113;lojama dv&#x113;sele, vi&#x146;i necen�as to stiprin&#x101;t un att&#x12B;st&#x12B;t, bet v&#x113;las nemit&#x12B;gi sa&#x146;emt citu dv&#x113;se&#x13C;u ener&#x123;iju. Vi&#x146;i past&#x101;v&#x12B;gi gau�as, s&#x16B;dzas par likteni, visiem uzm&#x101;cas ar �&#x113;lab&#x101;m par savu gr&#x16B;to dz&#x12B;vi un vienm&#x113;r tiecas vainu un atbild&#x12B;bu uzvelt citiem. Vi&#x146;us nevajag atbalst&#x12B;t. Ja esat spiesti �&#x101;dus cilv&#x113;kus uzklaus&#x12B;t, nej&#x16B;tiet l&#x12B;dzi. Piekto un desmito reizi klausoties vienu un to pa�u, centieties ne�uztvert to, ko jums saka. Nosl&#x113;dzieties sev&#x12B;, nepie&#x13C;aujiet ener&#x123;ijas apmai&#x146;u. Izt&#x113;lojieties, k&#x101; no galvas l&#x12B;dz k&#x101;j&#x101;m ietinaties bl&#x12B;v&#x101; caursp&#x12B;d&#x12B;g&#x101; audum&#x101; vai k&#x101; starp jums un sarunbiedru izveidojas necaurlaid&#x12B;ga stikla siena.</p><p>Ja nepavisam nesaprotat, k&#x101; nosl&#x113;gties no uzspiestas ener&#x123;ijas apmai&#x146;as, jums j&#x101;apg&#x16B;st ener&#x123;&#x113;tisk&#x101;s pa�regul&#x101;cijas pa&#x146;&#x113;mieni, iekams v&#x113;l neesat piln&#x12B;b&#x101; "no&#x113;sts".</p><p id="AutBody_0bookmark16">Ener&#x123;ijas uztver�anas &#x12B;patn&#x12B;bas</p><p>Uztv&#x113;ru�i sve�u ener&#x123;iju, m&#x113;s to p&#x101;rstr&#x101;d&#x101;jam un cen��amies izprast. �&#x101; procesa gait&#x101; dv&#x113;sele izaug un tiek del�d&#x113;ts karmiskais par&#x101;ds. P&#x113;c t&#x101;, k&#x101; cilv&#x113;ku v&#x113;rt&#x113; apk&#x101;rt&#x113;jie cilv&#x113;ki, vi&#x146;� saprot, kas vi&#x146;� ir. T&#x101;, piem&#x113;ram, cilv&#x113;ks sa�prot, kas vi&#x146;am trauc&#x113; �aj&#x101; pasaul&#x113; b&#x16B;t laim&#x12B;gam un kas nepiecie�ams, lai k&#x13C;&#x16B;tu laim&#x12B;gs.</p><p>Ir iesp&#x113;jams uztvert zvaig�&#x146;u ener&#x123;iju (ac&#x12B;mredzot tie��i to dar&#x12B;ja senie &#x113;&#x123;iptie�i) un dabas stihiju ener&#x123;iju (k&#x101; to dar&#x12B;ja &#x137;&#x12B;nie�i, v&#x113;rojot debesu, j&#x16B;ras, saules mijiedarb&#x12B;�bu). Var uztvert ener&#x123;iju no dabas augu un dz&#x12B;vnieku valst&#x12B;bas (t&#x101; dar&#x12B;ja dru&#x12B;di, Dienvidamerikas indi&#x101;&#x146;i, seno rusi�u ciltis). Ar&#x12B; �aj&#x101; proces&#x101; dv&#x113;sele ieg&#x16B;st zin&#x12B;bu un sp&#x113;ku, aug un nobriest. Ta�u �is ce&#x13C;� ac&#x12B;mredzot nav saist&#x12B;ts ar m&#x16B;su karmisko par&#x101;du deld&#x113;�anu. Karmu cil�v&#x113;ks uzkr&#x101;j, atrodoties starp cilv&#x113;kiem, un cilv&#x113;ku vid&#x113; ari to deld&#x113;.</p><p>Vienu un to pa�u ener&#x123;iju katrs cilv&#x113;ks uztver at�&#x137;i�r&#x12B;gi. No cilv&#x113;ka sapr&#x101;ta viedok&#x13C;a �o satrieco�o fenomenu nav iesp&#x113;jams saprast.</p><p>Viens cilv&#x113;ks ierodas veikal&#x101;, un vi&#x146;u tur apvaino. Kaut kas vi&#x146;a galv&#x101; noknik�&#x137;, un vi&#x146;� tie�i t&#x101;pat, bet varb&#x16B;t v&#x113;l vair&#x101;k apvaino k&#x101;du citu. Cits cilv&#x113;ks t&#x101;dos pa�os apst&#x101;k&#x13C;os nolemj nevienu un nekad ar lamuv&#x101;r�diem neaizskart, t&#x101;p&#x113;c ka pats izjutis, cik tas ir nepat&#x12B;�kami.</p><p>Vienu b&#x113;rnu per, un vi&#x146;� izaudzis per savus b&#x113;rnus, jo uzskata, ka tas ir labs audzin&#x101;�anas pa&#x146;&#x113;miens, t&#x101;p&#x113;c ka no vi&#x146;a ta�u izn&#x101;cis "labs cilv&#x113;ks". Citu b&#x113;rnu ar&#x12B; per, un vi&#x146;� k&#x13C;&#x16B;st &#x13C;auns, izaug par noziedznieku, visus ien&#x12B;st. Pret tre�o izturas tie�i t&#x101;pat k&#x101; pret pirmajiem diviem, bet vi&#x146;� izaudzis aizst&#x101;v v&#x101;jos un apspiestos, ir taisn&#x12B;gs un god&#x12B;gs cilv&#x113;ks. Vi&#x146;� nesp&#x113;j ne tikai iesist k&#x101;dam, bet pat apvainot otru, t&#x101;p&#x113;c ka zina, cik tas ir s&#x101;p&#x12B;gi.</p><p>K&#x101;p&#x113;c viena un t&#x101; pati darb&#x12B;ba, viens un tas pats agres&#x12B;vais ener&#x123;&#x113;tiskais l&#x101;di&#x146;� uz da�&#x101;d&#x101;m galv&#x101;m un dv&#x113;sel&#x113;m iedarbojas tik at�&#x137;ir&#x12B;gi? To zina tikai Rad&#x12B;t&#x101;js. M&#x113;s varam vien&#x12B;gi uzskat&#x12B;t, ka katras dv&#x113;seles ce&#x13C;� ir unik&#x101;ls, t&#x101;pat k&#x101; unik&#x101;la ir katra dv&#x113;sele! Tie�i t&#x101;p&#x113;c B&#x12B;bel&#x113; ir teikts: neties&#x101;jiet! Jo nezin&#x101;t un nevarat zin&#x101;t, ko un par ko ties&#x101;jat.</p><p>K&#x101; pal&#x12B;dz&#x113;t savai dv&#x113;selei</p><p>Uztverot sve�u neg&#x101;ciju, m&#x113;s vai nu pie&#x146;emam �o ener&#x123;iju un ar to dz&#x12B;vojam, vai atgr&#x16B;�am un cen�amies p&#x101;rvar&#x113;t t&#x101;s negat&#x12B;vo iedarb&#x12B;bu. Ac&#x12B;mredzot pretoties tum�ajam un net&#x12B;rajam sp&#x113;j tikai sp&#x113;c&#x12B;ga un gai�a dv&#x113;itcle. Ko dar&#x12B;t, lai padar&#x12B;tu dv&#x113;seli lielu un sp&#x113;c&#x12B;gu?</p><p>! lerm&#x113;tisms dod atbildi: vair&#x101;k un bie�&#x101;k j&#x101;dom&#x101; par &gt;*,.ii�o un labo!</p><p>Ne jau velti literat&#x16B;r&#x101; bie�i rakst&#x12B;ts par gr&#x16B;tu b&#x113;rn&#x12B;bu, I ad vis&#x101;di pazemots b&#x113;rns, kas nav sa&#x146;&#x113;mis siltumu un maigumu, dv&#x113;sel&#x113; lolo skaistu, labest&#x12B;gu sapni, un tas vi&#x146;am pal&#x12B;dz p&#x101;rvar&#x113;t visas dz&#x12B;ves likstas un sava likte&#x146;a l u&#x123;i ievad&#x12B;t t&#x12B;ros &#x16B;de&#x146;os. Atsauksim atmi&#x146;&#x101; kop� b&#x113;rn&#x12B;I &gt;as iepaz&#x12B;tos varo&#x146;us Pelnru�&#x137;&#x12B;ti un mazo Kozetu, A&#x13C;o:'.u no "Meln&#x101;s vistas", Burat&#x12B;no un daudzus citus perso�n&#x101;�us. Rakstnieki, kuru gr&#x101;matas dom&#x101;tas b&#x113;rniem, ar sev rakstur&#x12B;go iej&#x16B;t&#x12B;gumu cen�as vi&#x146;iem dot �o ener&#x123;&#x113;lisko laimes atra�anas formulu.</p><p>Gai�as domas, gai�i sap&#x146;i, tic&#x12B;ba Augst&#x101;kajiem sp&#x113;�kiem, tic&#x12B;ba Dievam dod cilv&#x113;kam sp&#x113;ku tikt gal&#x101; ar &#x13C;au�numu. Doma ir materi&#x101;la, apgalvo herm&#x113;tisms, viss ir doma.</p><p>Dz&#x12B;vnieku pasaul&#x113; agresija rada agresiju. Cilv&#x113;ku pa�saul&#x113; ar&#x12B; ir sak&#x101;mv&#x101;rds: k&#x101; me�&#x101; sauc, t&#x101; atskan. Ar ko tad m&#x113;s at�&#x137;iramies no dz&#x12B;vniekiem? Ar to, ka sp&#x113;jam ar sapr&#x101;ta sp&#x113;ku p&#x101;rv&#x113;rst negat&#x12B;vo ener&#x123;iju pozit&#x12B;v&#x101; ener�&#x123;ij&#x101;, uz &#x13C;aunu neatbildot ar &#x13C;aunu, sl&#x101;p&#x113;t agresiju un l&#x12B;dz ar to izbeigt &#x13C;aunuma iedarb&#x12B;bu.</p><p>Vai esat kaut reizi m&#x113;&#x123;in&#x101;ju�i uzbudin&#x101;tam, sanikno�tam cilv&#x113;kam raid&#x12B;t pozit&#x12B;vus, labv&#x113;l&#x12B;bas pilnus savas ener&#x123;ijas impulsus? Nevajag l&#x113;npr&#x101;t&#x12B;gi pie&#x146;emt vi&#x146;a nik�numu un agresiju, nevajag noliekt galvu. P&#x101;rvarot vi&#x146;a agresijas spiedienu, pret&#x12B; j&#x101;s&#x16B;ta labest&#x12B;bas un sapratnes, mier&#x12B;guma un l&#x12B;dzj&#x16B;t&#x12B;bas impulss. Pam&#x113;&#x123;iniet!</p><p>S&#x101;kum&#x101; jut&#x12B;sit, cik gr&#x16B;ti ir pretoties negat&#x12B;vajam ener�&#x123;&#x113;tiskajam spiedienam, reiz&#x113; saglab&#x101;jot savu neatkar&#x12B;go st&#x101;vokli, cik daudz dv&#x113;seles sp&#x113;ka vajag, lai agresijai pret&#x12B; raid&#x12B;tu pozit&#x12B;vu l&#x101;di&#x146;u. Ta�u, ja tas izdosies, j&#x16B;s redz&#x113;sit br&#x12B;numu! J&#x16B;su acu priek�&#x101; cilv&#x113;ks nomieri�n&#x101;sies, vi&#x146;a uzbudin&#x101;jums noplaks, vi&#x146;� pats par to br&#x12B;n&#x12B;sies. Iesp&#x113;jams, vi&#x146;� s&#x101;ks atvainoties vai jut&#x12B;sies ne&#x113;rti. Nesmejieties par vi&#x146;u un �o uzvaru neuztveriet k&#x101; savu triumfu. S&#x16B;tiet vi&#x146;am v&#x113;l labest&#x12B;bas pilnu ener&#x123;iju un j&#x16B;s uz visiem laikiem k&#x13C;&#x16B;sit draugi. Cik vienk&#x101;r�i! Un cik sare�&#x123;&#x12B;ti!</p><p id="AutBody_0bookmark17">Vingrin&#x101;jums Pozit&#x12B;va impulsa raid&#x12B;�ana</p><p>Tikl&#x12B;dz saj&#x16B;tat agresijas spiedienu, r&#x12B;kojieties �&#x101;di:</p><p>1.� Iek�&#x113;ji sasprindzinieties, ne&#x13C;aujot sevi pak&#x13C;aut graur jo�aj&#x101;m vibr&#x101;cij&#x101;m. Sasprindziniet v&#x113;deru un galvas�kausa pamatni. Da�as sekundes pagaidiet, l&#x12B;dz sajut&#x12B;sit, ka iek�&#x113;ji esat neatkar&#x12B;gi no &#x101;r&#x113;j&#x101;s iedarb&#x12B;bas.</p><p>2.��� Izdariet l&#x113;nu un dzi&#x13C;u ieelpu, p&#x113;c tam t&#x101;du pa�u izelpu, saglab&#x101;jot nelielu sasprindzin&#x101;jumu. Saj&#x16B;tiet, ka jums izdodas saglab&#x101;t savas vibr&#x101;cijas.</p><p>3.� V&#x113;lreiz izdariet l&#x113;nu ieelpu, koncentr&#x113;jiet savus lab�v&#x113;l&#x12B;bas pilnos sp&#x113;kus cie�&#x101; kamol&#x101; saules pinuma apvid&#x16B;.</p><p>4.� L&#x12B;dz ar izelpu atsl&#x101;binieties un savu ener&#x123;&#x113;tisko ka�molu l&#x113;ni raidiet uz uzbudin&#x101;t&#x101; un agres&#x12B;v&#x101; cilv&#x113;ka saules pinumu.</p><p>Vai v&#x113;laties, lai j&#x16B;su &#x123;imen&#x113; valda miers un satic&#x12B;ba?</p><p>Vai v&#x113;laties labv&#x113;l&#x12B;bas pilnu atmosf&#x113;ru darb&#x101;?</p><p>Vai v&#x113;laties sapra�anos ar b&#x113;rniem?</p><p>Viss ir j&#x16B;su sp&#x113;kos. Veicot past&#x101;v&#x12B;gu ener&#x123;&#x113;tisko ap�mai&#x146;u ar pasauli un apk&#x101;rt&#x113;jiem cilv&#x113;kiem, savos ener�&#x123;&#x113;tiskajos impulsos ietveriet labv&#x113;l&#x12B;bas, labest&#x12B;bas un prieka inform&#x101;ciju un pasaule glu�i vienk&#x101;r�i nesp&#x113;s jums neatbild&#x113;t ar to pa�u.</p><p>Var gad&#x12B;ties, ka ne jau viss t&#x16B;da&#x13C; izdosies t&#x101;, k&#x101; grib&#x113;tos, varb&#x16B;t pietr&#x16B;ks sp&#x113;ka un paciet&#x12B;bas. "M&#x113;r&#x137;i var sasniegt, vien&#x12B;gi ejot uz to!" m&#x101;ca sena gudr&#x12B;ba.</p><p>Atskatoties atpaka&#x13C;, ir nepat&#x12B;kami dom&#x101;t par to, ka no daudz&#x101;m k&#x13C;&#x16B;d&#x101;m var&#x113;ja izvair&#x12B;ties un daudzus so&#x13C;us spert cit&#x101; virzien&#x101;. St&#x101;t! Katras dv&#x113;seles ce&#x13C;� ir unik&#x101;ls! Katra pieredze dz&#x12B;v&#x113; ir pozit&#x12B;va! Nav un nevar b&#x16B;t ne�gat&#x12B;vas pieredzes. Svar&#x12B;gi ir vien&#x12B;gi no katras pieredzes izdar&#x12B;t pozit&#x12B;vus secin&#x101;jums!</p><p>Savulaik esam r&#x12B;koju�ies aplami un b&#x113;d&#x101;jamies, jo ne�saprotam, ka m&#x16B;su toreiz&#x113;j&#x101; r&#x12B;c&#x12B;ba atbilda tam, k&#x101;di pa�i bij&#x101;m. K&#x101;ds esmu, t&#x101; ar&#x12B; r&#x12B;kojos, t&#x101;du ce&#x13C;u izv&#x113;los. Man las nepatika, un tagad esmu cit&#x101;ds, esmu savu pieredzi izv&#x113;rt&#x113;jis un nu vairs l&#x12B;dz&#x12B;gu k&#x13C;&#x16B;du neizdar&#x12B;�u. T&#x101; ir mana pozit&#x12B;v&#x101; pieredze. Ja gribu izvair&#x12B;ties no jaun&#x101;m k&#x13C;&#x16B;d&#x101;m, inan apzin&#x101;ti j&#x101;izkopj savs gars, j&#x101;analiz&#x113; sava r&#x12B;c&#x12B;ba un domas. K&#x101;ds b&#x16B;�u r&#x12B;t, t&#x101;da b&#x16B;s ar&#x12B; mana r&#x12B;tdienas dz&#x12B;ve. K&#x101;du dz&#x12B;vi gribu sev rit, t&#x101;du �odien veidoju sevi, lai atbilstu tam, k&#x101;ds b&#x16B;�u rit.</p></section><section><title><p>CILV&#x112;KU ENER&#x122;&#x112;TISK&#x100;S MIJIEDARB&#x12A;BAS VEIDI</p></title><p>Starp cilv&#x113;kiem past&#x101;v da�&#x101;di ener&#x123;&#x113;tisk&#x101;s mijiedar�b&#x12B;bas veidi. Nosauksim tos nosac&#x12B;ti t&#x101;:</p><p>1)� l&#x12B;dzv&#x113;rt&#x12B;ga apmai&#x146;a,</p><p>2)� ener&#x123;ijas piesaist&#x12B;�ana sev,</p><p>3)� sp&#x113;ja b&#x16B;t par ener&#x123;ijas avotu,</p><p>4)�� neitr&#x101;la poz&#x12B;cija.</p><p>M&#x113;&#x123;in&#x101;sim s&#x12B;k&#x101;k izanaliz&#x113;t visus �etrus veidus.</p><p id="AutBody_0bookmark18">L&#x12B;dzv&#x113;rt&#x12B;ga apmai&#x146;a</p><p>L&#x12B;dzv&#x113;rt&#x12B;ga apmai&#x146;a parasti past&#x101;v starp tuviem cil�v&#x113;kiem, kuri labi saprotas un labi izturas viens pret otru. �&#x101;da apmai&#x146;a sastopama tajos gad&#x12B;jumos, kad iev&#x113;rots herm&#x113;tiskais cilv&#x113;ku Atbilst&#x12B;bas princips.</p><p>Ja tas ir darb&#x101;, �&#x101;di cilv&#x113;ki ir br&#x12B;ni�&#x137;&#x12B;gi partneri, vi&#x146;i bez liekv&#x101;rd&#x12B;bas izskaidro viens otram lietas b&#x16B;t&#x12B;bu. Vi&#x146;i nestr&#x12B;das par to, kur� b&#x16B;s pirmais, vai par to, k&#x101; sadal&#x12B;t atl&#x12B;dz&#x12B;bu, jo apmain&#x101;s tie�i ar tiem impulsiem, kuri ne�piecie�ami partnerim, t&#x101;p&#x113;c sp&#x113;j vienoties par jebkuru jaut&#x101;jumu.</p><p>L&#x12B;dzv&#x113;rt&#x12B;gu ener&#x123;ijas apmai&#x146;u ir viegli fiks&#x113;t.</p><p>Divi cilv&#x113;ki nenogurst viens no otra, netrauc&#x113; viens otram, reiz&#x113; s&#x101;k un beidz darbu, it k&#x101; b&#x16B;tu norun&#x101;ju�i.</p><p>Laul&#x101;tie, starp kuriem noris l&#x12B;dzv&#x113;rt&#x12B;ga ener&#x123;ijas ap�mai&#x146;a, parasti izskat&#x101;s k&#x101; ide&#x101;las saska&#x146;as paraugs. Ne tik bie�i, bet ar&#x12B; m&#x16B;sdien&#x101;s sastopamas t&#x101;das harmonis�kas &#x123;imenes, kur&#x101;s valda labest&#x12B;ba un laul&#x101;tie smalkj&#x16B;t&#x12B;gi izturas viens pret otru. Protams, ar&#x12B; taj&#x101;s gad&#x101;s da�&#x101;di sare�&#x123;&#x12B;jumi, tom&#x113;r jebkur&#x101;s likst&#x101;s saglab&#x101;jas l&#x12B;dzsvars.</p><p>Da�k&#x101;rt gad&#x101;s, ka apk&#x101;rt&#x113;jie starp laul&#x101;tajiem past&#x101;vo��o l&#x12B;dzv&#x113;rt&#x12B;go apmai&#x146;u nesaskata, un tad vi&#x146;i var atst&#x101;t d&#x12B;�vainu iespaidu. �&#x137;iet, ka viens laul&#x101;tais burtiski iet otra pa�vad&#x101;, ta�u �&#x101;ds iespaids gandr&#x12B;z vienm&#x113;r ir m&#x101;n&#x12B;gs. �&#x101;das &#x123;imenes ir k&#x101; nosl&#x113;gtas sist&#x113;mas, lieliski noregul&#x113;ti iek�&#x113;�jie meh&#x101;nismi, kas nav atkarigi no &#x101;r&#x113;jiem apst&#x101;k&#x13C;iem.</p><p>Turkl&#x101;t laul&#x101;tie var bez mitas str&#x12B;d&#x113;ties, bet faktiski viens otru neiev&#x113;rot. (T&#x101; izskat&#x101;s no malas.) Ta�u, ja iz��&#x137;iras vi&#x146;iem kas svar&#x12B;gs, abiem pietiek ar vienu skatienu, lai saprastu, vai partneris piekr&#x12B;t vai ne. Laul&#x101;tie ar l&#x12B;dz�v&#x113;rt&#x12B;gu ener&#x123;ijas apmai&#x146;u nekad nepie&#x146;em l&#x113;mumus, neapspriedu�ies ar savu "otro pusi", lai gan �o "apsprie��anos" citi vai nu nesaprat&#x12B;s, vai nepaman&#x12B;s.</p><p>Pavasar&#x12B; zemnieki pied&#x101;v&#x101; vasarn&#x12B;cu iem&#x12B;tniekiem I uism&#x113;slus. Ma�&#x12B;na piebrauc pie k&#x101;rt&#x113;j&#x101;s m&#x101;ji&#x146;as. �oferis pied&#x101;v&#x101; preci. V&#x12B;rietis un sieviete k&#x101;du br&#x12B;di dom&#x101;, klu�s&#x113;jot apl&#x16B;ko kravu, nov&#x113;rt&#x113; to. Vi&#x146;a pagrie�as un iet, ska&#x13C;i spriedel&#x113;jot par sliktajiem cilv&#x113;kiem, kas iedz&#x12B;vojas uz vasarnieku r&#x113;&#x137;ina. �oferis sabo�as un grib braukt proj&#x101;m. V&#x12B;rietis saka: "Izg&#x101;z tur." �oferim tas paliek nosl&#x113;pums, k&#x101;d&#x101; veid&#x101; laul&#x101;tie vienoj&#x101;s. Vai vi&#x146;� bija abu skand&#x101;la liecinieks? Bet laul&#x101;tie jau p&#x113;c mirk&#x13C;a k&#x16B;tsm&#x113;slus irdina kartupe&#x13C;u lauk&#x101;, sieviete ska&#x13C;&#x101; bals&#x12B; sprie�, cik labi k&#x16B;ts�m&#x113;sli nopirkti.</p><p>Laul&#x101;tie, starp kuriem past&#x101;v vienl&#x12B;dz&#x12B;ga apmai&#x146;a, pa�rasti dz&#x12B;vo ilgu m&#x16B;�u. Vi&#x146;u ener&#x123;&#x113;tisk&#x101; viengabalain&#x12B;ba ir veiksmes un labkl&#x101;j&#x12B;bas &#x137;&#x12B;la.</p><p>L&#x12B;dzv&#x113;rt&#x12B;gai ener&#x123;ijas apmai&#x146;ai starp draugiem un kai�mi&#x146;iem ir rakstur&#x12B;ga absol&#x16B;ta neuzb&#x101;z&#x12B;ba un past&#x101;v&#x12B;ga izpal&#x12B;dz&#x12B;ba un atbalsts.</p></section><section><title><p>Ener&#x123;&#x113;tiskais vamp&#x12B;risms</p></title><p>M&#x113;s jau piemin&#x113;j&#x101;m cilv&#x113;kus "vamp&#x12B;rus", kuri bez mi�tas st&#x101;sta citiem par sav&#x101;m nelaim&#x113;m un probl&#x113;m&#x101;m. Pa�rasti �&#x101;diem cilv&#x113;kiem s&#x101;kum&#x101; j&#x16B;tam l&#x12B;dzi, bet p&#x113;c tam rodas klusas dusmas, kas p&#x101;raug izmisuma piln&#x101; reakcij&#x101;, ko var izteikt vien&#x101; v&#x101;rd&#x101;: "B&#x113;gt!" V&#x113;lams iesp&#x113;jami t&#x101;l&#x101;k, lai m&#x16B;s vairs nevar sasniegt.</p><p>Draugu, kaimi&#x146;u un darbabiedru attiec&#x12B;b&#x101;s v&#x113;l var "vamp&#x12B;riem" kaut k&#x101; piel&#x101;goties, cen�oties vi&#x146;us "neba�rot" un nezaud&#x113;t ener&#x123;iju, turpret&#x12B; laul&#x12B;b&#x101; "donoram" kopdz&#x12B;ve k&#x13C;&#x16B;st gandr&#x12B;z necie�ama. Turkl&#x101;t var gad&#x12B;ties, ka "vamp&#x12B;ram" ar citiem cilv&#x113;kiem ir vienl&#x12B;dz&#x12B;ga apmai&#x146;a un vi&#x146;� tikai no viena konkr&#x113;ta cilv&#x113;ka nos&#x16B;c ener&#x123;iju sev.</p><p>Laul&#x101;tais "donors", kur� nemit&#x12B;gi "baro" otru laul&#x101;to "vamp&#x12B;ru", pak&#x101;peniski ar&#x12B; pats var k&#x13C;&#x16B;t par "vamp&#x12B;ru" attiec&#x12B;b&#x101; pret citiem cilv&#x113;kiem darbabiedriem, draugiem vai saviem b&#x113;rniem. Vai ar&#x12B; sp&#x113;ku izs&#x12B;kums sa&#x113;rcina tikt&#x101;l, ka vi&#x146;� s&#x101;k rikot skand&#x101;lus, kuri beigu beig&#x101;s noved pie �&#x137;ir�an&#x101;s. Ta�u tas ir lab&#x101;kais variants. Slikt&#x101;kais ir tad, kad laul&#x101;tais "donors", nesp&#x113;dams pretoties "vamp&#x12B;ra" spiedienam, s&#x101;k slimot, n&#x12B;ku&#x13C;o un var pat jaunos gados nomirt.</p><p>Inteli&#x123;enta &#x123;imene: v&#x12B;rs zin&#x101;t&#x146;u kandid&#x101;ts, labs liet�prat&#x113;js darb&#x101;, cent&#x12B;gs, nodro�ina &#x123;imeni, ta�u klus&#x12B;b&#x101; te�roriz&#x113; sievu medic&#x12B;nas darbinieci, daudz&#x113;j&#x101;d&#x101; zi&#x146;&#x101; ta�lant&#x12B;gu sievieti, kas aizraut&#x12B;gi apg&#x16B;st sve�valodas un p&#x113;ta pils&#x113;tas v&#x113;sturi. Terors izpau�as t&#x101;d&#x113;j&#x101;di, ka v&#x12B;rs alla� ar visu ir neapmierin&#x101;ts. V&#x12B;rs noteicis, ka vi&#x146;� m&#x101;j&#x101;s j&#x101;sagai�da ar ide&#x101;li uzpost&#x101;m telp&#x101;m un silt&#x101;m pusdien&#x101;m gald&#x101;. P&#x101;rk&#x101;pis p&#x101;r slieksni, vi&#x146;� apstaig&#x101; dz&#x12B;vokli un p&#x101;rbauda, vai viss ir ide&#x101;li. Aps&#x113;dies pie galda, izsaka pretenzijas par dak�i&#x146;u, kas nolikta �&#x137;&#x12B;bi, par t&#x113;ju, kas neesot pietiekami karsta, par virtuves sm&#x101;rdu, kuru pirms vi&#x146;a iera�an&#x101;s vajadz&#x113;jis izv&#x113;din&#x101;t. Reiz, ieradies m&#x101;j&#x101;s, vi&#x146;� tr&#x12B;s sekun�des past&#x101;v&#x113;ja priek�telp&#x101;, tad pagriez&#x101;s un, ne v&#x101;rda netei�cis, aizg&#x101;ja un pazuda uz visu nakti. Apvaino�an&#x101;s iemesls bija t&#x101;ds, ka vi&#x146;� priek�telp&#x101; neatrada savas �&#x12B;bas, jo t&#x101;s bija uzvilkusi paciemoties atn&#x101;kusi sievas draudzene.</p><p>Ar sve�valod&#x101;m un pils&#x113;tas v&#x113;sturi sieva nodarboj&#x101;s sle�pus, kad v&#x12B;ra nebija m&#x101;j&#x101;s. Vair&#x101;kas reizes vi&#x146;a m&#x113;&#x123;in&#x101;ja no sava despota aiziet. Bet apk&#x101;rt&#x113;jie cilv&#x113;ki vi&#x146;u nesa�prata, uzskat&#x12B;ja par untumainu: v&#x12B;rs ta�u ir laipns un labi audzin&#x101;ts, ar vi&#x146;u ir pat&#x12B;kami kontakt&#x113;ties, vi&#x146;� br&#x12B;ni�&#x137;&#x12B;gi g&#x101;d&#x101; par &#x123;imeni, bet str&#x12B;di jau gad&#x101;s visiem. Turkl&#x101;t v&#x12B;rs, k&#x101; jau &#x12B;stens "vamp&#x12B;rs", raud&#x101;ja un l&#x16B;dza atgriezties, jo nesp&#x113;jot "bez sievas dz&#x12B;vot". Beigas bija b&#x113;d&#x12B;gas un pat �ausm&#x12B;gas. Ziedo�a, skaista sieviete 42 gadu vecum&#x101; p&#x113;k�&#x146;i s&#x101;ka justies slikti, un da�u m&#x113;ne�u laik&#x101; onko�lo&#x123;iska slim&#x12B;ba vi&#x146;u sa&#x113;da. Ar nemit&#x12B;gu sp&#x113;ku zudumu saist&#x12B;tais sasprindzin&#x101;jums noveda pie n&#x101;v&#x113;jo�as slim&#x12B;bas.</p><p>Hner&#x123;ijas piesaist&#x12B;�anai var b&#x16B;t ar&#x12B; pozit&#x12B;vs raksturs. Ir i ilv&#x113;ki, kuriem visi grib pa�&#x113;loties. Vi&#x146;i bie�i k&#x13C;&#x16B;st j^ar &#x13C; nofesion&#x101;liem psihologiem, skolot&#x101;jiem, medi&#x137;iem. �&#x101;�diem cilv&#x113;kiem piem&#x12B;t sp&#x113;ja novilkt uz sevi negat&#x12B;vo ener&#x123;iju, to p&#x101;rstr&#x101;d&#x101;t un p&#x113;c tam att&#x12B;r&#x12B;tu palaist izplat&#x12B;&#x13C;iim&#x101;. Protams, vi&#x146;i nav "vamp&#x12B;ri", atbilsto�i karmai vi&#x146;u pien&#x101;kums ir att&#x12B;r&#x12B;t plan&#x113;tas psihisko telpu. �iem cilv&#x113;�kiem ir j&#x101;saprot, ka sp&#x113;ja �&#x137;&#x12B;st&#x12B;t citu &#x13C;au�u dv&#x113;seles vi&#x146;iem dota nevis bag&#x101;t&#x12B;bu vairo�anai, bet gan k&#x101; �&#x12B;s pr&#x101;v&#x101;s kar�inas deld&#x113;�anas l&#x12B;dzeklis. &#x12B;pa�i lepniem par to nevaja�dz&#x113;tu b&#x16B;t.</p><p>Tagad �&#x101;du cilv&#x113;ku ir daudz vair&#x101;k nek&#x101; jebkad agr&#x101;k. Tas r&#x101;da, ka plan&#x113;tai ir nepiecie�ama steidzama att&#x12B;r&#x12B;�ana, lai t&#x101; neaizietu boj&#x101;, lai cilv&#x113;ku negat&#x12B;v&#x101; ener&#x123;ija to nenos m&#x101;c&#x113;tu.</p><p>Da�k&#x101;rt m&#x101;tei, kas izmis&#x12B;gi grib pal&#x12B;dz&#x113;t savam slimajam b&#x113;rnam, izdodas p&#x101;r&#x146;emt b&#x113;rna s&#x101;pes un cie�anas, visu negat&#x12B;vo, ko liktenis bija l&#x113;mis m&#x12B;&#x13C;otajam cilv&#x113;ci&#x146;am. Vi&#x146;as pa�aizliedz&#x12B;bas kv&#x113;le ir tik liela, ka �&#x101;das ener&#x123;ijas liesm&#x101;s viss sliktais moment&#x101;ni "sadeg". �&#x101;d&#x101; gad&#x12B;jum&#x101; m&#x101;te b&#x113;rnam pal&#x12B;dz ari p&#x101;rvar&#x113;t vi&#x146;a karmu.</p><p>M&#x101;tei un b&#x113;rnam ir &#x12B;pa�as ener&#x123;&#x113;tisk&#x101;s attiec&#x12B;bas. M&#x101;�tei ir ties&#x12B;bas un iesp&#x113;ja pal&#x12B;dz&#x113;t savam b&#x113;rnam attiec&#x12B;b&#x101; uz absol&#x16B;ti visu (pat b&#x113;rna karmas p&#x101;rvar&#x113;�anu). Ir sva�r&#x12B;gi, lai vi&#x146;us vienotu dv&#x113;se&#x13C;u radniec&#x12B;bas un m&#x12B;lest&#x12B;bas cie�&#x101; saikne.</p><p>Ar m&#x101;tes starpniec&#x12B;bu b&#x113;rns sa&#x146;em Kosmosa ener&#x123;iju, ar t&#x113;va starpniec&#x12B;bu Zemes ener&#x123;iju. T&#x101;p&#x113;c tad, kad nav m&#x101;tes m&#x12B;lest&#x12B;bas, m&#x113;s zaud&#x113;jam debesis, bet tad, kad pietr&#x16B;kst t&#x113;va autorit&#x101;tes, j&#x16B;tamies nedro�i cilv&#x113;ku sa�biedr&#x12B;b&#x101;.</p></section><section><title><p id="AutBody_0bookmark19">Cilv&#x113;ki ener&#x123;ijas avots</p></title><p>Tiem, kas cen�as apd&#x101;vin&#x101;t citus, turkl&#x101;t dara to ne�savt&#x12B;gi un priec&#x101;jas, redzot citus priec&#x12B;gus, atveras Aug�st&#x101;ko sp&#x113;ku ener&#x123;ijas avots. T&#x101;p&#x113;c nebaidieties b&#x16B;t par "donoru".</p><p>Ir svar&#x12B;gi, lai k&#x101; "donors" darbojaties apzin&#x101;ti, atbilsto�i savas dv&#x113;seles ener&#x123;ijas att&#x12B;st&#x12B;bas l&#x12B;menim. Cit&#x101;di sve�&#x101;s probl&#x113;mas j&#x16B;s sadedzin&#x101;s, bet sav&#x113;j&#x101;s nesp&#x113;sit atrisin&#x101;t.</p><p>Protams, v&#x113;l ir svar&#x12B;gi, lai j&#x16B;su k&#x101; "donora" pienesums n&#x101;ktu par labu nosac&#x12B;t&#x101; "vamp&#x12B;ra" dv&#x113;selei. Ja j&#x16B;s k&#x101;dam bezgal&#x12B;gi dodat ener&#x123;iju, cen�aties pal&#x12B;dz&#x113;t, bet cilv&#x113;ks vien&#x12B;gi labpr&#x101;t j&#x16B;su ener&#x123;iju &#x146;em pret&#x12B; un negras&#x101;s sav&#x101; dz&#x12B;v&#x113; neko main&#x12B;t, j&#x16B;s vi&#x146;am neko labu neesat izdar&#x12B;jis. J&#x16B;s, uzve&#x13C;ot sev sve�u nastu, vi&#x146;a karmu padar&#x101;t sma�g&#x101;ku. J&#x16B;su ener&#x123;ija netiek t&#x113;r&#x113;ta vajadz&#x12B;gajam m&#x113;r&#x137;im. T&#x101;tad cie� ar&#x12B; j&#x16B;su karma.</p><p>Ne jau visi cilv&#x113;ki sp&#x113;j b&#x16B;t par ener&#x123;ijas avotu citiem &#x13C;aud&#x12B;m.</p><p>Jo smag&#x101;ka ir cilv&#x113;ka karma, jo svar&#x12B;g&#x101;k vi&#x146;am ir iem&#x101;�c&#x12B;ties dal&#x12B;ties ar citiem. Ja cilv&#x113;ks nesavt&#x12B;gi, bez apsl&#x113;pta nodoma kaut ko atdod citiem, vi&#x146;� pret&#x12B; sa&#x146;em nesal&#x12B;�dzin&#x101;mi vair&#x101;k ieg&#x16B;st dv&#x113;seles sp&#x113;ju uzs&#x16B;kt Kosmosa ener&#x123;iju, izplat&#x12B;juma augsto vibr&#x101;ciju ener&#x123;iju un l&#x12B;dz ar to pats k&#x13C;&#x16B;st stipr&#x101;ks, izkopj savu garu. Tom&#x113;r tas v&#x113;l nenoz&#x12B;m&#x113; b&#x16B;t par ener&#x123;ijas avotu.</p><p>Kaut ko paveikt un atdot t&#x101;da ir visa m&#x16B;su dz&#x12B;ves j&#x113;ga. Ja, pateicoties do�anai, esam sakopoju�i gara ener�&#x123;iju jauniem ce&#x13C;ojumiem Visum&#x101;, t&#x101;tad neesam velt&#x12B;gi dz&#x12B;voju�i.</p><p>Uzkr&#x101;t, ieg&#x16B;t, saglab&#x101;t, izprast t&#x101; ir m&#x16B;su zemes dz&#x12B;�ves uzdevuma pirm&#x101; puse. B&#x16B;dami nesapr&#x101;t&#x12B;gi un b&#x113;r�ni�&#x137;&#x12B;gi neatt&#x12B;st&#x12B;ti, m&#x113;s uzsvaru liekam tie�i uz to. Ta�u vinn&#x113;t&#x101;ji ir tikai tic, kas kr&#x101;jot dom&#x101;, kam uzkr&#x101;to atdos.</p><p>Atdodot vi&#x146;i pilda otro, dv&#x113;selei svar&#x12B;g&#x101;ko uzdevuma &#x13C; uisi. Atdodot dv&#x113;sele priec&#x101;jas, k&#x13C;&#x16B;st pla�a un liela. Aiz�ejot no Zemes pl&#x101;na, t&#x101; sp&#x113;s sev&#x12B; ielaist p&#x101;rpasaul&#x12B;g&#x101;s l.iimes milz&#x12B;go kosmisko telpu.</p><p>Dz&#x12B;vo divi uz&#x146;&#x113;m&#x113;ji. Viena m&#x113;r&#x137;is ir pieb&#x101;zt kabatas, turkl&#x101;t nav svar&#x12B;gi, k&#x101;dam nol&#x16B;kam. Otrs r&#x16B;p&#x113;jas par &#x123;imenes, sabiedr&#x12B;bas p&#x101;rtic&#x12B;bu un labkl&#x101;j&#x12B;bu, v&#x113;las ra�ot skaistas, kvalitat&#x12B;vas, visiem vajadz&#x12B;gas preces. Abiem ies&#x101;kum&#x101; bija vien&#x101;ds ener&#x123;ijas daudzums un vien&#x101;da v&#x113;l&#x113;�an&#x101;s str&#x101;d&#x101;t, ta�u pirmais izsmels savas ener&#x123;&#x113;tisk&#x101;s iesp&#x113;jas, bet otrais, pateicoties ieguld&#x12B;�anai un atdo�anai, vairos ener&#x123;iju ikreiz, kad redz&#x113;s paveikt&#x101; darba lietde�r&#x12B;gumu.</p><p>Sieviete tiecas ieg&#x101;d&#x101;ties d&#x101;rgu kosm&#x113;tiku. K&#x101;ds �ai tieksmei sakars ar atdo�anu? Sieviete r&#x16B;p&#x113;jas par savu i /.skatu, grib b&#x16B;t pievilc&#x12B;ga �ajos br&#x12B;�os vi&#x146;a uzkr&#x101;j ener�&#x123;iju, kuru p&#x113;c tam izmantos. Kur? Tas atkar&#x12B;gs no vi&#x146;as iek�&#x113;j&#x101;s dzi&#x13C;&#x101;k&#x101;s v&#x113;lmes. Ja vi&#x146;a grib d&#x101;v&#x101;t saj&#x16B;smas un apbr&#x12B;nas prieku vienam cilv&#x113;kam, vi&#x146;a "nevil�us" aplai�mo ar&#x12B; visus apk&#x101;rt&#x113;jos cilv&#x113;kus. Vi&#x146;a staro k&#x101; saul&#x12B;te, d&#x101;�v&#x101; siltumu, atdod, bet t&#x101;tad �aj&#x101; br&#x12B;d&#x12B; ieg&#x16B;st sp&#x113;ju b&#x16B;t par Kosmosa ener&#x123;ijas pievad&#x12B;t&#x101;ju cilv&#x113;ku dv&#x113;sel&#x113;m. Starp atdodo�o cilv&#x113;ku un bezgal&#x12B;go izplat&#x12B;juma ener&#x123;iju izvei�dojas tie�s sakaru kan&#x101;ls, kas visu sav&#x101; tuvum&#x101; apg&#x101;d&#x101; ar t&#x12B;ro Gaismas ener&#x123;iju: "Esmu laim&#x12B;ga, ka tev tas pat&#x12B;k!"</p><p>Cita sieviete uzkr&#x101;jusi ener&#x123;iju konkr&#x113;tam nol&#x16B;kampan&#x101;kt no dz&#x12B;ves vai noteikta cilv&#x113;ka sev labv&#x113;l&#x12B;gus ap�st&#x101;k&#x13C;us. Vi&#x146;a nevis d&#x101;v&#x101;, bet tirgojas. Vi&#x146;as skaistums ir auksts un bie�i vien t&#x101;ds, kas atgr&#x16B;�. Neraugoties uz to, ka sievietei ir smalka gaume, cilv&#x113;kiem ar vi&#x146;u kontak�t&#x113;ties ir nepat&#x12B;kami, t&#x101;p&#x113;c ka no �&#x101;da skaistuma pl&#x16B;sto�ais ener&#x123;&#x113;tiskais impulss mums saka: "Vai no jums var ko ieg&#x16B;t?" Nav gaismas avota, nav d&#x101;vin&#x101;�anas, ir lieti�&#x137;a apmai&#x146;a. �is skaistums ir k&#x101; lampa, ko iedegusi liela v&#x113;l&#x113;�an&#x101;s ieg&#x16B;t. Neko neieg&#x16B;dama savai dv&#x113;selei, vien&#x12B;�gi izt&#x113;r&#x113;jusi jaun&#x12B;bas sp&#x113;ka ener&#x123;iju, �&#x101;da sieviete &#x101;tri p&#x101;rdegs un apdzisis.</p><p>J&#x16B;s kl&#x101;jat sv&#x113;tku galdu, pie jums n&#x101;ks viesi. J&#x16B;s gribat, lai viss b&#x16B;tu lab&#x101;k nek&#x101; pie draudzenes, lai visi j&#x16B;smotu un dom&#x101;tu: "J&#x101;, pie Sv&#x113;tas galds bija grezn&#x101;ks nek&#x101; pie Ma�as!" J&#x16B;s dzenaties p&#x113;c izmekl&#x113;t&#x101;m recept&#x113;m un gr&#x16B;ti dab&#x16B;jamiem produktiem. Viss izdodas br&#x12B;ni�&#x137;&#x12B;gi, un viesi ir apmierin&#x101;ti. Ta�u, lai saj&#x16B;sma b&#x16B;tu piln&#x12B;ga, kaut k&#x101; pie�tr&#x16B;ka. J&#x16B;s t&#x101; cent&#x101;ties, lai sa&#x146;emtu viesu saj&#x16B;smas ener�&#x123;iju. T&#x101;tad esat izdar&#x12B;jusi l&#x12B;dzv&#x113;rt&#x12B;gu apmai&#x146;u.</p><p>Bet Ma�a bija sacepusi vienk&#x101;r�as pank&#x16B;kas un grib&#x113;ja iepriecin&#x101;t viesus. Vi&#x146;a pank&#x16B;k&#x101;s bija ielikusi atdo�anas prieku un nev&#x113;l&#x113;j&#x101;s neko sa&#x146;em pret&#x12B;. Katrs, kas &#x113;d �o pank&#x16B;ku, apbr&#x12B;nojam&#x101; k&#x101;rt&#x101; kop&#x101; ar to sa&#x146;em gai�u sp&#x113;�ku devu, svaigas ener&#x123;ijas pl&#x16B;smu, ko liela dv&#x113;sele uzd&#x101;�vin&#x101;jusi t&#x101;pat vien, un &#x113;d&#x101;jam �&#x137;iet, ka vi&#x146;� bauda pa�u liel&#x101;ko gardumu pasaul&#x113;.</p><p>"Milti&#x146;i tie pa�i, bet roci&#x146;as citas," t&#x101; saka taut&#x101;, uz�sverot, ka svar&#x12B;gi ir ne tikai milti, bet ar&#x12B; rokas, darb&#x101; ielik�t&#x101; cilv&#x113;ka dv&#x113;sele.</p><p>Cilv&#x113;ki, kuri bez d&#x101;v&#x101;�anas, t&#x101;pat k&#x101; bez elpo�anas, nesp&#x113;j dz&#x12B;vot, kuriem zemes dz&#x12B;ves uzdevuma otr&#x101;s (un galven&#x101;s) puses izpild&#x12B;�ana nesag&#x101;d&#x101; nek&#x101;das gr&#x16B;t&#x12B;bas, ir ener&#x123;ijas avoti. Dot tas vi&#x146;iem ir viegli.</p><p>Patiesa v&#x113;l&#x113;�an&#x101;s dot liecina par augstu l&#x12B;meni sasnie�gu�u dv&#x113;seles st&#x101;vokli, par sp&#x113;ju izveidot tie�u sakaru kan&#x101;lu starp Augst&#x101;kajiem sp&#x113;kiem un cilv&#x113;kiem. Var pat teikt, ka ar dodo�a cilv&#x113;ka pal&#x12B;dz&#x12B;bu pats Dievs Tas Kungs s&#x16B;ta cilv&#x113;kiem savu m&#x12B;lest&#x12B;bu.</p><p>Cilv&#x113;ki ener&#x123;ijas avoti ne tik daudz pa�i &#x123;ener&#x113; sp&#x113;�ku, cik novada debesu sp&#x113;kus. T&#x101;ds ir vi&#x146;u liktenis (ja likteni uzskat&#x101;m par Dieva T&#x113;va dotu uzdevumu savam d&#x113;lam vai meitai, kas ce&#x13C;os uz Zemi).</p><p>K&#x101;p&#x113;c vi&#x146;iem ir t&#x101;ds liktenis, par to �eit nerun&#x101;sim. I '.iteiksim vien&#x12B;gi to, ka �iem cilv&#x113;kiem probl&#x113;mu nav ma/,.ik k&#x101; citiem &#x13C;aud&#x12B;m. Glu�i vienk&#x101;r�i �&#x12B;s probl&#x113;mas ir &#x12B;pa�as. T&#x101;s visas ir saist&#x12B;tas ar neprasmi uzkr&#x101;t savus sp&#x113;�kus un risin&#x101;t savas karmisk&#x101;s probl&#x113;mas. �ie cilv&#x113;ki uzI ver augst&#x101;s ener&#x123;ijas un nodod t&#x101;s t&#x101;l&#x101;k citiem, bet neI &gt;rot un pat kautr&#x113;jas izmantot sav&#x101; lab&#x101;. Ta�u velt&#x12B;gi!</p><p>Tie�i prasme uzkr&#x101;t, lai cik d&#x12B;vaini tas b&#x16B;tu, papla�ina vi&#x146;u dv&#x113;seli. Lai gan d&#x12B;vaini tas �&#x137;iet tikai pirmaj&#x101; mirkl&#x12B;. Visam ir j&#x101;att&#x12B;st&#x101;s. Ja cilv&#x113;ki atdod, bet neprot uzkr&#x101;t, agri vai v&#x113;lu vi&#x146;i noteikti jut&#x12B;sies sar&#x16B;gtin&#x101;ti par to, ka vi&#x146;u pa�u probl&#x113;mas paliek neatrisin&#x101;tas. Tas var pat sa�niknot: "Es visiem pal&#x12B;dzu, bet man neviens nevar vai negrib pal&#x12B;dz&#x113;t!"</p><p>Ta�u, ja cilv&#x113;ks ar �&#x101;du likteni iem&#x101;c&#x12B;sies debesu sp&#x113;kus &#x146;emt talk&#x101; savu probl&#x113;mu risin&#x101;�anai, vi&#x146;a dv&#x113;sele, risi�not �&#x12B;s probl&#x113;mas un p&#x101;rvarot savu karmu, att&#x12B;st&#x101;s, bet latad ar&#x12B; k&#x13C;&#x16B;st ietilp&#x12B;ga. Tad ar&#x12B; Dieva T&#x113;va uzdevums tiek i/.pild&#x12B;ts vislab&#x101;kaj&#x101; veid&#x101;. Liktenis k&#x13C;&#x16B;st laim&#x12B;gs.</p><p>K&#x101; redzat, ener&#x123;ijas uzkr&#x101;�ana un atdo�ana ir viena un t&#x101; pa�a dz&#x12B;ves procesa divas puses, un ignor&#x113;t nedr&#x12B;kst ne vienu, ne otru.</p><p>Protams, par ener&#x123;ijas avotu var b&#x16B;t katrs. K&#x101;dam tas ir svar&#x12B;gi &#x123;imen&#x113;, k&#x101;dam citam darb&#x101;, partner&#x12B;b&#x101;, dzied�niec&#x12B;b&#x101;. Vien&#x12B;gi ir j&#x101;patur pr&#x101;t&#x101;, ka �o cildeno un skaidr&#x12B;�bas pilno st&#x101;vokli nav iesp&#x113;jams imit&#x113;t, nav iesp&#x113;jams aizst&#x101;t. �o ener&#x123;iju j&#x16B;t ikviens; ja par&#x101;d&#x101;s jebkuri meli, Gaismas vairs nav, veltes vairs nav. T&#x101;pat ir j&#x101;atceras, ka no �&#x101; cilden&#x101; st&#x101;vok&#x13C;a, kuru sasniedzis gars, neko ne�dr&#x12B;kst pazaud&#x113;t, tas j&#x16B;s piepulcina augstaj&#x101;m Kosmosa ener&#x123;ij&#x101;m.</p><p>"Kur� zina m&#x113;ru, tas zina visu," teicis k&#x101;ds gudrs v&#x12B;rs. Iekams atdot, p&#x101;rliecinieties, vai jums ir v&#x113;l&#x113;�an&#x101;s to dar&#x12B;t, vai esat sasniedzis nepiecie�amo st&#x101;vokli, vai jums ir ko atdot. Dz&#x12B;v&#x113; sastopam nesavt&#x12B;gus cilv&#x113;kus, kas tiecas pa�l&#x12B;dz&#x113;t visiem un katram. Da�k&#x101;rt esam par �&#x101;du r&#x12B;c&#x12B;bu saj&#x16B;smin&#x101;ti, t&#x101;p&#x113;c ka vi&#x146;iem piem&#x12B;t t&#x101; ener&#x123;ija, par kuru run&#x101;j&#x101;m. Bet citreiz, skatoties uz �&#x101;du cilv&#x113;ku, m&#x16B;s p&#x101;r�&#x146;em d&#x12B;vainas j&#x16B;tas. Labest&#x12B;gs, �&#x137;ietami nesavt&#x12B;gs cilv&#x113;ks izraisa �&#x113;lumu un kaitina, rodas neapzin&#x101;ta v&#x113;l&#x113;�an&#x101;s dr&#x12B;z&#x101;k no vi&#x146;a tikt va&#x13C;&#x101; un b&#x113;gt.</p><p>Visbie�&#x101;k tie ir apsl&#x113;pti "vamp&#x12B;ri". Sl&#x113;pjoties aiz labv&#x113;&#x13C;a un izpal&#x12B;dz&#x113;t&#x101;ja maskas, vi&#x146;i cen�as "pievilkt sev" j&#x16B;su pateic&#x12B;bas ener&#x123;iju. Bie�i vien tas notiek neapzin&#x101;ti. Ir gr&#x16B;ti vi&#x146;us nosod&#x12B;t, jo parasti tie ir cilv&#x113;ki, kuriem b&#x113;rn&#x12B;b&#x101; pietr&#x16B;cis m&#x12B;lest&#x12B;bas. Vi&#x146;i no visas sirds cen�as b&#x16B;t labi, lai vismaz da&#x13C;&#x113;ji kompens&#x113;tu �o iztr&#x16B;kumu, v&#x113;las m&#x12B;les�t&#x12B;bas un pateic&#x12B;bas ener&#x123;iju sa&#x146;emt par katru cenu, pat par pazemojuma cenu.</p><p>Ta�u cik emocijas piem&#x101;n&#x12B;t ir viegli, tik ener&#x123;&#x113;tisk&#x101;s saj&#x16B;tas gr&#x16B;ti. Ja j&#x16B;tat, ka no jums "velk", s&#x16B;tiet� �&#x101;dam cilv&#x113;kam savu siltumu un labv&#x113;l&#x12B;bu, un Dievs j&#x16B;s neaiz�mirs&#x12B;s.</p><p>Esiet k&#x101; Saule! Saule apsp&#x12B;d un silda visus, neko ne�prasot pret&#x12B;. Esiet k&#x101; Saule un b&#x16B;sit tai l&#x12B;dz&#x12B;gi, un sa�prat&#x12B;sit to, un k&#x13C;&#x16B;sit kas vair&#x101;k nek&#x101; vienk&#x101;r�i Zemes iem&#x12B;tnieki, k&#x13C;&#x16B;sit par Kosmosa iem&#x12B;tniekiem, kas m&#x101;jo M&#x16B;�&#x12B;b&#x101;.</p></section><section><title><p id="AutBody_0bookmark20">Neitr&#x101;la poz&#x12B;cija</p></title><p>Neitr&#x101;la ener&#x123;&#x113;tisk&#x101; poz&#x12B;cija saist&#x12B;ta ar ener&#x123;ijas aiz�sardz&#x12B;bu un saglab&#x101;�anu. Katram cilv&#x113;kam dz&#x12B;v&#x113; ir br&#x12B;�i, kad vi&#x146;� nedr&#x12B;kst &#x13C;auties ener&#x123;&#x113;tiskajai apmai&#x146;ai ar ap�k&#x101;rt&#x113;jiem cilv&#x113;kiem. Aptuveni tie ir �&#x101;di: &#x2756; kad j&#x16B;tat, ka sasniegta gal&#x113;j&#x101; sp&#x113;ku vai sasprindzin&#x101;�juma robe�a; zin&#x101;t, ka nepiecie�ama atelpa;</p><p>kad saj&#x16B;tat "vamp&#x12B;ra" kl&#x101;tb&#x16B;tni un negribat vi&#x146;u "ba�rot";</p><p>kad nev&#x113;laties par sevi sniegt nek&#x101;du inform&#x101;ciju; &#x2756; kad esat uzbudin&#x101;ti vai sadusmoti un nev&#x113;laties savu neg&#x101;ciju izg&#x101;zt uz apk&#x101;rt&#x113;jiem, jo gribat to saprast un pa�i tikt ar to gal&#x101;;</p><p>kad saj&#x16B;tat psihisku spiedienu un gribat saglab&#x101;t savu ener&#x123;&#x113;tisko br&#x12B;v&#x12B;bu.</p><p>Katram cilv&#x113;kam ir ties&#x12B;bas &#x13C;auties vai ne&#x13C;auties ener�&#x123;&#x113;tiskajai apmai&#x146;ai ar apk&#x101;rt&#x113;jo pasauli. Mums j&#x101;res�pekt&#x113; �&#x12B;s katra cilv&#x113;ka ties&#x12B;bas. Iegaum&#x113;sim: esmu br&#x12B;vs I ikt&#x101;l, cikt&#x101;l atz&#x12B;stu apk&#x101;rt&#x113;jo cilv&#x113;ku br&#x12B;v&#x12B;bu. Ar&#x12B; br&#x12B;v&#x12B;bu k&#x13C;&#x16B;d&#x12B;ties!</p><p>Notic&#x113;t, ka da�k&#x101;rt nepiecie�ams "nosl&#x113;gties", nepa�visam nav gr&#x16B;ti. Daudz gr&#x16B;t&#x101;k apg&#x16B;t prasmi "nosl&#x113;gties" un reiz&#x113; b&#x16B;t neitr&#x101;lam. &#x13B;oti bie�i dom&#x101;jam, ka esam "no�sl&#x113;gu�ies", ta�u &#x12B;sten&#x12B;b&#x101; esam izlaidu�i &#x113;rk�&#x137;us un nepa�man&#x101;m, ka pret apk&#x101;rt&#x113;jiem izturamies agres&#x12B;vi.</p><p>Kas j&#x101;dara, lai ie&#x146;emtu neitr&#x101;lu ener&#x123;&#x113;tisko poz&#x12B;ciju? K&#x101; pasl&#x113;pties t&#x101;, lai neizjauktu pasaules harmoniju, k&#x101; ar&#x12B; savas iek�&#x113;j&#x101;s telpas harmoniju?</p><p>Ener&#x123;&#x113;tik&#x101; �&#x101;du st&#x101;vokli sauc par vid&#x113;jo uzman&#x12B;bas re�&#x12B;mu, psiholo&#x123;ij&#x101; par aizie�anu sev&#x12B;, ezoterikas iz�pratn&#x113; tas ir tuvs j&#x113;dzienam "medit&#x101;cija". Tas ir p&#x101;rvei�dots apzi&#x146;as st&#x101;voklis, k&#x101;ds ikdienas dz&#x12B;v&#x113; cilv&#x113;kam nav rakstur&#x12B;gs. Atrodoties �aj&#x101; st&#x101;vokl&#x12B;, j&#x16B;su smadzenes, lai gan ir nomod&#x101;, s&#x101;k darboties t&#x101;, it k&#x101; no &#x101;rpasaules b&#x16B;tu "atsl&#x113;gu�&#x101;s". Ta�u vienlaikus m&#x113;s kontrol&#x113;jam visas savas darb&#x12B;bas, bet inform&#x101;ciju uztveram pat saasin&#x101;ti, t&#x101;p&#x113;c ka k&#x13C;&#x16B;stam sp&#x113;j&#x12B;gi at�&#x137;irt galveno. M&#x113;s taup&#x101;m ener&#x123;iju, bet reiz&#x113; it k&#x101; skaidr&#x101;k un reljef&#x101;k redzam pasauli un saprotam sevi.</p><p>K&#x101; �&#x101;du st&#x101;vokli sasniegt? Ies&#x101;kum&#x101; j&#x101;patren&#x113;jas vie�natn&#x113;, lai neviens netrauc&#x113; un nekas nenov&#x113;r� uzman&#x12B;bu.</p><p id="AutBody_0bookmark21">Vingrin&#x101;jums Vid&#x113;jais uzman&#x12B;bas re�&#x12B;ms</p><p>Nost&#x101;jieties vai aps&#x113;dieties t&#x101;, lai jums b&#x16B;tu &#x113;rti. Izt&#x113;lo�jieties, ka jums uz galvas, uz pa�a pakau�a, ir mazs cilv&#x113;�ci&#x146;� tas esat j&#x16B;s pats. J&#x16B;s, mazais, l&#x113;k&#x101;jat pa sevis pa�a, liel&#x101;, iek�ieni. Pareiz&#x101;k sakot, ar izpletni l&#x113;n&#x101;m iesl&#x12B;dat sev&#x12B;.</p><p>Vispirms non&#x101;kat galvas debes&#x12B;s. T&#x101;s var b&#x16B;t migl&#x101; un m&#x101;ko&#x146;os t&#x12B;tas, tur var plaiksn&#x12B;t zibe&#x146;i un d&#x101;rd&#x113;t p&#x113;rkons. Cauri tum�ajiem m&#x101;ko&#x146;iem uzsp&#x12B;d saul&#x12B;te.</p><p>Kad aiz muguras palikusi r&#x12B;kle un kakls, skatienam pa�veras j&#x16B;su plecu zil&#x101;s debesis. Br&#x12B;vaj&#x101; telp&#x101; viegli lai�aties aizvien zem&#x101;k.</p><p>Ku&#x146;&#x123;a l&#x12B;men&#x12B; nolai�aties uz m&#x12B;kstas un siltas zemes. No smar�&#x12B;gas, norasoju�as z&#x101;les pl&#x16B;st svaiguma dvesma, t&#x101;s iespaid&#x101; j&#x16B;s atsl&#x101;bin&#x101;ties un lai�aties t&#x101;l&#x101;k.</p><p>Nedaudz zem nabas l&#x12B;me&#x146;a ies&#x113;�aties laivi&#x146;&#x101; un sl&#x12B;dat pa klusu ezeri&#x146;u. Tas ir zils, t&#x12B;rs, dzidrs ezers. J&#x16B;s raug&#x101;ties &#x16B;den&#x12B;, skat&#x101;ties uz l&#x113;p&#x113;m un &#x16B;densroz&#x113;m. Vai esat k&#x101;d�reiz v&#x113;roju�i &#x16B;densrozes, kas, pac&#x113;lu�&#x101;s no &#x16B;dens dz&#x12B;l&#x113;m, raisa savas ziedlapas? Tas ir vienreiz&#x113;js skats. To der pav&#x113;�rot ilgi un uzman&#x12B;gi, ne par ko nedom&#x101;jot!</p><p>Tagad palieciet sev iek�pus&#x113;. Atp&#x16B;tieties sav&#x101; iek�&#x113;j&#x101; pasaul&#x113;. Sekojiet elpo�anai.</p><p>Ir t&#x101;da saj&#x16B; ta, ka elpojat caur pakausi. J&#x16B;s ieelpojat gai�su no apk&#x101;rt&#x113;j&#x101; izplat&#x12B;juma, aug�&#x113;jiem t&#x101; sl&#x101;&#x146;iem gaisu, kas ir br&#x12B;vs no citu cilv&#x113;ku ener&#x123;ijas. �&#x137;iet, ka virs galvas pace&#x13C;as gai�s un viegls stabs. Tas &#x13C;auj ies&#x16B;kt gaisu no aug��&#x113;jiem atmosf&#x113;ras sl&#x101;&#x146;iem. Kop&#x101; ar gaisu j&#x16B;s uz&#x146;emat gaismu, lai p&#x113;c tam to izelpotu uz iek�u, mazaj&#x101; cilv&#x113;ci&#x146;&#x101;, kas atp&#x16B;�as uz j&#x16B;su pasaules zil&#x101; ezera &#x16B;de&#x146;iem.</p><p>Esot �&#x101;d&#x101; st&#x101;vokl&#x12B;, var dz&#x12B;vot, str&#x101;d&#x101;t, kontakt&#x113;ties ar citiem. Apk&#x101;rt&#x113;jo &#x13C;au�u attieksme b&#x16B;s labv&#x113;l&#x12B;ga, jo no</p><p>&#x13C;ums str&#x101;vos harmonija. Tuvie cilv&#x113;ki var izr&#x101;d&#x12B;t neap�mierin&#x101;t&#x12B;bu, jo esat ta�u nosl&#x113;gts un neko vi&#x146;iem nedo�dat. Centieties paskaidrot, ka jums ir nedaudz j&#x101;atp&#x16B;�as, vai ar&#x12B; d&#x101;v&#x101;jiet vi&#x146;iem nedaudz sava iek�&#x113;j&#x101; prieka. Tuvs �ilv&#x113;ks saprat&#x12B;s un, iesp&#x113;jams, spont&#x101;ni p&#x101;r&#x146;ems j&#x16B;su st&#x101;�vokli, proti, iesl&#x12B;gs sav&#x101; iek�&#x113;j&#x101; pasaul&#x113;, neizjaucot j&#x16B;s&#x113;jo. |. i teic, ka katram no mums b&#x16B;tu v&#x113;lams vismaz retumis izbaud&#x12B;t �&#x101;du re�&#x12B;mu.</p><p>�aj&#x101; st&#x101;vokl&#x12B; nav nek&#x101; b&#x12B;stama. Kad b&#x16B;s nepiecie�ams, pavisam viegli var&#x113;sit no t&#x101; izk&#x13C;&#x16B;t, jo pa�i �o st&#x101;vokli ra�d&#x12B;j&#x101;t. P&#x113;c izk&#x13C;&#x16B;�anas jut&#x12B;sities atp&#x16B;tu�ies, sp&#x113;ka un vese�l&#x12B;bas pilni. J&#x16B;su sp&#x113;ki tr&#x12B;sk&#x101;r�osies, kad saprat&#x12B;sit, ka ar "aizie�anu" sev&#x12B; esat sasniegu�i to, ko grib&#x113;j&#x101;t, jo vajadz&#x113;�ja vai nu aizsarg&#x101;ties, vai atjaunot sp&#x113;kus, vai sl&#x113;pt savus nodomus vai uzbudin&#x101;jumu, vai atvair&#x12B;t psiholo&#x123;isko spiedienu.</p><p>Uzman&#x12B;bu! Ja ar �&#x101;da st&#x101;vok&#x13C;a pal&#x12B;dz&#x12B;bu grib&#x113;sit k&#x101;du piem&#x101;n&#x12B;t vai apmu&#x13C;&#x137;ot, kaut ko nepeln&#x12B;ti ieg&#x16B;t, &#x13C;oti dr&#x12B;z j&#x16B;su iek�&#x113;j&#x101; pasaule k&#x13C;&#x16B;s tum�a, dzidrais ezers du&#x13C;&#x137;ains, no katras &#x16B;densrozes uz jums ar sav&#x101;m nekaun&#x12B;gaj&#x101;m a�el&#x113;m skat&#x12B;sies j&#x16B;su slepen&#x101;s tum�&#x101;s domas. Labsaj&#x16B;ta un zudu�ais prieks vairs neatgriez&#x12B;sies. Vajadz&#x113;s ilgi, p&#x101;r�varot lielas gr&#x16B;t&#x12B;bas, t&#x12B;r&#x12B;t savu psihisko pasauli, piepild&#x12B;t to ar jaun&#x101;m, gai�&#x101;m dom&#x101;m un kr&#x101;s&#x101;m.</p></section><section><title><p id="AutBody_0bookmark22">KARMISK&#x100;S SAIKNES LIKUMS</p></title><p>Jebkura tik�an&#x101;s dz&#x12B;v&#x113; ir karmiska. Katra dota k&#x101;d&#x101; noteikt&#x101; nol&#x16B;k&#x101;. Katra atst&#x101;j savas p&#x113;das j&#x16B;su likten&#x12B;. No vienas paliek tikko saman&#x101;ma z&#x12B;me, j&#x16B;s �o tik�anos neatceraties un t&#x101;s atst&#x101;t&#x101;s p&#x113;das nepaman&#x101;t, bet t&#x101;s ir� Otra tik�an&#x101;s k&#x13C;&#x16B;st par visu j&#x16B;su likteni, j&#x16B;su person&#x12B;bas un pa�as dz&#x12B;ves neat&#x146;emamu sast&#x101;vda&#x13C;u. Atmetiet to un nekas nepaliks p&#x101;ri. Liktenis b&#x16B;s pavisam cits, bet j&#x16B;s piln&#x12B;gi cits cilv&#x113;ks.</p><p>Saska&#x146;&#x101; ar Karmisk&#x101;s saiknes likumu visas tik�an&#x101;s dz&#x12B;v&#x113; atbilsto�i to ietekmei uz cilv&#x113;ka likteni un karmisk&#x101;s saiknes tuv&#x12B;bas pak&#x101;pei nosac&#x12B;ti iedal&#x101;mas devi&#x146;&#x101;s kategorij&#x101;s, proti, ir tik�an&#x101;s ar:</p><p>1)��������� b&#x113;rniem (Vi&#x146;i ir vistuv&#x101;kie un m&#x16B;su karmai vissva�r&#x12B;g&#x101;kie cilv&#x113;ki dz&#x12B;v&#x113;, vi&#x146;u d&#x113;&#x13C; sp&#x113;jam upur&#x113;t visu, un tas b&#x16B;s attaisnoti. Tiesa, vienm&#x113;r rodas jaut&#x101;jums: bet vai b&#x113;rniem �&#x101;ds upuris bija vajadz&#x12B;gs?);</p><p>2)�� iem&#x12B;&#x13C;otajiem;</p><p>3)�� laul&#x101;to;</p><p>4)�� vec&#x101;kiem, br&#x101;&#x13C;iem un m&#x101;s&#x101;m;</p><p>5)�� radiniekiem;</p><p>6)�� draugiem;</p><p>7)�� darbabiedriem;</p><p>8)�� pazi&#x146;&#x101;m;</p><p>9)�� nejau�iem gar&#x101;mg&#x101;j&#x113;jiem.</p><p>Tuva karmisk&#x101; saikne noz&#x12B;m&#x113; to, ka m&#x113;s ne reizi vien esam tiku�ies iepriek�&#x113;jo iemiesojumu laik&#x101;, mums bi�ju�as cie�as attiec&#x12B;bas un varb&#x16B;t esam vain&#x12B;gi cilv&#x113;ka priek�&#x101; vai vi&#x146;� ir vain&#x12B;gs m&#x16B;su priek�&#x101;. Iesp&#x113;jams, ka pag&#x101;tn&#x113; esam k&#x13C;uvu�i par �&#x101; cilv&#x113;ka lielas nelaimes c&#x113;loni un tagad par sav&#x101;m smagaj&#x101;m k&#x13C;&#x16B;d&#x101;m maks&#x101;jam t&#x101;d&#x113;�j&#x101;di, ka esam spiesti vi&#x146;am kalpot, pild&#x12B;t vi&#x146;a iegribas un uzklaus&#x12B;t pretenzijas. Ja liktenis mums rad&#x12B;jis �&#x101;dus apst&#x101;k&#x13C;us, t&#x101;tad tam ir savs c&#x113;lonis.</p><p>Jo t&#x101;l&#x101;ka ir karmisk&#x101; saikne, jo ret&#x101;ki pag&#x101;tn&#x113; biju�i ener&#x123;&#x113;tiskie kontakti un maz&#x101;k to b&#x16B;s ar&#x12B; �aj&#x101; dz&#x12B;v&#x113;.</p><p>Tiek uzskat&#x12B;ts, ka no iemiesojuma uz iemiesojumu m&#x113;s p&#x101;rejam "komplektos" vai, lab&#x101;k b&#x16B;tu teikt, bari&#x146;os glu��i k&#x101; c&#x101;&#x13C;i no viena "per&#x113;juma grozi&#x146;a". "Per&#x113;jumi" cits no cita at�&#x137;iras ar vibr&#x101;cij&#x101;m. P&#x113;c �&#x12B;m vibr&#x101;cij&#x101;m m&#x113;s pa�z&#x12B;stam cilv&#x113;ku no sava "grozi&#x146;a", lai cik t&#x101;lu citu no cita b&#x16B;tu izkais&#x12B;jis liktenis. "Nejau�i" satiekoties, m&#x113;s t&#x16B;da&#x13C; no pusv&#x101;rda saprotam cits citu.</p><p>Tas nenoz&#x12B;m&#x113;, ka mums nav attiec&#x12B;bu ar cilv&#x113;kiem no i iliem "grozi&#x146;iem". Ar vi&#x146;iem m&#x113;dz b&#x16B;t &#x13C;oti sare�&#x123;&#x12B;tas un smagas karmisk&#x101;s saiknes, ta�u labi j&#x16B;tamies tikai ar sav&#x113;jiem. Gad&#x101;s, ka saska&#x146;&#x101; ar karmu mums lemts visu m&#x16B;�u b&#x16B;t vientu&#x13C;iem un nevienu no sav&#x113;jiem nesatikt. T&#x101;tad esam to peln&#x12B;ju�i.</p><p>M&#x16B;su iztur&#x113;�an&#x101;s pret konkr&#x113;to cilv&#x113;ku ir atkar&#x12B;ga no lik�an&#x101;s kategorijas, jo Dieva dotu velti nedr&#x12B;kst sajaukt ar olu kulteni. Cik gan bie�i sav&#x101; dz&#x12B;v&#x113; visu sab&#x101;�am vie�n&#x101; mais&#x101;, aizmirstot, ka mums ir prim&#x101;ri karmiskie pien&#x101;�kumi un par&#x101;di, kas j&#x101;nok&#x101;rto par katru cenu, ner&#x113;&#x137;ino�ties ar iesp&#x113;j&#x101;m, laiku un l&#x12B;dzek&#x13C;iem. Ta�u ir ar&#x12B; tik�an&#x101;s, kuras var atlikt un aizmirst, ja prim&#x101;rie par&#x101;di prasa visu sp&#x113;ku sasprindzin&#x101;jumu.</p><p>S&#x101;ksim ar visatt&#x101;l&#x101;ko kategoriju, kas m&#x16B;s ietekm&#x113; vis�v&#x101;j&#x101;k. Pie t&#x101;s pieder cilv&#x113;ki, ar kuriem mums ir vismini�m&#x101;l&#x101;k&#x101; karmisk&#x101; saikne.</p></section><section><title><p>Gar&#x101;mg&#x101;j&#x113;ji</p></title><p>Protams, visas kategorijas ir visnota&#x13C; nosac&#x12B;tas. M&#x113;s zi�n&#x101;m, ka nejau�i gar&#x101;mg&#x101;j&#x113;ji nereti mums k&#x13C;&#x16B;st par drau�giem, dz&#x12B;vesbiedriem, iem&#x12B;&#x13C;otajiem un pat adopt&#x113;tiem b&#x113;rniem. Bet tagad �os gad&#x12B;jumus ne&#x146;emsim v&#x113;r&#x101;. Runa ir tikai par nejau�&#x101;m, ret&#x101;m reiz&#x113;m, lai gan ir skaidrs, ka ar&#x12B; t&#x101;s var &#x13C;oti ietekm&#x113;t m&#x16B;su dz&#x12B;vi.</p><p>Pirmajam pretimn&#x101;c&#x113;jam neatdodam visu savu nau�du l&#x12B;dz p&#x113;d&#x113;jam sant&#x12B;mam un nejau�am gar&#x101;mg&#x101;j&#x113;jam neejam l&#x12B;dzi l&#x12B;dz pasaules galam, piln&#x12B;gi aizmirsu�i, kurp g&#x101;j&#x101;m pirms tam. Ja t&#x101; r&#x12B;kojamies, parasti tas slikti beidzas.</p><p>Visiem likumiem ir savi iz&#x146;&#x113;mumi, ta�u tie jau t&#x101;p&#x113;c past&#x101;v, lai apstiprin&#x101;tu visp&#x101;r&#x12B;go likum&#x12B;bu, jo ir &#x101;rk&#x101;rt&#x12B;gi reti. K&#x101; likumu at�&#x137;irt no iz&#x146;&#x113;muma? J&#x101;ieklaus&#x101;s sev&#x12B;! (Sk. vingrin&#x101;jumu gr&#x101;matas "Z&#x101;les dv&#x113;selei" 3. noda&#x13C;&#x101;.) Nedr&#x12B;kst &#x13C;aut sve�ai gribai, sve�ai ener&#x123;ijai nom&#x101;kt m&#x16B;su impulsus, j&#x101;att&#x12B;sta intu&#x12B;cija, bet, ja t&#x101; klus&#x113;, lab&#x101;k dz&#x12B;vot saska&#x146;&#x101; ar visp&#x101;r&#x12B;go likum&#x12B;bu: kontaktus ar nejau�iem ga�r&#x101;mg&#x101;j&#x113;jiem veidot atbilsto�i �ai karmiskajai kategorijai t&#x101; b&#x16B;s lab&#x101;k.</p><p>Apl&#x16B;kosim �o likum&#x12B;bu. J&#x16B;s redzat cilv&#x113;ku pirmo reizi. Tas ir nejau�s gar&#x101;mg&#x101;j&#x113;js, ce&#x13C;abiedrs, p&#x101;rdev&#x113;js, takso�metra �oferis, �ig&#x101;niete, ubags utt. Mijiedarb&#x12B;b&#x101; ar gar&#x101;m�g&#x101;j&#x113;ju j&#x101;r&#x16B;p&#x113;jas par to, lai notiktu vienl&#x12B;dz&#x12B;ga apmai&#x146;a. T&#x101;d&#x113;j&#x101;di apliecin&#x101;m labv&#x113;l&#x12B;gu attieksmi pret pasauli. Pro�tams, varam ar&#x12B; uzd&#x101;vin&#x101;t saules stari&#x146;u no savas bag&#x101;t&#x12B;gi k&#x16B;s&#x101;jo�&#x101;s ener&#x123;ijas. Varam pa&#x146;emt vi&#x146;a neg&#x101;ciju un glu�i k&#x101; ledu izkaus&#x113;t to. Varam nosl&#x113;gties no cilv&#x113;ka, ja vi&#x146;� mums ir nepat&#x12B;kams vai nav attiec&#x12B;ga garast&#x101;vok&#x13C;a.</p><p>Tom&#x113;r sargieties izg&#x101;zt savas neg&#x101;cijas p&#x101;r nejau�a ga�r&#x101;mg&#x101;j&#x113;ja galvu. Un ne tikai t&#x101;p&#x113;c, ka vi&#x146;� var izdar&#x12B;t to pa�u. Bet ar&#x12B; t&#x101;p&#x113;c, ka varat iedarbin&#x101;t neg&#x101;ciju izg&#x101;�anas &#x137;&#x113;des reakciju, kura, ejot no cilv&#x113;ka pie cilv&#x113;ka un l&#x12B;dz ar to pie&#x146;emoties sp&#x113;k&#x101;, ar savu asti noteikti tr&#x101;p&#x12B;s jums. Piem&#x113;ram, par �o asti var k&#x13C;&#x16B;t nepatik�anas, kuras jums sag&#x101;d&#x101;s tuvi un m&#x12B;&#x13C;i cilv&#x113;ki.</p><p>Nejau�ais gar&#x101;mg&#x101;j&#x113;js no jums sa&#x146;emto neg&#x101;ciju izg&#x101;�z&#x12B;s p&#x101;r saviem pazi&#x146;&#x101;m, tie p&#x101;r saviem radiniekiem, bet vi&#x146;i savuk&#x101;rt p&#x101;r j&#x16B;su priek�nieku vai j&#x16B;su sievu. Un, l&#x16B;k, negat&#x12B;v&#x101; ener&#x123;ija atkal tr&#x101;pa jums. Tas vienm&#x113;r no�tiek piln&#x12B;gi negaid&#x12B;ti, t&#x101; sakot, "tuk�&#x101; viet&#x101;". Apjucis jau�t&#x101;sit liktenim: "Par ko? Ko esmu nodar&#x12B;jis?" J&#x16B;s nesp&#x113;jat atcer&#x113;ties, kur un kad iedarbin&#x101;j&#x101;t negat&#x12B;vo meh&#x101;nismu�</p><p>Nejau�o gar&#x101;mg&#x101;j&#x113;ju j&#x16B;s nepaz&#x12B;stat un nevarat pare�dz&#x113;t, k&#x101;du atbalsi rad&#x12B;s j&#x16B;su v&#x101;rdi, t&#x101;p&#x113;c esiet piesardz&#x12B;gi, neboj&#x101;jiet savu karmu! Lai p&#x113;c tam nevajadz&#x113;tu makmM par&#x101;dus.</p><p>Ja j&#x101;pie&#x146;em k&#x101;ds l&#x113;mums attiec&#x12B;b&#x101; uz cilv&#x113;ku, kuru redzat pirmo reizi, piem&#x113;ram, j&#x101;iz�&#x137;iras, vai sniegt pa�l&#x12B;dz&#x12B;bu, kuru jums l&#x16B;dz, vai pirkt mantas, kuras pied&#x101;�v&#x101;, ieklausieties sav&#x101;s saj&#x16B;t&#x101;s. Nesteidzieties, centieties saprast, k&#x101;ds ener&#x123;&#x113;tiskais impulss pat&#x12B;kams vai nepat&#x12B;I ams n&#x101;k no cilv&#x113;ka un k&#x101; �is impulss atbalsojas j&#x16B;sos.</p><p>Piem&#x113;ram, no tiem, kas uz ielas uzm&#x101;cas ar sav&#x101;m pre�c&#x113;m, bie�i vien n&#x101;k glu�i labs ener&#x123;&#x113;tiskais impulss (vi&#x146;i speci&#x101;li m&#x101;c&#x101;s t&#x101;du raid&#x12B;t), ta�u, ja ieklaus&#x101;ties sev&#x12B;, rodas neskaidrs, nepat&#x12B;kams satraukums. Tas notiek t&#x101;p&#x113;c, ka uz jums izdara spiedienu, agres&#x12B;vi uzspie� sve�u gribu. Nosl&#x113;dzieties (p&#x101;rejiet ener&#x123;ijas apmai&#x146;as neitr&#x101;laj&#x101; po�z&#x12B;cij&#x101;) un mier&#x12B;gi pie&#x146;emiet l&#x113;mumu: tam j&#x101;b&#x16B;t j&#x16B;su, ne�vis uzspiestam l&#x113;mumam.</p><p>Kad nejau�a gar&#x101;mg&#x101;j&#x113;ja kategoriju nejau�as tik�an&#x101;s gait&#x101; uztveram k&#x101; augst&#x101;ko karmisko sakni, tie�i tad Die�vi�&#x137;o velti sajaucam ar olu kulteni.</p><p>&#x13B;oti bie�i romantiski noska&#x146;oti jaunie�i j&#x16B;smo par ne�jau�iem ce&#x13C;abiedriem un pazi&#x146;&#x101;m. Vi&#x146;i sav&#x101; jaun&#x12B;bas de�dz&#x12B;b&#x101; sadom&#x101; skaistus notikumus, kas da�k&#x101;rt ir visai Liii no realit&#x101;tes.</p><p>Nejau�u cilv&#x113;ku pace&#x13C;ot tuv&#x101;k&#x101; drauga, m&#x12B;&#x13C;ot&#x101; cilv&#x113;ka rang&#x101;, tiek p&#x101;rk&#x101;pts Karmisk&#x101;s saiknes likums. Bet tas vienm&#x113;r beidzas ar milz&#x12B;gu sp&#x113;ka zudumu, neg&#x101;ciju nogulsn&#x113;�anos organisma ener&#x123;&#x113;tik&#x101;, bie�i visai nopietni ietekm&#x113; visu cilv&#x113;ka likteni. Ne vienm&#x113;r tas notiek tikai ar jaunie�iem, bet vienm&#x113;r ar psiholo&#x123;iski nenobrie�du�iem indiv&#x12B;diem. (T&#x101;p&#x113;c jaut&#x101;jums par jaunie�u psiho�lo&#x123;iskaj&#x101;m un sensoriskaj&#x101;m zin&#x101;�an&#x101;m, m&#x16B;supr&#x101;t, ir visnota&#x13C; aktu&#x101;ls!)</p><p>Ja tas atgad&#x12B;jies ar jums, nekr&#x12B;tiet izmisum&#x101;. Uztve�riet to k&#x101; svar&#x12B;gu dz&#x12B;ves m&#x101;c&#x12B;bu, k&#x101; pieredzi, kas pal&#x12B;dz daudzko noskaidrot j&#x16B;su dz&#x12B;v&#x113;. Pret cilv&#x113;kiem, kuri pret jums iztur&#x113;ju�ies netaisni, izturieties k&#x101; pret saviem sko�lot&#x101;jiem. �&#x101;da pieredze kaut k&#x101;da iemesla d&#x113;&#x13C; jums ir bijusi vajadz&#x12B;ga. Nomieriniet dv&#x113;seli, piedodiet p&#x101;rida�r&#x12B;t&#x101;jiem un sev, atbr&#x12B;vojieties no nepat&#x12B;kamaj&#x101;m dom&#x101;m, pasakiet paldies liktenim par m&#x101;c&#x12B;bu.</p><p>J&#x16B;su liktenis ir viss, kas notiek saska&#x146;&#x101; ar j&#x16B;su gribu un j&#x16B;su v&#x113;l&#x113;�anos, da�k&#x101;rt apsl&#x113;ptu v&#x113;l&#x113;�anos. Nevajag pie&#x146;emt l&#x113;mumus, uz kuriem j&#x16B;s noska&#x146;o nejau�i ga�r&#x101;mg&#x101;j&#x113;ji, ce&#x13C;abiedri un citi cilv&#x113;ki, kurus redzat pirmo reizi un, iesp&#x113;jams, ar&#x12B; p&#x113;d&#x113;jo.</p><p>Past&#x101;v viedoklis, ka vilcien&#x101; pie t&#x113;jas gl&#x101;zes ce&#x13C;abied�ram var izteikt visu, kas dz&#x12B;v&#x113; moka un ko nesp&#x113;jat iz�st&#x101;st&#x12B;t pat savai m&#x101;tei. Jums k&#x13C;&#x16B;s lab&#x101;k, j&#x16B;s att&#x12B;r&#x12B;sities, un j&#x16B;su dz&#x12B;ve p&#x101;rv&#x113;rt&#x12B;sies. T&#x101;s ir piln&#x12B;gas mu&#x13C;&#x137;&#x12B;bas.</p><p>Ielai�oties ener&#x123;ijas apmai&#x146;&#x101; ar cilv&#x113;ku un visu l&#x12B;dz p&#x113;d&#x113;jam izst&#x101;stot, m&#x113;s r&#x16B;p&#x12B;gi sl&#x113;ptajos savas dv&#x113;seles st&#x16B;�r&#x12B;�os ielai�am sve�a cilv&#x113;ka ener&#x123;iju. M&#x113;s pat iedom&#x101;ties nesp&#x113;jam, ko vi&#x146;� tur var nodar&#x12B;t.</p><p>Kad j&#x16B;s visu izst&#x101;st&#x101;t psihoterapeitam, prasm&#x12B;gais &#x101;rsts zina, ko pateikt, lai j&#x16B;su domas, t&#x101;tad ari ener&#x123;ija ievirz&#x12B;tos jums labv&#x113;l&#x12B;g&#x101; gultn&#x113;. Bet ko teiks nejau�s cilv&#x113;ks un kurp virz&#x12B;s j&#x16B;su uzbudin&#x101;to domu un ener&#x123;iju straumi? To zina tikai Dievs. Pa&#x13C;aujies uz Dievu, bet ari pats neguli. Dievs parasti s&#x16B;ta br&#x12B;din&#x101;juma z&#x12B;mes, ta�u m&#x113;s t&#x101;m nepiev&#x113;r�am uzman&#x12B;bu. J&#x16B;s gribat risk&#x113;t lai notiek, t&#x101; ir gaumes lieta!</p><p>Sargieties iel&#x16B;gt sav&#x101; m&#x101;j&#x101; nejau�us cilv&#x113;kus, jo nezi�n&#x101;t, k&#x101;du ener&#x123;iju vi&#x146;i nejau�i, bet varb&#x16B;t apzin&#x101;ti atst&#x101;s. M&#x101;ja tas ir m&#x16B;su dz&#x12B;ves liel&#x101;kais sv&#x113;tums. No m&#x101;jok&#x13C;a harmoniskuma par 90 procentiem ir atkar&#x12B;ga j&#x16B;su vese�l&#x12B;ba! T&#x101;p&#x113;c padom&#x101;jiet par to, cik piesardz&#x12B;gi j&#x101;izv&#x113;las cilv&#x113;ki, kurus ielai�am iedibin&#x101;taj&#x101; m&#x101;jas ener&#x123;&#x113;tiskaj&#x101; k&#x101;rt&#x12B;b&#x101;. Starp citu, &#x101;r&#x113;j&#x101; k&#x101;rt&#x12B;ba ne vienm&#x113;r ir piel&#x12B;dzi�n&#x101;ma ener&#x123;&#x113;tiskajai k&#x101;rt&#x12B;bai.</p><p>P&#x113;c tam, kad m&#x101;j&#x101; pabiju�i sanit&#x101;rtehni&#x137;i, elektri&#x137;i, i l.i/.&#x101;di remont&#x113;t&#x101;ji, v&#x113;lams veikt uzkop�anu ar mitru lu�patu. P&#x113;c izteikti nepat&#x12B;kamu cilv&#x113;ku aizie�anas v&#x113;l pa�pildus j&#x101;iededz sveces, lampi&#x146;as, j&#x101;izkv&#x113;pina telpas ar v&#x12B;raku vai kadi&#x137;iem. T&#x101;d&#x113;j&#x101;di neitraliz&#x113;jam m&#x101;jai sve�&#x101;s ener&#x123;ijas.</p></section><section><title><p id="AutBody_0bookmark23">Pazi&#x146;as</p></title><p>/</p><p>Tie ir cilv&#x113;ki, ar kuriem bie�i vai ne visai bie�i, tom&#x113;r ilz&#x12B;v&#x113; tiekamies, da�k&#x101;rt mijiedarb&#x12B;ba ar vi&#x146;iem ir &#x13C;oti pat&#x12B;kama, da�k&#x101;rt ne visai. Draugu kategorijai vi&#x146;us pieskait&#x12B;t nevaram, jo nej&#x16B;tam lielu tuv&#x12B;bu ar �iem cilv&#x113;�kiem. Visp&#x101;r nepaz&#x12B;stam vi&#x146;us pietiekami labi, lai saprasI u, vai vi&#x146;i mums ir v&#x113;l kas, iz&#x146;emot vienk&#x101;r�us pazi&#x146;as.</p><p>Tie ir paz&#x12B;stami cilv&#x113;ki, kaimi&#x146;i, past&#x101;v&#x12B;gais frizieris, pirtnieks, m&#x16B;su b&#x113;rnu skolot&#x101;ji un m&#x16B;su b&#x113;rnu skolas draugu vec&#x101;ki. �&#x12B; kategorija m&#x16B;su dz&#x12B;v&#x113; ir vispla�&#x101;k&#x101;. Cik da�&#x101;di m&#x113;s uzvedamies pirt&#x12B; un vec&#x101;ku sapulc&#x113;, tik at�&#x137;ir&#x12B;gi veidojam ar&#x12B; ener&#x123;&#x113;tisko mijiedarb&#x12B;bu ar da�&#x101;�diem pazi&#x146;&#x101;m.</p><p>Pazi&#x146;u loks liecina par to, cik daudzpus&#x12B;ga ir m&#x16B;su person&#x12B;ba vai, tie�i otr&#x101;di, cik tai ir �aura ievirze; par to, k&#x101;di karmiskie uzdevumi �aj&#x101; dz&#x12B;v&#x113; mums j&#x101;risina.</p><p>Ja cilv&#x113;ka pazi&#x146;as liel&#x101;koties ir �aura loka p&#x101;rst&#x101;vji, pie�m&#x113;ram, noteiktas zin&#x12B;bu nozares zin&#x101;tnieki vai skolot&#x101;ji, &#x101;rsti, milit&#x101;rpersonas utt., t&#x101;tad vi&#x146;am risin&#x101;ms ar&#x12B; no�teikts karmiskais uzdevums, kas saist&#x12B;ts ar vienu no cil�v&#x113;ku darb&#x12B;bas virzieniem. Piem&#x113;ram, j&#x16B;s esat &#x101;rsts, un gandr&#x12B;z visi j&#x16B;su pazi&#x146;as t&#x101; vai cit&#x101;di saist&#x12B;ti ar medic&#x12B;nu. T&#x101;tad cilv&#x113;ku &#x101;rst&#x113;�ana ir j&#x16B;su karmiskais uzdevums, ku�ru j&#x16B;s, diezgan dro�i var teikt, sekm&#x12B;gi risin&#x101;t un reiz&#x113; labi deld&#x113;jat ar&#x12B; karmu.</p><p>Tom&#x113;r m&#x113;dz veidoties ari d&#x12B;vainas situ&#x101;cijas. Cilv&#x113;ks p&#x113;c profesijas ir saist&#x12B;ts ar tehniku, bet visi vi&#x146;a pazi&#x146;as ir m&#x16B;zi&#x137;i. Vai ari cilv&#x113;ks ir m&#x16B;zi&#x137;is, bet visi pazi&#x146;as kulin&#x101;ri. Tas notiek tad, kad aizrau�an&#x101;s vai va&#x13C;asprieks cilv&#x113;kus nodarbina daudz vair&#x101;k nek&#x101; profesija.</p><p>Gad&#x101;s, ka dz&#x12B;ve strikti sadal&#x101;s: mans darbs un mana iem&#x12B;&#x13C;ot&#x101; nodarbo�an&#x101;s, turkl&#x101;t pirmais ir nepat&#x12B;kams, bet otr&#x101; &#x13C;oti interesanta un pat&#x12B;kama. Tas liecina par nepa�reizi izraudz&#x12B;tu dz&#x12B;ves ce&#x13C;u, bet t&#x101;tad par lielu nerealiz&#x113;tu rado�o potenci&#x101;lu. B&#x16B;tu labi main&#x12B;t savu dz&#x12B;vi attiec&#x12B;b&#x101; uz profesijas izv&#x113;li, lai non&#x101;ktu maksim&#x101;li cie�&#x101;k&#x101; saskar&#x113; ar iem&#x12B;&#x13C;oto nodarbo�anos. Un tad vis&#x101;s dz&#x12B;ves jom&#x101;s j&#x16B;s noteikti gaida pan&#x101;kumi: uzlabosies vesel&#x12B;ba un noska�&#x146;ojums, labv&#x113;l&#x12B;g&#x101;kas k&#x13C;&#x16B;s attiec&#x12B;bas ar tuviniekiem. J&#x16B;s jut&#x12B;sities rado�u ieceru un sp&#x113;ka pilni.</p><p>Ta�u tas attiecas uz gad&#x12B;jumiem, kad cilv&#x113;ka dz&#x12B;ves uz�devumiem ir konkr&#x113;ta, �aura karmisk&#x101; orient&#x101;cija-m&#x101;k�sla, zin&#x101;tne, pedago&#x123;ija, medic&#x12B;na, zemkop&#x12B;ba, tehni�ka utt.</p><p>Tom&#x113;r ir cilv&#x113;ki ar citiem, pla�&#x101;kiem un abstrakt&#x101;kiem karmiskajiem uzdevumiem. �o cilv&#x113;ku pazi&#x146;u loks ir ne tikai pla�s, bet ar&#x12B; visai daudzveid&#x12B;gs. Vi&#x146;us aizrauj pats saskarsmes, cilv&#x113;ku probl&#x113;mu nok&#x101;rto�anas un savstar�p&#x113;jo attiec&#x12B;bu process. Vi&#x146;iem ir interesanti "k&#x101;rtot lietas" un risin&#x101;t sve�as probl&#x113;mas.</p><p>�&#x101;di cilv&#x113;ki vienl&#x12B;dz labi j&#x16B;tas jebkur&#x101; sabiedr&#x12B;b&#x101;. Vi&#x146;i visus saprot, atrod kop&#x12B;gu valodu gan ar cilv&#x113;ku, kuram nav noteiktas dz&#x12B;vesvietas, gan ar slavenu zin&#x101;tnieku, gan ar dzejnieku, &#x101;rstu un m&#x16B;zi&#x137;i, atkritumu aizv&#x101;c&#x113;ju un r&#x16B;pn&#x12B;cas in�enieri. Vi&#x146;us uzskata par sav&#x113;jiem m&#x101;k�slinieku aprind&#x101;s un ciena �&#x12B;s pasaules varenie. Da�k&#x101;rt cilv&#x113;ki ar �&#x101;du raksturu izmanto savas sp&#x113;jas, lai nodro��in&#x101;tu sev labu dz&#x12B;vi un "tais&#x12B;tu" naudu. Pateicoties "sa�kariem", vi&#x146;i tiek pie kapit&#x101;la vai iek&#x101;rtojas str&#x101;d&#x101;t t&#x101;d&#x101; viet&#x101;, kur darbs kaulus nelau�, ta�u maks&#x101; tik daudz, ka var dz&#x12B;vot bezr&#x16B;p&#x12B;gi.</p><p>Bet �iem cilv&#x113;kiem ir j&#x101;pilda liels karmisks uzdevums. Vi&#x146;i to vienm&#x113;r saj&#x16B;t k&#x101; milz&#x12B;gu nerealiz&#x113;to iesp&#x113;ju po�tenci&#x101;lu. Pat baudot visus iesp&#x113;jamos dz&#x12B;ves priekus, vi&#x146;i past&#x101;v&#x12B;gi j&#x16B;t neapmierin&#x101;t&#x12B;bu ar to, ka nav izdar&#x12B;ts pats galvenais� Un patie�&#x101;m �o cilv&#x113;ku uzdevums ir kalpot sabiedr&#x12B;bai �&#x101; v&#x101;rda vispla�&#x101;kaj&#x101; noz&#x12B;m&#x113;.</p><p>Ir labi, ja vi&#x146;iem ir k&#x101;da iecere un iesp&#x113;ja to realiz&#x113;t. Tad vi&#x146;i k&#x13C;&#x16B;st par uz&#x146;&#x113;mumu un veikalu vad&#x12B;t&#x101;jiem, par sponsoriem, vada vald&#x12B;bas programmu izpildi, &#x12B;stenojot idejas par dz&#x12B;ves un sabiedr&#x12B;bas pilnveido�anu. Vi&#x146;iem ir daudz naudas, ta�u neapskaudiet �os cilv&#x113;kus vi&#x146;iem piem&#x12B;t uz&#x146;&#x113;m&#x113;ja talants. Turkl&#x101;t liela nauda prasa lielas r&#x16B;pes. Ja j&#x16B;s zin&#x101;tu, kas t&#x101;s par r&#x16B;p&#x113;m, piln&#x12B;gi labpr&#x101;t&#x12B;gi no t&#x101;m atteiktos. L&#x12B;dztekus uz&#x146;&#x113;m&#x113;jdarb&#x12B;bai �iem cilv&#x113;�kiem padodas darbs sabiedriskaj&#x101;s organiz&#x101;cij&#x101;s, da�&#x101;d&#x101;s ekolo&#x123;ijas, izgl&#x12B;t&#x12B;bas un cit&#x101;s komitej&#x101;s, vi&#x146;i ir lieliski ties�ne�i un izmekl&#x113;t&#x101;ji, g&#x16B;st pan&#x101;kumus vado�aj&#x101; un admi�nistrat&#x12B;vaj&#x101; darb&#x101;. Kalpo�ana sabiedr&#x12B;bai t&#x101;ds ir vi&#x146;u liktenis un karma.</p><p>Tom&#x113;r m&#x113;s visi, Zemes &#x13C;audis, esam vienoti un l&#x12B;dz&#x12B;gi, un mums ir kop&#x12B;gi uzdevumi. No t&#x101;, k&#x101; dz&#x12B;vo katrs cil�v&#x113;ks, ir atkar&#x12B;ga visas sabiedr&#x12B;bas, bet t&#x101;tad ikviena t&#x101;s locek&#x13C;a, ar&#x12B; m&#x16B;su dz&#x12B;ve.</p><p>Ener&#x123;&#x113;tisk&#x101; mijiedarb&#x12B;ba ar pazi&#x146;u kategoriju ir vis�daudzveid&#x12B;g&#x101;k&#x101;. Pazi&#x146;as m&#x113;s varam uztvert k&#x101; &#x13C;oti tuvus un pat&#x12B;kamus cilv&#x113;kus, vi&#x146;us m&#x12B;l&#x113;t vair&#x101;k nek&#x101; radinie�kus, b&#x16B;t ar vi&#x146;iem gar&#x12B;gi vienoti, bet pret k&#x101;du no vi&#x146;iem varam b&#x16B;t noska&#x146;oti pat naid&#x12B;gi. Atkar&#x12B;b&#x101; no t&#x101; ari vei�dojam attiec&#x12B;bas. Tom&#x113;r patur&#x113;sim pr&#x101;t&#x101;, ka atbilsto�i Kar�misk&#x101;s saiknes likumam �&#x12B;s kategorijas cilv&#x113;ki mums ir pietiekami t&#x101;li.</p></section><section><title><p id="AutBody_0bookmark24">Darbabiedri</p></title><p>Cik gan daudzas nelaimes ar m&#x16B;su cilv&#x113;kiem notiek t&#x101;p&#x113;c, ka vi&#x146;i neizprot j&#x113;dzienu "darbabiedrs"! Proti, to, ka ar �o cilv&#x113;ku ir saist&#x12B;tas tikai lieti�&#x137;as, darba attiec&#x12B;bas.</p><p>Ar darbu saist&#x12B;tie cilv&#x113;ki karmiski mums ir tuv&#x101;ki par vienk&#x101;r�iem pazi&#x146;&#x101;m. Ta�u ar&#x12B; vi&#x146;us nek&#x101;d&#x101; gad&#x12B;jum&#x101; nedr&#x12B;kst jaukt ar draugiem un radiniekiem. Pret&#x113;j&#x101; ga�d&#x12B;jum&#x101; var &#x13C;oti ciest gan lieti�&#x137;&#x101;s, gan draudz&#x12B;g&#x101;s, gan radniec&#x12B;g&#x101;s attiec&#x12B;bas. Nemaz jau nerun&#x101;jot par to, ka var izput&#x113;t pats darba lauks.</p><p>Mijiedarb&#x12B;ba ar darbabiedriem var balst&#x12B;ties tikai uz l&#x12B;dzv&#x113;rt&#x12B;gu apmai&#x146;u. Ar l&#x12B;dzj&#x16B;t&#x12B;bu, ar materi&#x101;lo atbalstu, ar "gr&#x16B;t&#x101; st&#x101;vok&#x13C;a izpratni" saist&#x12B;t&#x101;s attiec&#x12B;bas ir &#x101;rk&#x101;rt&#x12B;gi nev&#x113;lamas. Ja darbinieks prasa papildu atvieglojumus, k&#x101;du l&#x16B;dz pastr&#x101;d&#x101;t sav&#x101; viet&#x101;, t&#x101;p&#x113;c ka ir radu�&#x101;s pro�bl&#x113;mas, aiz&#x146;emas no visiem naudu "l&#x12B;dz algas dienai", tad atdod, bet p&#x113;c tam lien&#x113; atkal, vi&#x146;am glu�i vienk&#x101;r�i sav&#x101; dz&#x12B;v&#x113; kaut kas ir radik&#x101;li j&#x101;maina, jo �&#x101;da situ&#x101;cija nav norm&#x101;la.</p><p>Lieti�&#x137;aj&#x101; sf&#x113;r&#x101; partneri var ener&#x123;&#x113;tiski atbalst&#x12B;t tikai darba interes&#x113;s, tom&#x113;r �&#x101;da atbalst&#x12B;�ana nedr&#x12B;kst k&#x13C;&#x16B;t par past&#x101;v&#x12B;gu praksi. Ide&#x101;l&#x101; variant&#x101; negat&#x12B;vai mijiedarb&#x12B;bai nevajadz&#x113;tu b&#x16B;t, bet katr&#x101; zi&#x146;&#x101; t&#x101; b&#x16B;tu samazin&#x101;ma l&#x12B;dz minimumam.</p><p>Lieti�&#x137;o partneri m&#x113;s pie&#x146;emam t&#x101;du, k&#x101;ds vi&#x146;� ir, bet vienlaikus respekt&#x113;jam vi&#x146;a &#x12B;patn&#x12B;bas darba proces&#x101;. Ja partneris m&#x16B;s neapmierina, mekl&#x113;jam citu, ta�u, kam&#x113;r cita nav, piel&#x101;gojamies eso�ajam. T&#x101; ir sf&#x113;ra, kur attais�nojama t&#x12B;ri pragmatiska pieeja. Ja str&#x101;d&#x101; labi, ar&#x12B; pe&#x13C;&#x146;a ir laba. Ja str&#x101;d&#x101; slikti, m&#x101;cies str&#x101;d&#x101;t lab&#x101;k.</p><p>Cien&#x12B;jama d&#x101;ma, apavu veikala vad&#x12B;t&#x101;ja, "draudz&#x12B;bas v&#x101;rd&#x101;" pie&#x146;em darb&#x101; savas skolas gadu draudzenes meitu. Meitenei nav speci&#x101;l&#x101;s izgl&#x12B;t&#x12B;bas, darb&#x101; vi&#x146;a ir nolaid&#x12B;ga, str&#x101;d&#x101;t s&#x101;ka tikai t&#x101;p&#x113;c, ka mamma izvirz&#x12B;ja noteikumu: vai nu ej str&#x101;d&#x101;t, vai nedab&#x16B;si naudu jau�niem t&#x113;rpiem.</p><p>D&#x12B;vainas apst&#x101;k&#x13C;u sagad&#x12B;�an&#x101;s d&#x113;&#x13C; meitene non&#x101;k siI u&#x101;cij&#x101;, kad k&#x13C;&#x16B;st par milz&#x12B;gu nepatik�anu c&#x113;loni. Veikala direktore, nevainojama tirdzniec&#x12B;bas darbiniece, gandr&#x12B;z liek ies&#x16B;dz&#x113;ta ties&#x101;. Visi ir �ok&#x101;. Skolas gadu draudzene liek ieskait&#x12B;ta n&#x12B;sto ienaidnieku kategorij&#x101;.</p><p>Ta�u vain&#x12B;ga ir vien&#x12B;gi pati cien&#x12B;jam&#x101; d&#x101;ma. Neb&#x101;z visu savu dz&#x12B;vi vien&#x101; mais&#x101;! Darb&#x101; turi tikai apzin&#x12B;gus darbi�niekus un tos izv&#x113;lies neatkar&#x12B;gi no radniec&#x12B;bas. Lieti��&#x137;aj&#x101;m attiec&#x12B;b&#x101;m j&#x101;balst&#x101;s tikai uz lieti�&#x137;iem pamatiem. Tom&#x113;r d&#x101;ma savu k&#x13C;&#x16B;du l&#x12B;dz galam neizprata, jo no g&#x16B;t&#x101;s m&#x101;c&#x12B;ba izdar&#x12B;ja secin&#x101;jumu: nedari cilv&#x113;kiem labu. Vi&#x146;a atkal visu sab&#x101;za vien&#x101; mais&#x101;.</p><p>Diviem partneriem bija kop&#x12B;gs darb&#x12B;bas lauks. Viens "draudz&#x12B;bas v&#x101;rd&#x101;" l&#x16B;dza pie�&#x137;irt &#x12B;pa�us apst&#x101;k&#x13C;us (sak, &#x13C;oti vajag!), otrs "draudz&#x12B;bas v&#x101;rd&#x101;" nesp&#x113;ja atteikt. P&#x113;c tam pirmais pamatoti pazi&#x146;oja, ka vi&#x146;� ir galvenais, jo vi&#x146;am tagad pieder liel&#x101;ka paja. Dabiski, rad&#x101;s nesaska�&#x146;as, kur&#x101;s katram bija sava taisn&#x12B;ba. Aplams bija tikai viens: abu lieti�&#x137;aj&#x101;s attiec&#x12B;b&#x101;s tika iejaukta draudz&#x12B;ba, bet t&#x101; ir saist&#x12B;ta ar piln&#x12B;gi cit&#x101;m ener&#x123;ij&#x101;m. Biju�ie partneri k&#x13C;uva par ienaidniekiem, kaut gan var&#x113;ja v&#x113;l ilgi b&#x16B;t draugi un sadarboties. Ta�u vi&#x146;i neno�&#x137;&#x12B;ra divas mijiedar�b&#x12B;bas sf&#x113;ras un t&#x101;p&#x113;c viens otru "nesaprata".</p><p>"Draudz&#x12B;ba par sevi un darbs par sevi," m&#x101;ca sak&#x101;m�v&#x101;rds. Savuk&#x101;rt cits sak&#x101;mv&#x101;rds skan t&#x101;: "Jo liel&#x101;ka nau�da, jo cie�&#x101;ka draudz&#x12B;ba." Un ko mums m&#x101;ca skol&#x101;!</p><p>K&#x101;ds cilv&#x113;ks sav&#x101; d&#x101;rzkop&#x12B;bas kooperat&#x12B;v&#x101; v&#x113;rs&#x101;s pie da�&#x101;diem meistariem ar l&#x16B;gumu. Un viens vi&#x146;am uz�m&#x16B;r&#x113;ja kr&#x101;sni, otrs uzc&#x113;la pieb&#x16B;vi, tre�ais izraka aku.</p><p>Katrs krievu cilv&#x113;ks zina trad&#x12B;ciju: sarun&#x101;j&#x101;m, pas&#x113;�d&#x113;j&#x101;m, iedz&#x113;r&#x101;m, sit&#x101;m sauj&#x101;, samaks&#x101;j&#x101;m avansu, bet turpm&#x101;kais Dieva rok&#x101;s. M&#x16B;su pazi&#x146;a bija cit&#x101;s dom&#x101;s. Ar katru darbinieku vi&#x146;� nosl&#x113;dza l&#x12B;gumu divos eksem�pl&#x101;ros, abas puses parakst&#x12B;j&#x101;s. Naudu apsol&#x12B;ja maks&#x101;t p&#x113;c darbu pabeig�anas.</p><p>Un nevienam netika nodar&#x12B;ts p&#x101;ri, lai gan meistari m&#x113;�&#x123;in&#x101;ja vieno�anos p&#x101;rk&#x101;pt, aizbildinoties ar to, ka darbs izr&#x101;d&#x12B;jies sare�&#x123;&#x12B;t&#x101;ks, t&#x101;p&#x113;c j&#x101;maks&#x101; vair&#x101;k. Bet "pas&#x16B;t&#x12B;�t&#x101;js" pret&#x12B; vicin&#x101;ja l&#x12B;gumu: samaksa pien&#x101;kas p&#x113;c darbu pabeig�anas, nav darbi pabeigti nav naudas. Un meis�tari s&#x101;po�u sirdi izpild&#x12B;ja savu l&#x12B;gumu.</p><p>Protams, tik pedantisks cilv&#x113;ks nebija &#x12B;pa�i iem&#x12B;&#x13C;ots, par vi&#x146;a "d&#x12B;vain&#x12B;b&#x101;m" sm&#x12B;k&#x146;&#x101;ja, ta�u vi&#x146;u cien&#x12B;ja, t&#x101;p&#x113;c ka tie�i t&#x101;d&#x101;m j&#x101;b&#x16B;t ener&#x123;&#x113;tiski pareiz&#x101;m lieti�&#x137;aj&#x101;m attie�c&#x12B;b&#x101;m.</p><p>Katrs, kas grib god&#x12B;gi str&#x101;d&#x101;t, vienm&#x113;r saka: "J&#x101;, tas ir pareizi." Un tikai t&#x101;ds, kur� grib vair&#x101;k "nopl&#x113;st" bez dar�ba, vienm&#x113;r piebilst: "Ta�u varb&#x16B;t ne vienm&#x113;r t&#x101; notiek�" Tom&#x113;r tie�i t&#x101; tas ir. Visai draudz&#x12B;bai, k&#x101; ar&#x12B; radniec&#x12B;ga�j&#x101;m attiec&#x12B;b&#x101;m j&#x101;paliek &#x101;rpus darba.</p><p>Ar darbabiedriem nosl&#x113;dzas t&#x101;lu un pat sve�u cilv&#x113;ku "s&#x113;rija". Tuvs draugs un pat br&#x101;lis var vienlaikus b&#x16B;t ar&#x12B; darbabiedrs. Lieti�&#x137;&#x101;s attiec&#x12B;bas ar vi&#x146;u veidosim k&#x101; ar sve�u, visas draudz&#x12B;bas un radniec&#x12B;bas j&#x16B;tas paliks &#x101;rpus darba.</p><p id="AutBody_0bookmark25">Draugi</p><p>Karmisk&#x101; draugu kategorija atkl&#x101;j tuvo cilv&#x113;ku un ra�dinieku "s&#x113;riju". Ar vi&#x146;iem attiec&#x12B;bas veidojas pavisam cit&#x101;di. Trij&#x101;s iepriek�&#x113;j&#x101;s kategorij&#x101;s attiec&#x12B;bu pamat&#x101; ir savstarp&#x113;ji izdev&#x12B;ga apmai&#x146;a. Karmisk&#x101;s draugu attiec&#x12B;�bas paredz nesavt&#x12B;gu atbalstu un pal&#x12B;dz&#x12B;bu, negaidot, kas man par to b&#x16B;s.</p><p>Ja, izdarot draugam pakalpojumu, dom&#x101;jat par to, ko no vi&#x146;a sagaid&#x101;t pret&#x12B;, tad j&#x16B;s k&#x13C;&#x16B;d&#x101;ties vi&#x146;� nav j&#x16B;su draugs. Varb&#x16B;t esat pazi&#x146;as, varb&#x16B;t lieti�&#x137;i partneri, var�b&#x16B;t glu�i vienk&#x101;r�i labi paz&#x12B;stat viens otru un t&#x101;p&#x113;c sevi d&#x113;v&#x113;jat par draugiem, ta�u jums pa�iem ir j&#x101;saprot, pie kuras kategorijas &#x12B;sten&#x12B;b&#x101; pieder j&#x16B;su attiec&#x12B;bas. Cit&#x101;di kaut kad nenov&#x113;r�ami rad&#x12B;sies p&#x101;rpratumi, un j&#x16B;s, viens otru nesapratu�i, iz�&#x137;irsities, katrs paliekot pie savas taisn&#x12B;bas.</p><p>Ja cilv&#x113;ks ir mans draugs, tas nav t&#x101;pat vien, tas ir nezin k&#x101;p&#x113;c� Iesp&#x113;jams, es glu�i vienk&#x101;r�i m&#x12B;lu �o cilv&#x113;ku, vi&#x146;� man pat&#x12B;k, m&#x12B;lu t&#x101;du, k&#x101;ds vi&#x146;� ir, un man ir pat&#x12B;kami vi&#x146;am sag&#x101;d&#x101;t prieku. Varb&#x16B;t �is cilv&#x113;ks reiz man sniedzis nenov&#x113;rt&#x113;jamu pakalpojumu: izgl&#x101;bis dz&#x12B;v&#x12B;bu, izl&#x12B;dz&#x113;jis gr&#x16B;t&#x101; bridi, devis pajumti. Sirdsapzi&#x146;a ne&#x13C;auj vi&#x146;am kaut ko atteikt pat t&#x101;d&#x101; gad&#x12B;jum&#x101;, ja man tas n&#x101;k par sliktu. Kaut kas t&#x101;ds nem&#x113;dz b&#x16B;t nejau�i.</p><p>K&#x101;p&#x113;c liktenis m&#x16B;s saved kop&#x101;? K&#x101;p&#x113;c gribas par katru cenu pal&#x12B;dz&#x113;t tie�i �im cilv&#x113;kam, lai gan man vi&#x146;� b&#x16B;t&#x12B;b&#x101; nav nekas? K&#x101;p&#x113;c no visiem skolas gadu pazi&#x146;&#x101;m izv&#x113;�lamies vienu, ar kuru ejam roku rok&#x101; visu dz&#x12B;vi? K&#x101;p&#x113;c, starp t&#x16B;ksto�iem cilv&#x113;ku sastapu�i vienu, saj&#x16B;tam dv&#x113;se&#x13C;u radniec&#x12B;bu?</p><p>T&#x101;p&#x113;c ka �&#x101;da radniec&#x12B;ba patie�&#x101;m ir. Un m&#x16B;s patiesi saista iepriek�&#x113;jie iemiesojumi, kop&#x12B;gi darbi, debes&#x12B;s no�sl&#x113;gta draudz&#x12B;ba. M&#x113;s ne vienm&#x113;r atceramies un sapro�tam, ka esam c&#x101;&#x13C;i no viena "grozi&#x146;a". M&#x113;s saprotam viens otru, l&#x12B;dz&#x12B;gi dom&#x101;jam, turam d&#x101;rgas vienas un t&#x101;s pa�as v&#x113;rt&#x12B;bas. M&#x113;s kosmiski esam no viena "grozi&#x146;a". K&#x101; un k&#x101;p&#x113;c tas notiek? �is pagaid&#x101;m ir n&#x101;kotnes jaut&#x101;jums.</p><p>Attiec&#x12B;b&#x101; uz draugu sp&#x113;k&#x101; st&#x101;jas citi kosmiskie likumi. J&#x16B;s atdodat vi&#x146;am p&#x113;d&#x113;jo kreklu, turkl&#x101;t nevis t&#x101;p&#x113;c, ka zin&#x101;t vi&#x146;� dar&#x12B;s t&#x101;pat, bet t&#x101;p&#x113;c ka dv&#x113;se&#x13C;u radniec&#x12B;ba glu�i vienk&#x101;r�i cit&#x101;di ne&#x13C;auj r&#x12B;koties. Pret&#x113;j&#x101; gad&#x12B;jum&#x101; p&#x101;rk&#x101;psit kosmisko Atbilst&#x12B;bas likumu, bet rezult&#x101;t&#x101; pa�lielin&#x101;sies j&#x16B;su negat&#x12B;v&#x101; karma. T&#x101;tad v&#x113;l neesat apguvu�i �o m&#x101;c&#x12B;bu, t&#x101;p&#x113;c rad&#x12B;sies jauni apst&#x101;k&#x13C;i, kuros Augst&#x101;kie sp&#x113;ki atkal par&#x101;d&#x12B;s, k&#x101; darbojas Atbilst&#x12B;bas princips.</p><p>Sena paties&#x12B;ba skan t&#x101;: lab&#x101;k, lai draugi tevi pievi&#x13C;, nek&#x101; visu m&#x16B;�u vi&#x146;iem neuztic&#x113;ties. Ja draugi j&#x16B;s pievi&#x13C;, t&#x101;tad esat k&#x13C;&#x16B;d&#x12B;ju�ies draugu izv&#x113;l&#x113;. Vain&#x12B;gi esat pa�i. M&#x101;�cieties at�&#x137;irt karmisk&#x101;s kategorijas!</p><p>Ta�u, ja visu m&#x16B;�u nevienam neuzticaties, paskatieties uz sevi, cik no�&#x113;lojams k&#x13C;&#x16B;stat: sar&#x101;vies, aizdomu pilns, acis nemier&#x12B;gas, pleci sasprindzin&#x101;ti, rokas tr&#x12B;c. Par k&#x101;du br&#x12B;v&#x12B;bu te var b&#x16B;t runa! K&#x101;d&#x101;s va�&#x101;s esat sevi iekalis!</p><p id="AutBody_0bookmark26">Radinieki</p><p>Katram no mums ir dubulta karma. Viena tie ir m&#x16B;su pa�u labie un ne visai labie darbi. Otra t&#x101;s dzimtas kar�ma, pie kuras piederam.</p><p>M&#x16B;su iera�an&#x101;s �aj&#x101; Pasaul&#x113; nav nejau�a, t&#x101; notikusi saska&#x146;&#x101; ar kosmiskajiem likumiem, kurus l&#x12B;dz galam iz�prast mums nav &#x13C;auts. Kosmoss ir ieinteres&#x113;ts, lai m&#x113;s b&#x16B;tu, lai dz&#x12B;votu un g&#x16B;tu pan&#x101;kumus. Dz&#x12B;vojot materi&#x101;�laj&#x101; pasaul&#x113;, veicam visai cilv&#x113;cei un Visumam kopum&#x101; svar&#x12B;gu darbu. Uzkr&#x101;jot dv&#x113;seles ener&#x123;iju, ne tikai p&#x101;r�veidojam telpu ap sevi, bet ari darbojamies cilv&#x113;ces dzim�tu strukt&#x16B;ras &#x123;en&#x113;tisk&#x101;s programmas lab&#x101;.</p><p>M&#x113;s esam visas Zemes sabiedr&#x12B;bas da&#x13C;i&#x146;a, t&#x101;p&#x113;c no m&#x16B;�su dv&#x113;seles st&#x101;vok&#x13C;a ir atkar&#x12B;gs visas sabiedr&#x12B;bas dv&#x113;seles st&#x101;voklis. M&#x16B;su personisk&#x101;s gar&#x12B;g&#x101;s att&#x12B;st&#x12B;bas process vienlaikus k&#x13C;&#x16B;st par ener&#x123;ijas ieguld&#x12B;jumu visas cilv&#x113;ces dv&#x113;seles un sapr&#x101;ta labv&#x113;l&#x12B;g&#x101; att&#x12B;st&#x12B;b&#x101; un evolucion&#x101;r&#x101; atmodin&#x101;�an&#x101;. Tie�&#x101; veid&#x101; �o ieguld&#x12B;jumu dodam t&#x101;d&#x113;�j&#x101;di, ka "att&#x12B;r&#x101;m" savas dzimtas karmu. Proti, m&#x16B;su &#x13C;'ien&#x101;kums, ko uzliek pati piedzim�ana, ir risin&#x101;t savas &#x123;imenes probl&#x113;mas, pal&#x12B;dz&#x113;t radiniekiem, uzkr&#x101;t pozit&#x12B;�vo dzimtas ener&#x123;iju un l&#x12B;dz ar to n&#x101;kam&#x101;s paaudzes atI ir&#x12B;vot no iedzimtaj&#x101;m slim&#x12B;b&#x101;m un karmiskaj&#x101;m probl&#x113;�m&#x101;m.</p><p>Mijiedarb&#x12B;ba starp mums un dzimtu, kur&#x101; ien&#x101;kam, norisin&#x101;s da�&#x101;di. Vieniem dzimta dota k&#x101; sarg&#x101;t&#x101;ja. T&#x101; pasarg&#x101; no likst&#x101;m, pal&#x12B;dz dz&#x12B;ves ce&#x13C;&#x101;, ievirza uz pareiz&#x101; ce&#x13C;a, gr&#x16B;t&#x101; br&#x12B;d&#x12B; dod s^&#x113;ku. T&#x101;tad �&#x101;ciu atbalstu ar kaut ko esam nopeln&#x12B;ju�i! �&#x101;das saknes ir j&#x101;sarg&#x101;, j&#x101;nodod l&#x101;l&#x101;k mantojum&#x101;, trad&#x12B;cijas j&#x101;vairo.</p><p>Citiem dzimta dota k&#x101; p&#x101;rbaud&#x12B;jums. P&#x101;rvarot dzimtas probl&#x113;mas, bet da�k&#x101;rt ar&#x12B; tai uzliktos l&#x101;stus, dv&#x113;sele no�stiprin&#x101;s, nor&#x16B;d&#x101;s, pie&#x146;emas sp&#x113;k&#x101; un l&#x12B;dz ar to att&#x12B;ra saknes, jo cilv&#x113;ks ta�u ir dzimtas da&#x13C;i&#x146;a. P&#x101;rvarot neg&#x101;�cijas sev&#x12B;, vi&#x146;� reiz&#x113; att&#x12B;ra dzimtu kopum&#x101;.</p><p>&#x145;emsim dzimtu, kuras locek&#x13C;i jau kop� dzim�anas ir alkoholi&#x137;i.</p><p>D&#x113;lam ir daudz j&#x101;nop&#x16B;las, lai lauztu iepriek�&#x113;jo pa�aud�u trad&#x12B;cijas un savam b&#x113;rnam mantojum&#x101; vairs ne�atst&#x101;tu tik smagu karmu.</p><p>Cita dzimta ir slavena ar savu ne�&#x113;l&#x12B;bu.</p><p>Ac&#x12B;mredzot k&#x101;ds t&#x101;ls sencis ir bijis noziedznieks. Vecvecvect&#x113;vs bija cara �andarms, izkl&#x12B;din&#x101;ja demonstr&#x101;ciju 1905. gad&#x101; un par savu &#x12B;pa�o ne�&#x113;l&#x12B;bu tika nogalin&#x101;ts. Vecvect&#x113;vs bija Iek�lietu tautas komisari&#x101;ta darbinieks, miris no v&#x113;�a. Vect&#x113;vs se�desmitajos gados str&#x101;d&#x101;ja or�g&#x101;nos, sita zelta izstr&#x101;d&#x101;jumu r&#x16B;pn&#x12B;cas str&#x101;dniekus, lai pan&#x101;ktu atz&#x12B;�anos z&#x101;dz&#x12B;b&#x101; un t&#x101;d&#x113;j&#x101;di sl&#x113;ptu pla�a m&#x113;�roga izlaup&#x12B;�anu. T&#x113;vs, �etrdesmitgad&#x12B;gs v&#x12B;rietis, savu ka�pit&#x101;lu ieguvis nosl&#x113;pumain&#x101; ce&#x13C;&#x101;. Piecpadsmitgad&#x12B;gais d&#x113;ls ir dzimtas sept&#x12B;t&#x101;s paaudzes p&#x101;rst&#x101;vis. Ir pien&#x101;cis visu gr&#x113;ku izpirkuma laiks. T&#x101;p&#x113;c �is puisis nav apvelt&#x12B;ts nedz ar iepriek�&#x113;jiem dzimtas v&#x12B;rie�iem rakstur&#x12B;go musku&#x13C;u sp&#x113;ku, nedz ar ros&#x12B;gu intelektu, vi&#x146;� ir infantils jauns cilv&#x113;ks, l&#x113;n&#x12B;gs, n&#x12B;kul&#x12B;gs un slim&#x12B;gs.</p><p>Viss vi&#x146;a veidol&#x101; protest&#x113; pret spar&#x12B;go un ener&#x123;isko sen�u "slavu". Ta�u puisim pat&#x12B;k ne�&#x113;l&#x12B;gas datorsp&#x113;les, kur&#x101;m vi&#x146;� velta tik daudz laika, ka m&#x101;te iev&#x113;rojusi: d&#x113;lu moka bezmiegs. Vakaros vi&#x146;� ilgi paliek nomod&#x101;, sp&#x113;l&#x113;, gul&#x113;t iet p&#x113;c pusnakts, mieg&#x101; vaid, mostas ar s&#x101;po�u gal�vu, k&#x101; ar&#x12B; periodisk&#x101;m s&#x101;p&#x113;m vis&#x101;s &#x137;erme&#x146;a da&#x13C;&#x101;s. &#x100;rsti nesp&#x113;j pal&#x12B;dz&#x113;t, diagnoze nav noteikta. Ko t&#x101;l&#x101;k?</p><p>Vai nu dzimta izmirs, jo �&#x12B; &#x123;en&#x113;tisk&#x101; l&#x12B;nija ar sapr&#x101;tu apvelt&#x12B;tas cilv&#x113;ces att&#x12B;st&#x12B;b&#x101; non&#x101;kusi strupce&#x13C;&#x101;, t&#x101;p&#x113;c ka Dievi�&#x137;o sapr&#x101;tu t&#x101; ac&#x12B;m redzami nepie&#x146;em. Vai ar&#x12B;, pa�teicoties m&#x101;tei, kuras ien&#x101;k�ana �aj&#x101; &#x123;imen&#x113; ar&#x12B; nav ne�jau�a, un citiem zino�iem cilv&#x113;kiem, pui�a psih&#x113; notiks p&#x101;rmai&#x146;as. Varb&#x16B;t ar savu dz&#x12B;vi vi&#x146;� prat&#x12B;s p&#x101;rvar&#x113;t sma�go dzimtas karmu, sp&#x113;s savam d&#x113;lam mantojum&#x101; atst&#x101;t att&#x12B;r&#x12B;tu &#x123;en&#x113;tisko l&#x12B;niju. Tas b&#x16B;s iesp&#x113;jams tikai tad, ja pusaudzim pietiks gribassp&#x113;ka v&#x113;rsties pie Sapr&#x101;ta, pie Dieva.</p><p>Ta�u ir ari t&#x101;di cilv&#x113;ki, kas no dzimtas karmas ir atkar&#x12B;gi &#x13C;oti maz. Ac&#x12B;mredzot tas ir t&#x101;p&#x113;c, ka vi&#x146;iem dots visai nopietns personisks uzdevums un smaga dz&#x12B;ves misija saist&#x12B;b&#x101; ar savu karmu. �&#x101;di cilv&#x113;ki &#x101;tri atst&#x101;j vec&#x101;ku m&#x101;�ju, aizbrauc t&#x101;lu prom, &#x101;tri k&#x13C;&#x16B;st patst&#x101;v&#x12B;gi un neatkar&#x12B;gi, pat ar tuviem radiniekiem uztur &#x13C;ott v&#x101;jus sakarus. Bie�i vien vi&#x146;u dz&#x12B;ves ce&#x13C;� nav vienk&#x101;r�s, parasti vi&#x146;us gaida lieli un sare�&#x123;&#x12B;ti darbi.</p><p>Tom&#x113;r, lai k&#x101; ar&#x12B; b&#x16B;tu, neatsakiet pat tad, ja jums kaut ko l&#x16B;dz visatt&#x101;l&#x101;kais radinieks, izdariet visu, kas ir j&#x16B;su sp&#x113;kos. T&#x101; ir j&#x16B;su dzimtas strukt&#x16B;ra, to turpin&#x101;s j&#x16B;su b&#x113;rni un mazb&#x113;rni, no jums ir atkar&#x12B;gs, cik t&#x12B;ras, labv&#x113;l&#x12B;gas un stipras b&#x16B;s vi&#x146;u saknes.</p><p>Ta�u ir iesp&#x113;jams ari �&#x101;ds variants: tante, kurai nav savu b&#x113;rnu, uzskata, ka m&#x101;sasd&#x113;la pien&#x101;kums ir r&#x16B;p&#x113;ties par vi&#x146;u. Vi&#x146;a l&#x16B;dz un pieprasa t&#x101;dus pakalpojumus, kurus izpild&#x12B;t nav �&#x101; cilv&#x113;ka sp&#x113;kos, t&#x101;p&#x113;c ka vi&#x146;� pats str&#x101;d&#x101; un t&#x101;p&#x113;c ka vi&#x146;am ir sava &#x123;imene. Tante apvainojas, raud, izsaka p&#x101;rmetumus. Ko dar&#x12B;t? Vientu&#x13C;&#x101; sieviete ir "vam�p&#x12B;rs". No vi&#x146;as ir j&#x101;nosl&#x113;dzas.</p><p>M&#x101;sasd&#x113;ls, protams, vi&#x146;as lab&#x101; dar&#x12B;s visu, kas ir t&#x101; sp&#x113;�kos, ta�u sievietei vair&#x101;k j&#x101;pa&#x13C;aujas uz sevi, jo v&#x12B;rietim ir savas tie�as, karmiski tuv&#x101;kas probl&#x113;mas, kuras vi&#x146;a viet&#x101; neviens neatrisin&#x101;s. Turkl&#x101;t v&#x12B;rietis nedr&#x12B;kst pie&#x13C;aut, ka vi&#x146;a dzimt&#x101; saze&#x13C; vamp&#x12B;ri, ar savu nekrietnumu infic&#x113;jot jauno paaudzi. Jaunajiem j&#x101;redz, ka "vamp&#x12B;ri" j&#x101;noliek p&gt;ie vietas, nevis j&#x101;iet vi&#x146;u pavad&#x101;. Cit&#x101;di nenobriedu�&#x101;s dv&#x113;seles ar&#x12B; grib&#x113;s dz&#x12B;vot k&#x101; "vamp&#x12B;ri", jo tas ta�u ir tik &#x113;rti un pat&#x12B;kami ar savu d&#x12B;k�anu pan&#x101;kt, lai k&#x101;ds cits risina tavas probl&#x113;mas.</p><p>Cilv&#x113;ks ir gr&#x113;c&#x12B;gs. Un s&#x101;tans nesnau�. Diem�&#x113;l p&#x101;r&#x101;k daudzi cilv&#x113;ki, apel&#x113;jot pie radniec&#x12B;bas j&#x16B;t&#x101;m, ir gatavi mor&#x101;li izn&#x12B;cin&#x101;t savus tuviniekus, pat neapzinoties, ka r&#x12B;koju�ies slikti. T&#x101;da ir m&#x16B;su dz&#x12B;ve.</p><p>Ar radiniekiem l&#x12B;dzv&#x113;rt&#x12B;ga ener&#x123;ijas apmai&#x146;a ir iesp&#x113;�jama reti. Vai nu m&#x113;s izmantojam vi&#x146;u ener&#x123;iju, vai to d&#x101;v&#x101;jam vi&#x146;iem. Da�k&#x101;rt p&#x101;rstr&#x101;d&#x101;jam cits cita neg&#x101;cijas. Reiz&#x113;m ir nepiecie�ams ar&#x12B; nosl&#x113;gties. Attiec&#x12B;b&#x101; uz �o at�tiec&#x12B;bu kategoriju tas ir norm&#x101;li, jo dzimtas ener&#x123;&#x113;tiskie procesi ir &#x13C;oti specifiski.</p></section><section><title><p id="AutBody_0bookmark27">Vec&#x101;ki, br&#x101;&#x13C;i un m&#x101;sas</p></title><p>Attiec&#x12B;bas, k&#x101;das jums veidojas ar tuv&#x101;kajiem radinie�kiem, uzskat&#x101;mi atspogu&#x13C;o j&#x16B;su attieksmi pret dzimtas karmu. Ja &#x123;imen&#x113; ir vair&#x101;ki b&#x113;rni, katram no vi&#x146;iem var b&#x16B;t savas attiec&#x12B;bas ar &#x123;imeni un t&#x101;tad saikni ar dzimtas karmu atspogu&#x13C;os cits r&#x101;d&#x12B;t&#x101;js.</p><p>M&#x16B;su pasaule ir t&#x101; iek&#x101;rtota, ka viens no b&#x113;rniem var piln&#x12B;b&#x101; p&#x101;r&#x146;emt t&#x113;va karmu, bet otrs m&#x101;tes karmu, sa�vuk&#x101;rt tre�ais paliek t&#x12B;rs no �iem par&#x101;diem.</p><p>Meiteni izprecin&#x101;ja 15 gadu vecum&#x101;. V&#x12B;rs bie�i nen&#x101;ca m&#x101;j&#x101;, labpr&#x101;t pavad&#x12B;ja laiku trok�&#x146;ain&#x101;s komp&#x101;nij&#x101;s un agri nomira no gremo�anas sist&#x113;mas slim&#x12B;b&#x101;m. Atraitnes liktenis iegroz&#x12B;j&#x101;s t&#x101;, ka vi&#x146;as dz&#x12B;ve, audzinot tr&#x12B;s b&#x113;rnus, bija vientu&#x13C;a un nosl&#x113;gta.</p><p>Vienam no b&#x113;rniem, kas bija mantojis t&#x113;va karmu, pa�tika iemest vi&#x146;� nomira alkohola dz&#x113;rum&#x101;. Otrs b&#x113;rns dz&#x12B;voja akt&#x12B;vu dz&#x12B;vi, bija lielas r&#x16B;pn&#x12B;cas direktors, dz&#x12B;v&#x113; daudz sasniedza, bet, sa&#x146;&#x113;mis mantojum&#x101; m&#x101;tes karmu, past&#x101;v&#x12B;gi jut&#x101;s vientu&#x13C;�, vi&#x146;am tr&#x16B;ka savstarp&#x113;jas saprat�nes &#x123;imen&#x113; un ar darbabiedriem, un tas sird&#x12B; rad&#x12B;ja dzi&#x13C;u traumu. Vien&#x12B;gais prieks dz&#x12B;v&#x113; bija tik�an&#x101;s ar m&#x101;ti, ar kuru bija saglab&#x101;jusies cie�a gar&#x12B;g&#x101; saikne.</p><p>Tre�ais b&#x113;rns, aizg&#x101;jis no &#x123;imenes un uzs&#x101;cis patst&#x101;v&#x12B;gu ce&#x13C;u, piln&#x12B;gi atsve�in&#x101;j&#x101;s. Kad b&#x113;rni ciemoj&#x101;s pie m&#x101;tes, �&#x137;ita, ka &#x123;imenes sarunas, &#x123;imenes fotogr&#x101;fijas un relik�vijas vi&#x146;am ir piln&#x12B;gi vienaldz&#x12B;gas. Vi&#x146;� nebija saist&#x12B;ts ar dzimtas karmu, lai gan ar &#x123;imeni saglab&#x101;ja labas attie�c&#x12B;bas.</p><p>Iesp&#x113;jams, ka &#x123;imenes karmisk&#x101;s l&#x12B;nijas starp br&#x101;&#x13C;iem un m&#x101;s&#x101;m saviju�&#x101;s daudz sare�&#x123;&#x12B;t&#x101;k. Var b&#x16B;t t&#x101;, ka di�vas meitas p&#x101;r&#x146;em m&#x101;tes karmu, bet t&#x113;vs t&#x12B;ro &#x123;en&#x113;tisko l&#x12B;niju nodod t&#x101;l&#x101;k mazd&#x113;lam. Br&#x101;lis un m&#x101;sa manto t&#x113;va probl&#x113;mas, bet m&#x101;te atst&#x101;j mazd&#x113;lam mantojum&#x101; savas rado�&#x101;s sp&#x113;jas. Cik &#x123;ime&#x146;u baltaj&#x101; pasaul&#x12B;t&#x113;, tik daudz ar&#x12B; variantu.</p><p>Labest&#x12B;gas, nesavt&#x12B;gas un labv&#x113;l&#x12B;bas pilnas attiec&#x12B;bas starp br&#x101;&#x13C;iem un m&#x101;s&#x101;m ir liela likte&#x146;a d&#x101;vana un neno�v&#x113;rt&#x113;jams debesu do&#x13C;s atbalsts. Ta�u pat tad, ja attiec&#x12B;bas ir sliktas un pat &#x13C;oti sliktas, neaizmirs&#x12B;sim, ka br&#x101;&#x13C;i un m&#x101;sas mums ats&#x16B;t&#x12B;ti no aug�as. Un, lai kas notiktu, l&#x113;npr&#x101;t&#x12B;gi j&#x101;pie&#x146;em viss, kas mums dots. Sniegsim sa�pr&#x101;t&#x12B;gu atbalstu saviem tuviniekiem t&#x101;da ir m&#x16B;su kar�ina, �o atbalstu m&#x113;s kaut kur esam paliku�i par&#x101;d&#x101; un lagad par&#x101;du atdodam.</p><p>Ja br&#x101;lis alkoholi&#x137;is l&#x16B;dz naudu, lai to nodzertu, m&#x16B;su &#x13C;'ien&#x101;kums ir neatdot visu, kas mums ir, bet dar&#x12B;t visu, lai vi&#x146;u gl&#x101;btu. Tom&#x113;r ne jau pret vi&#x146;a gribu. Viss, kas tiek dar&#x12B;ts pret cilv&#x113;ka gribu, n&#x101;k par &#x13C;aunu.</p><p>Ja m&#x101;sas un br&#x101;&#x13C;i sa&#x137;ildojas, piedosim p&#x101;ridar&#x12B;t&#x101;jiem, m&#x113;s �&#x12B;s p&#x101;rest&#x12B;bas esam peln&#x12B;ju�i, varb&#x16B;t savstarp&#x113;j&#x101; ne�sapra�an&#x101;s radusies p&#x101;rsvar&#x101; m&#x16B;su vainas d&#x113;&#x13C;. Piek&#x101;p�simies un izl&#x12B;gsim, t&#x101;d&#x113;j&#x101;di deld&#x113;jot dzimtas karmu. Ar karmas deld&#x113;�anu att&#x12B;r&#x12B;sim ce&#x13C;u b&#x113;rniem un mazb&#x113;r�niem.</p><p>Lai k&#x101;das veidotos attiec&#x12B;bas ar vec&#x101;kiem, piedosim vi&#x146;iem un l&#x16B;gsim piedo�anu par to, ka vi&#x146;us nesaprotam. Lai kas ir noticis, �os cilv&#x113;kus mums devis Dievs t&#x101;tad tie�i to esam peln&#x12B;ju�i, un m&#x16B;su pien&#x101;kums ir l&#x113;npr&#x101;t&#x12B;gi pie&#x146;emt to, kas ir dots.</p><p>Z&#x113;nu b&#x113;rn&#x12B;b&#x101; p&#x113;ra un r&#x101;ja, bet m&#x101;si&#x146;u lutin&#x101;ja un lo�loja. B&#x113;rni izauga. Meitene, jau b&#x16B;dama pieaugusi, s&#x113;d&#x113;ja vec&#x101;kiem uz kakla un joproj&#x101;m bija m&#x12B;&#x13C;&#x101; meiti&#x146;a. Z&#x113;ns, k&#x13C;uvis patst&#x101;v&#x12B;gs un labi nodro�in&#x101;ts, t&#x101; ar&#x12B; palika "slikts" un "nepateic&#x12B;gs". Izpildot radinieku pras&#x12B;bu, vi&#x146;� vec&#x101;�kiem nopirka dz&#x12B;vokli, vasarn&#x12B;cu un m&#x113;beles. Reiz, kad nu jau pieaugu�ajam v&#x12B;rietim piepras&#x12B;ja k&#x101;rt&#x113;jo naudas summu, vi&#x146;� p&#x113;k�&#x146;i pateica: "Viss! Es jums neko vairs neesmu par&#x101;d&#x101;!" Kop� t&#x101; laika vi&#x146;i nav tiku�ies un pat nav zvan&#x12B;ju�i cits citam.</p><p>Nav svar&#x12B;gi, k&#x101; jaunais v&#x12B;rietis sev izskaidro to, k&#x101;p&#x113;c v&#x113;l vakar vi&#x146;� nekurn&#x113;dams pild&#x12B;ja visniec&#x12B;g&#x101;ko kapr&#x12B;zi, bet �odien pazi&#x146;o, ka neko nav par&#x101;d&#x101;. Svar&#x12B;gi, ka vi&#x146;a intu&#x12B;cija un jut&#x12B;g&#x101; sirds pateica priek�&#x101;: ir par&#x101;ds, un tas ir j&#x101;k&#x101;rto, bet nu pien&#x101;cis br&#x12B;dis, kad par&#x101;ds ir atdots un karma dz&#x113;sta, t&#x101;s vairs nav nedz v&#x12B;rietim, nedz vi&#x146;a augo�ajiem b&#x113;rniem. Lai Dievs mums visiem dod t&#x101;du jut&#x12B;gumu un t&#x101;du gribu.</p><p>Katrs cilv&#x113;ks ir br&#x12B;vs. Ja j&#x16B;s skat&#x101;ties uz cilv&#x113;kiem, ko sauc par j&#x16B;su vec&#x101;kiem, un viss j&#x16B;sos pretojas un vi&#x146;us nepie&#x146;em, varb&#x16B;t ir v&#x113;rts pagriezties un iet proj&#x101;m no vec&#x101;kiem, kurus mums pat redz&#x113;t ir nepat&#x12B;kami. Varb&#x16B;t �o cilv&#x113;ku karma ir t&#x101;da, ka pa�u b&#x113;rni vi&#x146;us atgr&#x16B;�.</p><p>Tas ir &#x13C;oti nopietns l&#x113;mums, un t&#x101;du var pie&#x146;emt tikai tad, kad esat p&#x101;rliecin&#x101;ti, ka labi izprotat savas dz&#x12B;ves karmiskos apst&#x101;k&#x13C;us. Ta�u, lai b&#x16B;tu k&#x101; b&#x16B;dams, neatst&#x101;jiet dv&#x113;sel&#x113; &#x13C;aunumu, neatst&#x101;jiet aizvainojumus, jo to visu kaut kad esat nopeln&#x12B;ju�i. �&#x137;iroties no visas sirds nov&#x113;liet, lai Dievs dod vi&#x146;iem vesel&#x12B;bu un laimi.</p></section><section><title><p id="AutBody_0bookmark28">Laul&#x101;tie</p></title><p>Laul&#x12B;bas tiek sl&#x113;gtas debes&#x12B;s. Laul&#x101;tie ir cilv&#x113;ki, kuriem lemts kop&#x12B;gi veidot savu likteni. Karmisk&#x101; atkar&#x12B;ba no laul&#x101;t&#x101; ir daudz liel&#x101;ka nek&#x101; atkar&#x12B;ba no vec&#x101;kiem. B&#x113;r�n&#x12B;bas kompleksi, bailes un nelabv&#x113;l&#x12B;gi &#x123;imenes apst&#x101;k&#x13C;i uz mazo cilv&#x113;ci&#x146;u atst&#x101;j neizdz&#x113;�amu iespaidu. Ta�u bie�i vien v&#x113;l&#x101;k tie n&#x101;k par labu.</p><p>Cen�oties p&#x101;rvar&#x113;t to, ar ko cilv&#x113;ks nav mier&#x101;, vi&#x146;� nok&#x101;rto karmiskos par&#x101;dus t&#x101;d&#x113;j&#x101;di, ka ar gribas piep&#x16B;li veido sevi t&#x101;du, par k&#x101;du v&#x113;las k&#x13C;&#x16B;t, un dz&#x12B;vo atbilsto�i saviem ieskatiem. Un viss izdodas, jo jaun&#x12B;b&#x101; mums ir pietiekami daudz ener&#x123;ijas, lai savus pl&#x101;nus &#x12B;stenotu. P&#x101;r�var&#x113;t sev&#x12B; dzimtas neg&#x101;cijas vienm&#x113;r ir gr&#x16B;ti. Tas prasa nopietnu darbu.</p><p>Neveiksm&#x12B;ga laul&#x12B;ba bie�i vien tiek p&#x101;rdz&#x12B;vota daudz smag&#x101;k nek&#x101; gr&#x16B;ta b&#x113;rn&#x12B;ba. T&#x101; tiek uztverta k&#x101; pl&#x101;nu un jaun&#x12B;bas cer&#x12B;bu sabrukums. Ne jau katram pietiek sp&#x113;ka visu s&#x101;kt no gala, turkl&#x101;t tad, kad neesam vairs nek&#x101;di jaunie. Kop&#x12B;gi b&#x113;rni joproj&#x101;m saista ar&#x12B; �&#x137;irtus laul&#x101;tos.</p><p>Sp&#x113;sim vai nesp&#x113;sim paveikt to, kas dz&#x12B;v&#x113; b&#x16B;tu pavei�cams, vai prat&#x12B;sim kaldin&#x101;t savu likteni un sasniegt visu v&#x113;lamo cik bie�i tas piln&#x12B;b&#x101; ir atkar&#x12B;gs no m&#x16B;su "otr&#x101;s puses"! Un t&#x101; atkal ir m&#x16B;su karma!</p><p>J&#x16B;s esat cilv&#x113;ku izv&#x113;l&#x113;ju�ies par savu laul&#x101;to, tom&#x113;r lagad vi&#x146;� (vai vi&#x146;a) j&#x16B;s vairs absol&#x16B;ti neapmierina. Bet pa�i ta�u izv&#x113;l&#x113;j&#x101;ties t&#x101;tad �is cilv&#x113;ks kaut k&#x101;diem kri�t&#x113;rijiem atbilda? Tad jau izn&#x101;k, ka esat izv&#x113;l&#x113;ju�ies to, kam taj&#x101; br&#x12B;d&#x12B; atbild&#x101;t pa�i! Tagad j&#x101;noskaidro, k&#x101;p&#x113;c lik�tenis j&#x16B;s savedis kop&#x101;. Kas ir tas, ko j&#x16B;s ar �&#x12B;s tik�an&#x101;s pal&#x12B;dz&#x12B;bu b&#x16B;tu var&#x113;ju�i viens otram dot, ko iem&#x101;c&#x12B;t un iem&#x101;c&#x12B;ties.</p><p>Ener&#x123;&#x113;tiskaj&#x101;m attiec&#x12B;b&#x101;m starp laul&#x101;tajiem nav robe��u. No laul&#x101;t&#x101; faktiski nav iesp&#x113;jams "nosl&#x113;gties". Divu cilv&#x113;ku karma saaug un k&#x13C;&#x16B;st kop&#x113;ja. Tuv&#x12B;bas br&#x12B;d&#x12B; j&#x16B;su ener&#x123;ijas caurau� viena otru, j&#x16B;s dodat ener&#x123;iju partne�rim, bet t&#x101;tad sev� J&#x16B;s jau no att&#x101;luma saj&#x16B;tat viens otru, uzminat savas "otr&#x101;s puses" v&#x113;lmes, jo j&#x16B;su ener&#x123;ija ta�gad ir vienota. Jums tas vairs nepat&#x12B;k? Ta�u kaut k&#x101;da iemesla d&#x113;&#x13C; jums tas ir vajadz&#x12B;gs. Stiprajam ir tikai vienas ties&#x12B;bas pal&#x12B;dz&#x113;t v&#x101;jajam. V&#x101;jajam ir tikai vienas tie�s&#x12B;bas pal&#x12B;dz&#x113;t stiprajam.</p><p>M&#x12B;lest&#x12B;ba �&#x12B;s viscilden&#x101;k&#x101;s j&#x16B;tas rodas starp cilv&#x113;�kiem, kuri pirms satik�an&#x101;s bija piln&#x12B;gi sve�i. M&#x12B;lest&#x12B;ba pati par sevi ir gar&#x12B;gs st&#x101;voklis, kas dv&#x113;seli papla�ina un pacil&#x101;, tuvina Dievam. Laul&#x101;tie apvienojas, lai vairotu savas ener&#x123;ijas, spertu jaunu soli uz priek�u sava gara att&#x12B;st&#x12B;b&#x101;, lai, viens otru atbalstot un bag&#x101;tinot, ietu t&#x101;l&#x101;k un paceltos augst&#x101;k. M&#x12B;lest&#x12B;ba ir ener&#x123;ija, kura sp&#x113;j dar&#x12B;t br&#x12B;numus.</p><p>Harmoniska laul&#x101;t&#x101; p&#x101;ra ener&#x123;ija ir tik liela, ka abi part�neri faktiski ir neievainojami. Sve�as, disharmoniskas</p><p>ietekmes var iek&#x13C;&#x16B;t tikai uz laiku, divu cilv&#x113;ku ener&#x123;ija izspie� visu trauc&#x113;jo�o, sagrauj visas neg&#x101;cijas. T&#x101;p&#x113;c ir tik daudz A. Pu�kina "Ruslanam un Ludmilai" l&#x12B;dz&#x12B;gu pasaku, kur&#x101;s iem&#x12B;&#x13C;otos gan iz�&#x137;ir, bet vi&#x146;u m&#x12B;lest&#x12B;bas sp&#x113;ks p&#x101;rvar visus �&#x137;&#x113;r�&#x13C;us.</p><p>Ja j&#x16B;s otraj&#x101; dien&#x101; vai otraj&#x101; gad&#x101; p&#x113;c k&#x101;z&#x101;m paman&#x101;t nopietnu disharmoniju attiec&#x12B;b&#x101;s ar laul&#x101;to, t&#x101;tad j&#x16B;su uzdevums ir dar&#x12B;t visu, lai t&#x101;s k&#x13C;&#x16B;tu p&#x113;c iesp&#x113;jas harmo�nisk&#x101;kas.</p><p>J&#x16B;s dar&#x101;t visu iesp&#x113;jamo un neiesp&#x113;jamo, pie&#x146;emat kompromisus, atrodat pa&#x146;&#x113;mienu, k&#x101; saprast partneri un pieska&#x146;oties vi&#x146;a &#x12B;patn&#x12B;b&#x101;m. J&#x16B;s cen�aties saprast, ko vajadz&#x113;tu sev&#x12B; main&#x12B;t, kur mekl&#x113;jama j&#x16B;su k&#x13C;&#x16B;da, k&#x101;p&#x113;c laul&#x12B;b&#x101; esat nelaim&#x12B;gs. J&#x16B;s nevarat t&#x101; glu�i vienk&#x101;r�i aiziet,. Laul&#x101;tais nav nejau�s gar&#x101;mg&#x101;j&#x113;js. (Pat tad, ja par laul&#x101;to esat izraudz&#x12B;ju�ies nejau�u gar&#x101;mg&#x101;j&#x113;ju.) Tas ir cits karmisko attiec&#x12B;bu l&#x12B;menis. Liktenis j&#x16B;s izprovoc&#x113;jis karmiskam darbam.</p><p>Kad b&#x16B;sit atbild&#x113;ju�i uz visiem jaut&#x101;jumiem un veiku�i visu sare�&#x123;&#x12B;to gar&#x12B;go darbu, jums rad&#x12B;sies tuk�uma saj&#x16B;ta. Neb&#x16B;s ne sap&#x12B;kuma, ne &#x12B;gnuma, neb&#x16B;s aizvainojuma, j&#x16B;s zin&#x101;sit, ka pie visa esat vain&#x12B;gi pa�i. Un tad k&#x13C;&#x16B;sit br&#x12B;vi, jums b&#x16B;s ties&#x12B;bas izdar&#x12B;t izv&#x113;li, ties&#x12B;bas izbeigt attiec&#x12B;bas, kuras nevienam nesag&#x101;d&#x101; prieku. Ta�u karmiskais darbs j&#x101;veic vis&#x101; piln&#x12B;b&#x101;, par visiem simt procentiem, sevi ne�dr&#x12B;kst m&#x101;n&#x12B;t. Probl&#x113;ma ir atrisin&#x101;ta tad, kad emocijas zu�du�as un palikusi sapr&#x101;t&#x12B;ga, gai�a attieksme pret visu no�tieko�o.</p><p>Laul&#x12B;ba t&#x101; ir pieredze, kas m&#x101;ca kalpot otram cilv&#x113;�kam. T&#x101; p&#x101;rbauda sp&#x113;ju m&#x12B;l&#x113;t un just l&#x12B;dzi, sp&#x113;ju pie&#x146;emt otra cilv&#x113;ka viedokli un, neraugoties uz jebkuru uzskatu at�&#x137;ir&#x12B;bu, ieklaus&#x12B;ties taj&#x101;.</p><p>Cik liela ieguv&#x113;ja ir j&#x16B;su dv&#x113;sele, ja kalpojat cent&#x12B;gi un nesavt&#x12B;gi, l&#x113;npr&#x101;t&#x12B;gi un m&#x12B;lot otru cilv&#x113;ku! Cik laim&#x12B;gi</p><p>ir cilv&#x113;ki, kas kop&#x101; ap&#x113;du�i pudu s&#x101;ls un beidzot harmo�niski it k&#x101; saaug viens ar otru, pie&#x146;emot laul&#x101;to t&#x101;du, k&#x101;ds vi&#x146;� ir, no visas sirds m&#x12B;lot vi&#x146;a pozit&#x12B;v&#x101;s &#x12B;pa�&#x12B;bas un vi&#x146;a tr&#x16B;kumus! Nevajag dom&#x101;t, ka t&#x101; ir tikai samieri�n&#x101;�an&#x101;s ar dz&#x12B;vi vai bailes no t&#x101;s. Ja cilv&#x113;ki pan&#x101;k har�moniju, tas vienm&#x113;r ir milz&#x12B;ga abpus&#x113;ja iek�&#x113;j&#x101; darba re�zult&#x101;ts.</p></section><section><title><p>M&#x12B;&#x13C;otie cilv&#x113;ki</p></title><p>Labi, ja m&#x12B;&#x13C;otais cilv&#x113;ks un laul&#x101;tais ir viena un t&#x101; pati persona. Sare�&#x123;&#x12B;t&#x101;k ir tad, kad tie ir da�&#x101;di cilv&#x113;ki. Attie�c&#x12B;bas ar m&#x12B;&#x13C;oto veidojas gandr&#x12B;z t&#x101;pat k&#x101; ar laul&#x101;to. Ta�u laul&#x12B;bai iesp&#x113;jama sare�&#x123;&#x12B;ta karma, turpret&#x12B; m&#x12B;lest&#x12B;ba t&#x101; vienm&#x113;r ir laime un ac&#x12B;mredzot tiek dota k&#x101; balva par savu karmisko par&#x101;du labu dz&#x113;�anu, t&#x101; ir j&#x101;sarg&#x101; k&#x101; liels d&#x101;rgums.</p><p>M&#x12B;lest&#x12B;ba tas ir cildens dv&#x113;seles st&#x101;voklis. Iem&#x12B;loties m&#x113;s topam lab&#x101;ki, t&#x12B;r&#x101;ki, nesavt&#x12B;g&#x101;ki. Atbilsto�i kosmis�kajai m&#x113;rauklai k&#x13C;&#x16B;stam sapr&#x101;t&#x12B;g&#x101;ki. M&#x113;s nedaudz pa�ce&#x13C;amies p&#x101;ri sadz&#x12B;ves ros&#x12B;bai, pasauli redzam dievi�&#x137;i dai&#x13C;u, t&#x101;du, k&#x101;da t&#x101; paties&#x12B;b&#x101; ir.</p><p>Ja patiesa m&#x12B;lest&#x12B;ba neg&#x16B;st pretm&#x12B;lu, t&#x101; m&#x16B;su dv&#x113;selei pie�&#x137;ir v&#x113;l liel&#x101;ku cildenumu m&#x113;s k&#x13C;&#x16B;stam sp&#x113;j&#x12B;gi no�v&#x113;l&#x113;t m&#x12B;&#x13C;otajai laimi ar citu, ar to, kuru m&#x12B;l vi&#x146;a.</p><p>Ener&#x123;&#x113;tisk&#x101; mijiedarb&#x12B;ba starp cilv&#x113;kiem, kuri viens otru m&#x12B;l, var izpausties tikai un vien&#x12B;gi k&#x101; v&#x113;lme d&#x101;v&#x101;t. I )&#x101;v&#x101;t visu pasauli, d&#x101;v&#x101;t sevi, d&#x101;v&#x101;t katru savas ener&#x123;ijas pilienu. Just, ka ar katru elpas vilcienu nenov&#x113;rt&#x113;jam&#x101; velte nevis iet mazum&#x101;, bet vairojas, aug, ieg&#x16B;st jaunu sp&#x113;ku.</p><p>Tikai tad, ja m&#x12B;l otru cilv&#x113;ku, var saprast sevi, var iem&#x101;�c&#x12B;ties nov&#x113;rt&#x113;t cildenu dv&#x113;seles st&#x101;vokli, sajust rado�&#x101;s ener&#x123;ijas lidojumu un apjaust Dievu. M&#x12B;lest&#x12B;ba k&#x101; pa��atdeve &#x13C;auj sajust Dievi�&#x137;&#x101;s ener&#x123;ijas, t&#x101;p&#x113;c paties&#x101; m&#x12B;�lest&#x12B;b&#x101; m&#x113;s vienm&#x113;r vair&#x101;k ieg&#x16B;stam nek&#x101; atdodam.</p><p>Ko dar&#x12B;t, ja izr&#x101;d&#x101;s, ka laul&#x101;tais un m&#x12B;&#x13C;otais ir divi da�&#x101;�di cilv&#x113;ki? Bet, ja tu esi jauns (vai jauna) un tev ir daudz piel&#x16B;dz&#x113;ju, k&#x101; uzzin&#x101;t, vai starp vi&#x146;iem ir tava m&#x12B;lest&#x12B;ba?</p><p>Par m&#x12B;lest&#x12B;bu m&#x113;s bie�i d&#x113;v&#x113;jam kaut ko tai piln&#x12B;gi ne�atbilsto�u kaisl&#x12B;bu, aizrau�anos, apr&#x113;&#x137;inu, vientul&#x12B;bu, garlaic&#x12B;bu. Ta�u viss n&#x101;k un aiziet, bet m&#x12B;lest&#x12B;ba ir m&#x16B;�&#x12B;ga.</p><p>M&#x113;dz teikt, ka ir da�&#x101;das m&#x12B;lest&#x12B;bas: m&#x12B;lest&#x12B;ba pret b&#x113;r�nu, pret sievu (v&#x12B;ru), m&#x12B;lest&#x12B;ba pret Dzimteni, m&#x12B;lest&#x12B;ba pret dz&#x12B;vi, m&#x12B;lest&#x12B;ba pret zin&#x101;�an&#x101;m, m&#x12B;lest&#x12B;ba pret Dievu. Tas nav tiesa. M&#x12B;lest&#x12B;ba ir viena vien&#x12B;ga, un to ir viegli at�&#x137;irt. Ja savas m&#x12B;lest&#x12B;bas objekta d&#x113;&#x13C; esat gatavi ziedot visu, pat dz&#x12B;v&#x12B;bu (ja pien&#x101;ks t&#x101;da gal&#x113;ja nepiecie�am&#x12B;ba�), tikai tad t&#x101; ir M&#x12B;lest&#x12B;ba. Viss p&#x101;r&#x113;jais d&#x113;v&#x113;jams cit&#x101;di.</p><p>Ta�u m&#x113;s alkstam m&#x12B;lest&#x12B;bas, m&#x113;s alkstam izjust �o pa�cil&#x101;jo�o, visaptvero�o st&#x101;vokli un t&#x101;p&#x113;c par m&#x12B;lest&#x12B;bu d&#x113;�v&#x113;jam visu p&#x113;c k&#x101;rtas. Piem&#x113;ram, nevis sak&#x101;m, ka mums gar�o za&#x13C;i &#x101;boli, bet apgalvojam, ka t&#x101;dus m&#x12B;lam. Pat run&#x101;�jam par dzi&#x13C;u m&#x12B;lest&#x12B;bu uz savu vasarn&#x12B;cu.</p><p>&#x13B;evs Tolstojs ir teicis: "Slikti, ja cilv&#x113;kam nav kaut k&#x101; t&#x101;da, par ko vi&#x146;� ir gatavs atdot dz&#x12B;v&#x12B;bu." T&#x101; patie�&#x101;m ir, jo m&#x12B;lest&#x12B;ba ir cilden&#x101;kais dv&#x113;seles st&#x101;voklis, uz k&#x101;du cil�v&#x113;ks sp&#x113;j&#x12B;gs. L&#x12B;dz&#x101;s pr&#x101;tam tas ir otrs nenov&#x113;rt&#x113;jamais mantotais d&#x101;rgums, ko cilv&#x113;ks sa&#x146;&#x113;mis no debesu T&#x113;va, kas m&#x16B;s rad&#x12B;jis p&#x113;c sava veidola un l&#x12B;dz&#x12B;bas.</p><p>Padom&#x101;jiet, vai jums pret k&#x101;du ir �&#x101;das j&#x16B;tas? Ja ir, tad �o j&#x16B;tu priek�&#x101; viss nob&#x101;l. �o j&#x16B;tu d&#x113;&#x13C; var un vajag ziedot visu.</p><p>Ko tur sl&#x113;pt, ne jau katrs uz �&#x101;du m&#x12B;lest&#x12B;bu ir sp&#x113;j&#x12B;gs, ta�u noteikti ir nepiecie�ams, lai dv&#x113;sele tiektos p&#x113;c t&#x101;s glu�i t&#x101;pat k&#x101; p&#x113;c Dieva. Ne jau katrs no mums ir peln&#x12B;jis t&#x101;du M&#x12B;lest&#x12B;bu, kurai uzsmaida pretm&#x12B;lest&#x12B;ba. Ta�u ikviens kaut reizi dz&#x12B;v&#x113; ir sp&#x113;j&#x12B;gs izjust �&#x12B;s patiesi debe�&#x137;&#x12B;g&#x101;s j&#x16B;las pret k&#x101;du vai kaut ko� �&#x101;da m&#x12B;lest&#x12B;ba pacil&#x101; dv&#x113;seli. Un pat sap&#x146;o�ana par to j&#x16B;s dara skaistus.</p><p>Ir versija, ka bezgal&#x12B;ga, &#x12B;stena M&#x12B;lest&#x12B;ba t&#x101;da, par k&#x101;du st&#x101;st&#x12B;ts pasak&#x101;s, iesp&#x113;jams, mums tiek dota p&#x113;d&#x113;j&#x101; iemie�sojum&#x101; uz Zemes, kad visu, kas �eit vajadz&#x12B;gs, jau esam paveiku�i. Jaun&#x101; kosmisk&#x101; ce&#x13C;ojum&#x101; m&#x113;s noteikti doda�mies divat&#x101; (vienatn&#x113; m&#x113;s to nesp&#x113;jam veikt). Kas to lai zina, varb&#x16B;t patie�&#x101;m t&#x101; ar&#x12B; ir.</p><p>K&#x101;p&#x113;c kop� seniem laikiem tiek nosod&#x12B;ti t&#x101; saucamie C.ad&#x12B;juma sakari, k&#x101; ar&#x12B; seksu&#x101;l&#x101;s attiec&#x12B;bas paral&#x113;li ar vaii akiem partneriem? Seksu&#x101;lais kontakts ir tas br&#x12B;dis, kad notiek netrauc&#x113;ta apmai&#x146;a ar t&#x101;diem ener&#x123;&#x113;tiskajiem sa�biez&#x113;jumiem, kuri nedr&#x12B;kst izsmidzin&#x101;ties "nejau�i". V&#x113;l nekad ne ar ko labu tas nav beidzies, jo saist&#x12B;ts ar lieliem ener&#x123;&#x113;tiskajiem zudumiem, bet t&#x101;tad ar &#x101;tru organisma noveco�anos un piedev&#x101;m v&#x113;l lieliem karmiskiem sare��&#x123;&#x12B;jumiem, piem&#x113;ram, partnera karmisk&#x101;s slim&#x12B;bas p&#x101;r�&#x146;em�anu. Past&#x101;v �&#x137;&#x12B;st&#x12B;�an&#x101;s metodes, bet t&#x101;s prasa gan daudz laika, gan lielu sp&#x113;ka pat&#x113;ri&#x146;u. Katr&#x101; gad&#x12B;jum&#x101; �ada �&#x137;&#x12B;st&#x12B;�an&#x101;s nav piel&#x12B;dzin&#x101;ma pirts apmekl&#x113;jumam reizi ned&#x113;&#x13C;&#x101;! Pla�&#x101;k par to run&#x101;sim v&#x113;l&#x101;k.</p></section><section><title><p id="AutBody_0bookmark29">B&#x113;rni</p></title><p>Uz Zemes dz&#x12B;vojo�a cilv&#x113;ka galvenais karmiskais pie�n&#x101;kums ir pien&#x101;kums pret b&#x113;rnu. Dz&#x12B;v&#x12B;ba att&#x12B;st&#x101;s uz pla�n&#x113;tas, ko sauc par Zemi, un �ai att&#x12B;st&#x12B;bai j&#x101;virz&#x101;s uz priek��u un aug�up. Kur� gan cits, ja ne vec&#x101;ki (t&#x101;tad gandr&#x12B;z \ isi pieaugu�ie cilv&#x113;ki), paskubin&#x101;s mazo cilv&#x113;ku sasniegt jaunas, neizp&#x113;t&#x12B;tas robe�l&#x12B;nijas? Attiec&#x12B;b&#x101; uz m&#x12B;&#x13C;otajiem m&#x16B;su uzdevums ir d&#x101;v&#x101;t m&#x12B;lest&#x12B;bu, kas jau pati par sevi ir liela laime, bet attiec&#x12B;b&#x101; uz b&#x113;rniem viss ir nedaudz cit&#x101;di.</p><p>Vec&#x101;ki stimul&#x113; b&#x113;rna att&#x12B;st&#x12B;bas ievirzi, kontrol&#x113;, atbalsta vai pe&#x13C; vi&#x146;a pr&#x101;tu, j&#x16B;tas, emocijas. Parasti tie ir vec&#x101;ki, kas pirmie iepaz&#x12B;stina ar t&#x101;diem j&#x113;dzieniem k&#x101; Pasaule, Labais un &#x13B;aunais, un vi&#x146;u dot&#x101; izpratne par �iem j&#x113;dzie�niem nogulsn&#x113;jas kaut kur &#x13C;oti dzi&#x13C;i, dzi&#x13C;i pat tad, ja par to ska&#x13C;i netiek run&#x101;ts.</p><p>Audzin&#x101;�anas pa&#x146;&#x113;mieni var b&#x16B;t da�&#x101;di. Cik cilv&#x113;ku tik variantu. Ta�u, pateicoties audzin&#x101;�anai, t&#x101;s gala izn&#x101;�kum&#x101; b&#x113;rnam j&#x101;ieg&#x16B;st patst&#x101;v&#x12B;ba un prasme br&#x12B;vi dom&#x101;t, m&#x12B;l&#x113;t pasauli un v&#x113;lme to iepaz&#x12B;t. Kuru pa&#x146;&#x113;mienu mij�iedarb&#x12B;bai ar b&#x113;rnu izv&#x113;l&#x113;sities, tas ir atkar&#x12B;gs no j&#x16B;su gau�mes, rakstura, izgl&#x12B;t&#x12B;bas, ta�u galvenais p&#x113;c iesp&#x113;jas bie��&#x101;k jaut&#x101;jiet sev: "Ko es ar �o darb&#x12B;bu, ar konkr&#x113;to v&#x101;rdu vi&#x146;&#x101; stimul&#x113;ju?"</p><p>Ko esat savam b&#x113;rnam par&#x101;d&#x12B;jis, sodot vi&#x146;u? Ne�&#x113;l&#x12B;bas piem&#x113;ru, ar varu apvelt&#x12B;tas rokas stingr&#x12B;bu vai to, ka j&#x101;b&#x16B;t br&#x12B;vam un atbild&#x12B;gam par savu r&#x12B;c&#x12B;bu? Cik liela iej&#x16B;t&#x12B;ba un cik liels smalkums vec&#x101;kiem ir vajadz&#x12B;gs, lai sajustu, k&#x101;du atbalsi mazaj&#x101; cilv&#x113;ci&#x146;&#x101; rod pieaugu�o cilv&#x113;ku r&#x12B;c&#x12B;ba un v&#x101;rdi. �aj&#x101; gr&#x16B;taj&#x101;, da�k&#x101;rt intuit&#x12B;vaj&#x101; dv&#x113;seles darb&#x101; var pal&#x12B;dz&#x113;t tikai bezgal&#x12B;ga b&#x113;rnam velt&#x12B;tas m&#x12B;lest&#x12B;bas ener&#x123;ija.</p><p>Vec&#x101;ki vienm&#x113;r dod ener&#x123;iju savam b&#x113;rnam (turkl&#x101;t ne vienm&#x113;r savam). T&#x101;p&#x113;c t&#x113;vi un m&#x101;tes bie�i dusmojas uz b&#x113;rniem. B&#x113;rni k&#x101; mazi "vamp&#x12B;ri&#x146;i" "velk", uzs&#x16B;c ener�&#x123;iju un inform&#x101;ciju no tuv&#x113;j&#x101;s telpas un apk&#x101;rt&#x113;jiem cil�v&#x113;kiem. Protams, �o par&#x101;d&#x12B;bu nevar saukt par vamp&#x12B;rismu, jo tas ir norm&#x101;ls, dabisks process. Aug�anas gait&#x101; b&#x113;rni aizvien vair&#x101;k k&#x13C;&#x16B;st par pa�pietiekamiem cilv&#x113;kiem. Divpadsmitgad&#x12B;gs pusaudzis jau piln&#x12B;b&#x101; ir sp&#x113;j&#x12B;gs pie�&#x146;emt patst&#x101;v&#x12B;gus l&#x113;mumus, k&#x101; ar&#x12B; ir gatavs ener&#x123;&#x113;tiskajai aizsardz&#x12B;bai. Pirms tam b&#x113;rns cen�as iek&#x101;rtoties t&#x101;, lai at�rastos vi&#x146;a uztic&#x12B;bu iemantoju�a pieaugu�a cilv&#x113;ka ener�&#x123;ijas aizsardz&#x12B;b&#x101;.</p><p>Atdodot ener&#x123;iju m&#x12B;&#x13C;otajiem, m&#x113;s vienm&#x113;r pret&#x12B; sa&#x146;e�mam divreiz vair&#x101;k pat tad, ja nebaud&#x101;m pretm&#x12B;lest&#x12B;bu (organism&#x101; s&#x101;k darboties sare�&#x123;&#x12B;ti hormon&#x101;lie un ener&#x123;&#x113;liskie procesi). B&#x113;rniem m&#x113;s glu�i vienk&#x101;r�i atdodam, neko nesa&#x146;emot pret&#x12B;. Nepiecie�am&#x12B;ba r&#x16B;p&#x113;ties par vi�&#x146;iem, k&#x101; ar&#x12B; prieks par to, cik vi&#x146;i ir br&#x12B;ni�&#x137;&#x12B;gi, dod mums sp&#x113;ku, savuk&#x101;rt vi&#x146;u lab&#x101; izt&#x113;r&#x113;to ener&#x123;iju m&#x113;s kompen�s&#x113;jam cit&#x101;d&#x101; veid&#x101;. Ener&#x123;ijas apmai&#x146;a ar b&#x113;rnu l&#x12B;dz septi�&#x146;u gadu vecumam ir minim&#x101;la. L&#x12B;dzv&#x113;rt&#x12B;ga t&#x101; nevar b&#x16B;t pat ar se�padsmitgad&#x12B;gu jaunieti. Veidojot attiec&#x12B;bas ar b&#x113;rniem, tas j&#x101;&#x146;em v&#x113;r&#x101;.</p><p>Dot b&#x113;rnam ener&#x123;iju var da�&#x101;di. B&#x113;rnu var p&#x101;rpl&#x16B;di�n&#x101;t ar m&#x12B;lest&#x12B;bu t&#x101;, ka vi&#x146;� jut&#x12B;sies slikti, pierad&#x12B;s visu sa&#x146;emt bez p&#x16B;l&#x113;m, un m&#x113;s neb&#x16B;sim izpild&#x12B;ju�i galveno uzdevumu neb&#x16B;sim vi&#x146;u sagatavoju�i patst&#x101;v&#x12B;gai il/.&#x12B;vei.</p><p>Var b&#x113;rnu "barot" ar negat&#x12B;viem ener&#x123;&#x113;tiskajiem izme�iem. Diem�&#x113;l tie�i to m&#x113;s nov&#x113;rojam p&#x101;r&#x101;k bie�i. Uz�klieg�ana, piespie�ana, izb&#x101;r�ana, sava slikt&#x101; garast&#x101;vok�&#x13C;a izg&#x101;�ana uz d&#x113;lu vai meitu (iemeslu vienm&#x113;r var at�rast) t&#x101;s ir m&#x16B;sdienu vec&#x101;ku iem&#x12B;&#x13C;otas audzin&#x101;�anas metodes. Un b&#x113;rns pierod atsaukties uz pieaugu�o cil�v&#x113;ku neg&#x101;cij&#x101;m, "norij" t&#x101;s un iel&#x101;go. P&#x113;c tam neapzin&#x101;ti provoc&#x113; pieaugu�os uz k&#x101;rt&#x113;jo br&#x101;zienu, lai sa&#x146;emtu no jums ener&#x123;ijas, kaut ar&#x12B; negat&#x12B;vas ener&#x123;ijas pl&#x16B;smu, jo ener&#x123;ija vi&#x146;am ir vajadz&#x12B;ga.</p><p>K&#x101;du ener&#x123;iju un inform&#x101;ciju j&#x16B;s dodat saviem b&#x113;r�niem, tas ar&#x12B; izaugs vi&#x146;u dv&#x113;se&#x13C;u ra�enaj&#x101; augsn&#x113;, kura visu akt&#x12B;vi &#x146;em pret&#x12B;. &#x12A;patn&#x12B;bas, kas rakstur&#x12B;gas ener�&#x123;&#x113;tiskajai mijiedarb&#x12B;bai ar b&#x113;rniem, v&#x113;l&#x101;k iztirz&#x101;sim s&#x12B;k&#x101;k.</p><p>Nobeigum&#x101; j&#x101;teic, ka �&#x101;ds iedal&#x12B;jums karmiskaj&#x101;s ka�tegorij&#x101;s ir &#x13C;oti nosac&#x12B;ts. Viens un tas pats cilv&#x113;ks jums vien&#x101; gad&#x12B;jum&#x101; var b&#x16B;t darbabiedrs, otr&#x101; gad&#x12B;jum&#x101; draugs, tre�aj&#x101; m&#x12B;&#x13C;otais, radinieks, br&#x101;lis. Svar&#x12B;gi jau nav katram konkr&#x113;tajam cilv&#x113;kam piekarin&#x101;t birku "ne�jau�s gar&#x101;mg&#x101;j&#x113;js" vai "vism&#x12B;&#x13C;&#x101;kais no visiem m&#x12B;&#x13C;ajiem". Uzdevums ir saskarsmes br&#x12B;�os ikreiz patur&#x113;t pr&#x101;t&#x101;, kas notiek, kas ir un kas nav pie&#x13C;aujams attiec&#x12B;b&#x101; tie�i uz �o cilv&#x113;ku konkr&#x113;taj&#x101; situ&#x101;cij&#x101;.</p><p>K&#x101;p&#x113;c m&#x113;s ar cie&#x146;u izturamies pret pag&#x101;ju�&#x101; gadsimta cilv&#x113;ku aristokr&#x101;tiski izsmalcin&#x101;to uzved&#x12B;bu? T&#x101;p&#x113;c ka vi&#x146;i ar cie&#x146;u, bez pieglaimo�an&#x101;s, bez augstpr&#x101;t&#x12B;bas, bez liek&#x101;m emocij&#x101;m, bez liekas ros&#x12B;�an&#x101;s, vienk&#x101;r�i un at�bilst&#x12B;gi prata sarun&#x101;ties gan ar valdniekiem, gan ar zem�niekiem. �&#x101;da prasme nepiecie�ama katram cilv&#x113;kam un ne jau t&#x101;d&#x113;&#x13C;, lai k&#x13C;&#x16B;tu par aristokr&#x101;tu, bet t&#x101;d&#x113;&#x13C;, lai saglab&#x101;tu savu ener&#x123;iju, lietprat&#x12B;gi to izmantotu, nesa�g&#x101;d&#x101;jot nepatik�anas nedz sev, nedz citiem.</p><p id="AutBody_0bookmark30">2. nodala pieaugu�ie un b&#x112;rni: karmas M&#x100;C&#x12A;BSTUNDAS, M&#x12A;LEST&#x12A;BAS M&#x100;C&#x12A;BSTUNDAS</p></section><section><title><p id="AutBody_0bookmark32">absol&#x16B;t&#x101; m&#x12B;lest&#x12B;ba</p></title><p>Putn&#x113;ns, kuc&#x113;ns, b&#x113;rns visiem pieaugu�ajiem un dz&#x12B;�vaj&#x101;m rad&#x12B;b&#x101;m attiec&#x12B;b&#x101; uz vi&#x146;iem darbojas instinkt&#x12B;va v&#x113;lme sarg&#x101;t, barot, upur&#x113;ties vi&#x146;u lab&#x101;. Visi plan&#x113;tas mazu&#x13C;i ir dz&#x12B;v&#x12B;bas, evolucion&#x101;r&#x101;s att&#x12B;st&#x12B;bas turpin&#x101;t&#x101;ji.</p><p>Vec&#x101;ku m&#x12B;lest&#x12B;b&#x101; izpau�as Dieva absol&#x16B;t&#x101; m&#x12B;lest&#x12B;ba pret pa�a rad&#x12B;taj&#x101;m b&#x16B;tn&#x113;m. Dievs vienm&#x113;r m&#x12B;l savus b&#x113;rnus, t&#x101;p&#x113;c ka vienm&#x113;r bag&#x101;t&#x12B;gi apvelt&#x12B; cilv&#x113;ku un ne�kad neko neprasa pret&#x12B;. Tas Kungs d&#x101;v&#x101; cilv&#x113;kiem laimi piedzimt �aj&#x101; pasaul&#x113;, laimi iepaz&#x12B;t pasauli un sevi taj&#x101;, laimi just b&#x113;das un prieku, d&#x101;v&#x101; sp&#x113;ku p&#x101;rvar&#x113;t gr&#x16B;t&#x12B;bas, k&#x101; ar&#x12B; laimi b&#x16B;t apvelt&#x12B;tam ar pr&#x101;tu, kas sevi apzin&#x101;s un sp&#x113;j rad&#x12B;t. Liela laime ir t&#x101;, ka ar savu sp&#x113;ju m&#x12B;l&#x113;t, dot, rad&#x12B;t esam l&#x12B;dz&#x12B;gi debesu T&#x113;vam.</p><p>Absol&#x16B;t&#x101; m&#x12B;lest&#x12B;ba t&#x101; ir Absol&#x16B;ta jeb Dieva m&#x12B;lest&#x12B;ba, t&#x101; ne no k&#x101; nav atkar&#x12B;ga. Dievs m&#x12B;l pasauli, tas ir, glu�i k&#x101; Saule s&#x16B;ta sv&#x113;t&#x12B;bu, gaismu un siltumu. Saule sp&#x12B;d un silda, vairo dz&#x12B;v&#x12B;bu uz plan&#x113;tas neatkar&#x12B;gi no t&#x101;, vai to l&#x16B;dzam vai ne, vai mums pat&#x12B;k sild&#x12B;ties saul&#x12B;t&#x113; vai ne, vai m&#x113;s esam labi vai &#x13C;auni, veseli vai slimi, dumji vai sapr&#x101;t&#x12B;gi. T&#x101; nav nejau�&#x12B;ba, ka daudz&#x101;s senaj&#x101;s reli&#x123;ij&#x101;s Saules kults tika saist&#x12B;ts ar Augst&#x101;ko Diev&#x12B;bu. Sv&#x113;t&#x12B;ba, ko d&#x101;v&#x101; Saule, Dievs, nav atkar&#x12B;ga no t&#x101;, k&#x101;di esam un k&#x101;du pasauli Saule apsp&#x12B;d, t&#x101;p&#x113;c ka t&#x101; ir Saule un nevar ne�sp&#x12B;d&#x113;t, jo cit&#x101;di t&#x101; vairs neb&#x16B;s Saule. Dievs m&#x16B;s m&#x12B;l t&#x101;p&#x113;c, ka nevar nem&#x12B;l&#x113;t.</p><p>Cilv&#x113;ks apg&#x16B;st Dievi�&#x137;&#x101;s m&#x12B;lest&#x12B;bas prasmi, pirm&#x101;m k&#x101;rt&#x101;m m&#x12B;lot savu b&#x113;rnu. Nesp&#x113;ja m&#x12B;l&#x113;t b&#x113;rnus ir pati liel&#x101;k&#x101; cilv&#x113;ka dv&#x113;seles probl&#x113;ma, t&#x101;p&#x113;c ka �aj&#x101; gad&#x12B;jum&#x101; indiv&#x12B;dam nav galven&#x101; kan&#x101;la, kas vi&#x146;u savieno ar Dievu, proti, vi&#x146;am laup&#x12B;ta iesp&#x113;ja apg&#x16B;t absol&#x16B;t&#x101;s m&#x12B;lest&#x12B;bas prasmi.</p><p>Absol&#x16B;t&#x101; m&#x12B;lest&#x12B;ba, l&#x12B;dz&#x12B;gi k&#x101; Dieva m&#x12B;lest&#x12B;ba, ir ar&#x12B; ab�strakta, proti, t&#x101; nav saist&#x12B;ta ar k&#x101;du konkr&#x113;tu priek�metu vai cilv&#x113;ku. T&#x101; pl&#x16B;st k&#x101; straume, visus ap&#x146;emot vien&#x101;di, jo glu�i vienk&#x101;r�i nesp&#x113;j nepl&#x16B;st. Cilv&#x113;kam, kas tiecas izpl&#x113;st liel&#x101;ku gabalu no dz&#x12B;ves p&#x12B;r&#x101;ga, uz karjeras k&#x101;p�n&#x113;m apsteigt citus, b&#x16B;t bag&#x101;t&#x101;ks, varen&#x101;ks, pievilc&#x12B;g&#x101;ks par citiem, ir &#x13C;oti gr&#x16B;ti saprast absol&#x16B;t&#x101;s m&#x12B;lest&#x12B;bas abstraktumu. K&#x101; tad t&#x101;, ja reiz esmu lab&#x101;ks, mani vajag vai�r&#x101;k m&#x12B;l&#x113;t! Ja reiz esmu sp&#x113;c&#x12B;g&#x101;ks, man �ai dz&#x12B;v&#x113; ir ties&#x12B;bas uz ko vair&#x101;k. V&#x101;jajam t&#x101;das ties&#x12B;bas nedr&#x12B;kst b&#x16B;t. �&#x101;ds viedoklis atbilst aprobe�otas pasaul&#x12B;g&#x101;s lo&#x123;ikas izpratnei.</p><p>Kad vec&#x101;kiem ir divi un vair&#x101;k b&#x113;rni un vi&#x146;i nevar pateikt, kuru m&#x12B;l vair&#x101;k paklaus&#x12B;go vai &#x137;ildnieku, stipro vai gudro, skaisto vai biklo, tad cilv&#x113;ki pietuvojas Abso�l&#x16B;ta abstrakt&#x101;s m&#x12B;lest&#x12B;bas izpratnei. Cilv&#x113;ks l&#x12B;dztekus sa�viem b&#x113;rniem s&#x101;k m&#x12B;l&#x113;t sve�us b&#x113;rnus, visus b&#x113;rnus, visus cilv&#x113;kus (m&#x113;s ta�u visi k&#x101;dam esam b&#x113;rni) un, vis�beidzot, visu pasauli. T&#x101; vi&#x146;� pietuvojas Dievam.</p><p>Visi spriedel&#x113;jumi par to, ka b&#x113;rni m&#x113;dz b&#x16B;t da�&#x101;di, ir bezj&#x113;dz&#x12B;gi. Ja b&#x113;rnam vajadz&#x12B;ga j&#x16B;su pal&#x12B;dz&#x12B;ba, uzskatiet t&#x101;s snieg�anu par uzdevumu, kas jums dots no aug�as. Jo gr&#x16B;t&#x101;k audzin&#x101;ms b&#x113;rns, jo vair&#x101;k m&#x12B;lest&#x12B;bas vi&#x146;am j&#x101;velt&#x12B;. Tas ir noteikums, kas savas zemes dz&#x12B;ves laik&#x101; mums katr&#x101; zi&#x146;&#x101; j&#x101;iegaum&#x113;.</p><p>Ja j&#x16B;su gr&#x16B;ti audzin&#x101;miem b&#x113;rniem nepiecie�ama &#x12B;pa��a uzman&#x12B;ba un liela paciet&#x12B;ba, t&#x101;tad savulaik neesat ap�guvu�i m&#x12B;lest&#x12B;bas m&#x101;c&#x12B;bstundu un tagad likte&#x146;a belzieni spie� to dar&#x12B;t. Gr&#x16B;ti audzin&#x101;mie b&#x113;rni, ja vi&#x146;u lab&#x101; izt&#x113;�r&#x113;sit lielu ener&#x123;iju vec&#x101;ku m&#x12B;lest&#x12B;bu un gudr&#x12B;bu, k&#x13C;&#x16B;s par sapr&#x101;t&#x12B;giem un god&#x101;jamiem cilv&#x113;kiem. Ar �o smago darbu j&#x16B;s izpild&#x101;t savu galveno karmisko pien&#x101;kumu pret Pasauli m&#x12B;lest&#x12B;bas pien&#x101;kumu.</p><p>Bet gad&#x101;s ar&#x12B; t&#x101;: j&#x16B;s atdev&#x101;t b&#x113;rnam visu, ko var&#x113;j&#x101;t, tom&#x113;r vi&#x146;� k&#x13C;uva vien&#x12B;gi par &#x146;&#x113;m&#x113;ju. Vi&#x146;� neprot dot un nem&#x101;k m&#x12B;l&#x113;t. Nesteidzieties vi&#x146;u nosod&#x12B;t. Paties&#x12B;b&#x101; divnieku esat peln&#x12B;ju�i j&#x16B;s, jo neprat&#x101;t atrisin&#x101;t uzdevu�mu, kura m&#x113;r&#x137;is ir ar savu m&#x12B;lest&#x12B;bu pret b&#x113;rnu iem&#x101;c&#x12B;t vi&#x146;u m&#x12B;l&#x113;t. Ja tas nav izdevies, varb&#x16B;t j&#x16B;s b&#x113;rnu m&#x12B;l&#x113;j&#x101;t sevis, nevis vi&#x146;a pa�a labad, m&#x12B;l&#x113;j&#x101;t t&#x101;, k&#x101; jums bija &#x113;rti, nevis t&#x101;, k&#x101; b&#x113;rnam bija nepiecie�ams.</p><p>Ja b&#x113;rni, k&#x13C;&#x16B;stot pieaugu�i, nav sp&#x113;j&#x12B;gi m&#x12B;l&#x113;t pasauli, vi&#x146;u vec&#x101;ki nav pratu�i vai nav grib&#x113;ju�i izpild&#x12B;t savu galveno uzdevumu, vi&#x146;i kaut ko nav sapratu�i �aj&#x101; pro�ces&#x101;, �aj&#x101; zemes dz&#x12B;ves, dv&#x113;seles att&#x12B;st&#x12B;bas likum&#x101;.</p><p>No manas vecm&#x101;mi&#x146;as atmi&#x146;&#x101;m. Vi&#x146;a bija vien&#x12B;gais b&#x113;rns p&#x101;rtiku�a kalpot&#x101;ja &#x123;imen&#x113;, kas meitenei neko ne�liedza. Ta�u vi&#x146;a nemit&#x12B;gi lav&#x12B;j&#x101;s lauk&#x101; pagalm&#x101;, kur dz&#x12B;�voja tr&#x16B;c&#x12B;ga septi&#x146;u b&#x113;rnu &#x123;imene. Tur visi sp&#x113;l&#x113;j&#x101;s ar vienk&#x101;r�&#x101;m rota&#x13C;liet&#x101;m da�k&#x101;rt ar skaid&#x101;m, lupat&#x101;m, pa�u gatavotiem m&#x101;la zirdzi&#x146;iem, tur vald&#x12B;ja siltums un prieks. Siltums t&#x101;p&#x113;c, ka �aj&#x101; m&#x101;j&#x101; visus m&#x12B;l&#x113;ja. Uz savu p&#x101;rtiku�o m&#x101;ju ar cienastiem un atsevi�&#x137;u b&#x113;rnistabu meitene draugus neaicin&#x101;ja, t&#x101;p&#x113;c ka tur bija auksti, tur m&#x12B;l&#x113;ja vi&#x146;u vienu, bet ne visus.</p><p>Saprotiet pareizi nav jau svar&#x12B;gi dzemd&#x113;t septi&#x146;us b&#x113;rnus. Svar&#x12B;gi ir b&#x113;rnam sniegt siltuma un visu pasauli aptvero�as m&#x12B;lest&#x12B;bas paraugu. M&#x12B;lest&#x12B;ba ir interesanta par&#x101;d&#x12B;ba. Jo vair&#x101;k m&#x12B;lam, jo m&#x12B;lest&#x12B;bas ap mums k&#x13C;&#x16B;st vair&#x101;k, jo kv&#x113;l&#x101;k t&#x101; iedegas, jo vair&#x101;k siltuma t&#x101; d&#x101;v&#x101; mums pa�iem. Jo vair&#x101;k m&#x12B;lest&#x12B;bas atdod, jo vair&#x101;k t&#x101;s ir tev&#x12B; pa�&#x101;. Jo vair&#x101;k m&#x12B;lest&#x12B;bas gribi sa&#x146;emt, jo maz&#x101;k t&#x101;s paliek.</p><p>Cilv&#x113;ks ir rad&#x12B;ts p&#x113;c Dieva veidola un l&#x12B;dz&#x12B;bas. M&#x113;s esam l&#x12B;dz&#x12B;gi debesu T&#x113;vam ar sp&#x113;ju b&#x16B;t sapr&#x101;t&#x12B;giem un sp&#x113;ju m&#x12B;l&#x113;t.</p><p>B&#x113;rni mums doti t&#x101;d&#x113;&#x13C;, lai, pamatojoties uz sev piem&#x12B;�to�o dz&#x12B;vniecisko instinktu, kas liek r&#x16B;p&#x113;ties par p&#x113;cn&#x101;�c&#x113;jiem, m&#x113;s dv&#x113;sel&#x113; izkoptu Dievi�&#x137;o m&#x12B;lest&#x12B;bu, m&#x12B;les�t&#x12B;bu uz visu pasauli m&#x12B;lest&#x12B;bu, kas ir abstrakta un ne no k&#x101; nav atkar&#x12B;ga. Izaudz&#x113;ju�i sev&#x12B; �&#x101;du ener&#x123;iju, m&#x113;s pie�tuvojamies Rad&#x12B;t&#x101;jam, nemirst&#x12B;bai, nosl&#x113;pumainai bezrobe�&#x12B;gai laimei, k&#x101;du izj&#x16B;t no pasaul&#x12B;gaj&#x101;m r&#x16B;p&#x113;m atbr&#x12B;�vota dv&#x113;sele.</p></section><section><title><p id="AutBody_0bookmark33">kalpo�anas karma</p></title><p>M&#x12B;l&#x113;t savus b&#x113;rnus t&#x101;, lai vi&#x146;iem iem&#x101;c&#x12B;tu m&#x12B;l&#x113;t pasau�li, tas ir &#x13C;oti gr&#x16B;ts uzdevums, bet tie�i taj&#x101; ietverta cilv&#x113;ka kalpo�anas karma. T&#x101; ir kalpo�ana pasaulei, kalpo�ana evol&#x16B;cijai, kalpo�ana Dievam. Ikvienam, kas dz&#x12B;vo uz Zemes, k&#x101; Visuma iem&#x12B;tniekam j&#x101;pilda �is pien&#x101;kums. Ja v&#x113;lies nemirst&#x12B;gu dv&#x113;seli, ja v&#x113;lies bezgal&#x12B;gu gaismu un prieku, m&#x101;cies mirdz&#x113;t.</p><p>M&#x113;&#x123;iniet atcer&#x113;ties, kad j&#x16B;s p&#x101;r&#x146;em vismaig&#x101;k&#x101;s, vis�aizkustino�&#x101;k&#x101;s, vislabest&#x12B;g&#x101;k&#x101;s j&#x16B;tas, kad dv&#x113;sel&#x113; iel&#x12B;st siltums un gribas dar&#x12B;t kaut ko labu? Tad, kad non&#x101;kat saskar&#x113; ar b&#x113;rniem. Kad j&#x16B;su m&#x12B;lest&#x12B;ba ir visnesavt&#x12B;g&#x101;k&#x101; un vist&#x12B;r&#x101;k&#x101;, kad k&#x13C;&#x16B;stat sp&#x113;j&#x12B;gi pa�uzupur&#x113;ties? Tad, kad tas, ko m&#x12B;lat, ir b&#x113;rns.</p><p>Pat pret m&#x12B;&#x13C;oto cilv&#x113;ku visliel&#x101;k&#x101; maiguma br&#x12B;�os j&#x16B;s i/,turaties k&#x101; pret b&#x113;rnu, v&#x113;loties aizst&#x101;v&#x113;t, pasarg&#x101;t, sa�sild&#x12B;t, sam&#x12B;&#x13C;ot, pa�&#x113;lot, padar&#x12B;t par vislaim&#x12B;g&#x101;ko cilv&#x113;ku.</p><p>Pateicoties m&#x12B;lest&#x12B;bai pret b&#x113;rniem un pateicoties kal&#x13C; to�anai b&#x113;rniem, cilv&#x113;ks iepaz&#x12B;st pa�as Dievi�&#x137;&#x12B;g&#x101;k&#x101;s j&#x16B;las un ieg&#x16B;st Dievi�&#x137;&#x12B;gas kvalit&#x101;tes iem&#x101;c&#x101;s nesavt&#x12B;gi m&#x12B;l&#x113;t un uzupur&#x113;ties Zemes un visas cilv&#x113;ces laimes v&#x101;r�d&#x101;. T&#x101;p&#x113;c tad, kad cilv&#x113;ks kalpo�anas karmai izg&#x101;jis cauri, vi&#x146;� no visas sirds s&#x101;k tic&#x113;t Dievam, Augst&#x101;ko sp&#x113;ku eksistencei, tam, ka Pasaule ir skaista un labest&#x12B;ga. T&#x101;p&#x113;c ka visas �&#x12B;s kvalit&#x101;tes jau piem&#x12B;t vi&#x146;am pa�am.</p><p>Visas audzin&#x101;�anas teorijas pied&#x101;v&#x101; vec&#x101;kiem da�&#x101;dus pa&#x146;&#x113;mienus mijiedarb&#x12B;bai ar b&#x113;rniem, dod daudz lietpral&#x12B;gu un pareizu padomu, ta�u neviena neizskaidro gal�veno: kas ir �is no neb&#x16B;t&#x12B;bas pie mums atn&#x101;ku�ais b&#x113;rns?</p><p>Vec&#x101;ki &#x13C;oti bie�i uztver b&#x113;rnu k&#x101; zem&#x101;ku, nesapr&#x101;t&#x12B;gu b&#x16B;tni, t&#x101;p&#x113;c ka mazulis ir dumj&#x101;ks par pieaugu�o, maz&#x101;k pieredz&#x113;jis, nemit&#x12B;gi k&#x13C;&#x16B;d&#x101;s. Vec&#x101;ki parasti p&#x16B;las iem&#x101;c&#x12B;t b&#x113;rnam to, ko prot pa�i, un dusmojas, ja b&#x113;rns kaut ko aizmirsis vai atkal izdar&#x12B;jis aplam. �&#x101;das audzin&#x101;�anas m&#x113;r&#x137;is ir izveidot no b&#x113;rna savu l&#x12B;dzinieku vai kaut ko t&#x101;du, kas vec&#x101;kiem patiktu.</p><p>"Es esmu t&#x113;raudkaus&#x113;t&#x101;js, t&#x101; &#x12B;stam v&#x12B;rietim ir laba pro�fesija, un tu, mans d&#x113;ls, ar&#x12B; b&#x16B;si t&#x113;raudkaus&#x113;t&#x101;js!" "Es visu m&#x16B;�u ar stingru roku valdu savu v&#x12B;ru un tev, savai meitai, ieteicu dar&#x12B;t t&#x101;pat." "Es vienm&#x113;r esmu grib&#x113;jusi b&#x16B;t &#x101;rste, un tev, mans d&#x113;ls, j&#x101;k&#x13C;&#x16B;st par dakteri." Ta�u j&#x16B;�su b&#x113;rns jau kop� pirmaj&#x101;m dien&#x101;m ir person&#x12B;ba ar sa�viem uzdevumiem, un jums audzin&#x101;�ana ir j&#x101;veic t&#x101;, lai vi&#x146;am pal&#x12B;dz&#x113;tu risin&#x101;t savus, nevis j&#x16B;su uzdevumus!</p><p>Savuk&#x101;rt citiem vec&#x101;kiem b&#x113;rns ir tas objekts, kuram vi&#x146;i velt&#x12B; savu m&#x12B;lest&#x12B;bu. Katra cilv&#x113;ka dabiska v&#x113;l&#x113;�an&#x101;s ir m&#x12B;l&#x113;t. M&#x12B;l&#x113;dami savu lolojumu, vi&#x146;i izpilda visas b&#x113;rna v&#x113;lmes un iegribas, nodar&#x12B;jumiem un negat&#x12B;vaj&#x101;m (posto�aj&#x101;m) &#x12B;pa�&#x12B;b&#x101;m sevi�&#x137;u uzman&#x12B;bu nepiev&#x113;r�ot. Turkl&#x101;t tiek uzskat&#x12B;ts, ka vi&#x146;i "visu dara" sava b&#x113;rna lab&#x101;. Bet ar&#x12B; �ie vec&#x101;ki netiek gal&#x101; ar kalpo�anas karmu, t&#x101;p&#x113;c ka t&#x101;s galven&#x101; sast&#x101;vda&#x13C;a ir pras&#x12B;ba iem&#x101;c&#x12B;t b&#x113;rnam tikt gal&#x101; ar sav&#x101;m sliktaj&#x101;m &#x12B;pa�&#x12B;b&#x101;m, iem&#x101;c&#x12B;t patst&#x101;v&#x12B;bu, nevis gaid&#x12B;t no dz&#x12B;ves tikai baudas.</p><p>V&#x113;l citiem vec&#x101;kiem b&#x113;rns ir rota&#x13C;lieta, ar kuru vi&#x146;i sp&#x113;�l&#x113;jas tikai tad, kad pa�i grib. �odien mamma noglauda meitai galvu par asu atbildi, bet r&#x12B;t par t&#x101;du pa�u atbildi var nop&#x113;rt. �odien m&#x101;tei ir labs noska&#x146;ojums, un vi&#x146;a visu vakaru rota&#x13C;&#x101;jas ar meitu, lai gan b&#x113;rns to nemaz nav l&#x16B;dzis. R&#x12B;t meita l&#x16B;gs doties kop&#x12B;g&#x101; pastaig&#x101;, bet m&#x101;�tei b&#x113;rns neb&#x16B;s ne pr&#x101;t&#x101;, jo visu vakaru vi&#x146;a nop&#x13C;&#x101;p&#x101;s ar kaimi&#x146;ieni. Ja vec&#x101;ki vienm&#x113;r savas intereses izvirza priek�pl&#x101;n&#x101; un neciena, bet da�k&#x101;rt glu�i vienk&#x101;r�i igno�r&#x113; b&#x113;rna intereses, �&#x101;du vec&#x101;ku m&#x12B;lest&#x12B;bu var nosaukt par lietot&#x101;jam piem&#x12B;to�u m&#x12B;lest&#x12B;bu. Vi&#x146;iem n&#x101;ksies pl&#x16B;kt �&#x101;das "audzin&#x101;�anas" r&#x16B;gtos aug&#x13C;us.</p><p>Un t&#x101; kas tad j&#x16B;su b&#x113;rns ir? Vi&#x146;� ir b&#x16B;tne, kas st&#x101;v galvastiesu augst&#x101;k par jums. Evol&#x16B;cijas j&#x113;ga izpau�as nevis k&#x101; bezgal&#x12B;ga atk&#x101;rto�an&#x101;s vien&#x101; un taj&#x101; pa�&#x101; l&#x12B;men&#x12B;, bet gan k&#x101; cilv&#x113;ka nemit&#x12B;ga pilnveido�an&#x101;s katr&#x101; jaun&#x101; civiliz&#x101;cijas att&#x12B;st&#x12B;bas spir&#x101;les lok&#x101;. M&#x16B;su b&#x113;rni pieder pie paaudzes, kas n&#x101;k p&#x113;c mums, ar savu sapr&#x101;tu vi&#x146;i ir p&#x101;�r&#x101;ki par mums, vi&#x146;iem paveras potenci&#x101;la iesp&#x113;ja veidot harmonisk&#x101;ku dz&#x12B;vi par to, k&#x101;da bija vec&#x101;kiem.</p><p>Vec&#x101;ku karmiskais uzdevums ir pal&#x12B;dz&#x113;t b&#x113;rnam apg&#x16B;t visu uz Zemes dz&#x12B;voju�o cilv&#x113;ku iepriek�&#x113;jo pieredzi, tur�kl&#x101;t neapsl&#x101;p&#x113;jot rado�&#x101;s iesp&#x113;jas, ko b&#x113;rnam paver tas jaunais, kas vi&#x146;&#x101; noteikti ir.</p><p>Kalpot b&#x113;rnam noz&#x12B;m&#x113; kalpot evol&#x16B;cijai, bet kalpot nenoz&#x12B;m&#x113; apkalpot. Kalpot noz&#x12B;m&#x113; veikt darbu, kas ma�zulim nepiecie�ams, lai vi&#x146;� sp&#x113;tu izkopt savas unik&#x101;l&#x101;s &#x12B;pa�&#x12B;bas. Mums j&#x101;cen�as tik liel&#x101; m&#x113;r&#x101;, k&#x101;d&#x101; vien tas iesp&#x113;jams, par&#x101;d&#x12B;t b&#x113;rnam pasauli un iepaz&#x12B;stin&#x101;t vi&#x146;u ar savu dz&#x12B;ves pieredzi. Galvenais uzdevums ir vi&#x146;am iem&#x101;c&#x12B;t b&#x16B;t patst&#x101;v&#x12B;gam.</p><p>Iepaz&#x12B;stin&#x101;t ar savu pieredzi nenoz&#x12B;m&#x113; spiest "dar&#x12B;t, k&#x101; daru es", tas noz&#x12B;m&#x113; par&#x101;d&#x12B;t, k&#x101; es iem&#x101;c&#x12B;jos dar&#x12B;t to vai citu, past&#x101;st&#x12B;t, k&#x101; es to vai citu sapratu dz&#x12B;v&#x113;, past&#x101;st&#x12B;t par sav&#x101;m k&#x13C;&#x16B;d&#x101;m, par pieredzi, ko esmu ieguvis un jo�proj&#x101;m ieg&#x16B;stu, v&#x113;l nemaz nezinot, k&#x101;das k&#x13C;&#x16B;das izdar&#x12B;�u n&#x101;kotn&#x113;. Neaizmirs&#x12B;sim, ka b&#x113;rnam ejams savs ce&#x13C;�. M&#x113;s pal&#x12B;dz&#x113;sim to atrast un reiz&#x113; pal&#x12B;dz&#x113;sim ieg&#x16B;t t&#x101;s &#x12B;pa�&#x12B;bas, kuras, m&#x16B;supr&#x101;t, b&#x113;rnam dz&#x12B;v&#x113; noder&#x113;s: izkopt gribu un neatlaid&#x12B;bu, drosmi un apdom&#x12B;gumu, jut&#x12B;gumu un v&#x113;�r&#x12B;gumu, br&#x12B;vdom&#x12B;gumu un sapr&#x101;t&#x12B;gumu, patst&#x101;v&#x12B;bu un lielu m&#x12B;lest&#x12B;bu uz pasauli.</p><p>Jaunais civiliz&#x101;cijas att&#x12B;st&#x12B;bas spir&#x101;les loks. K&#x101;ds tas b&#x16B;s? Tas ir atkar&#x12B;gs no vec&#x101;kiem. Ja b&#x16B;sit pratu�i saviem b&#x113;rniem iedot visu, ko sp&#x113;jat, un l&#x12B;dz ar to stimul&#x113;t vi&#x146;u att&#x12B;st&#x12B;bu, jums nekad neb&#x16B;s probl&#x113;mu ar sapra�anos. J&#x101;�iev&#x113;ro tikai viens noteikums: "visu dot" vajag ar b&#x113;rna piekri�anu. Jau pavisam agri, kad b&#x113;rnam v&#x113;lmju ir daudz, ar vi&#x146;u j&#x101;apsprie�as, j&#x101;jaut&#x101;, ko vi&#x146;� v&#x113;las.</p><p>T&#x101;tad j&#x16B;su b&#x113;rns ir lab&#x101;ks p&#x101;rjums, vi&#x146;� ir gudr&#x101;ks un harmonisk&#x101;ks jau t&#x101;p&#x113;c vien, ka n&#x101;k aiz jums. J&#x16B;su uz�devums ir ar savu pal&#x12B;dz&#x12B;bu atrais&#x12B;t visu, kas vi&#x146;&#x101; jau ir.</p><p>Turkl&#x101;t j&#x16B;su b&#x113;rnam ir sava karma, un vi&#x146;� ir ieradies �aj&#x101; pasaul&#x113;, izraugoties j&#x16B;s par vec&#x101;kiem cer&#x12B;b&#x101;, ka pa�l&#x12B;dz&#x113;sit tikt gal&#x101; ar ener&#x123;&#x113;tisko par&#x101;du Visuma priek�&#x101;, proti, ar vi&#x146;a karmu. J&#x16B;s dzemd&#x113;j&#x101;t, tas ir, pie&#x146;&#x113;m&#x101;t vi&#x146;u un l&#x12B;dz ar to ar&#x12B; vi&#x146;a probl&#x113;mas k&#x101; pa�i sav&#x113;j&#x101;s. T&#x101;d&#x113;j&#x101;di j&#x16B;s esat uz&#x146;&#x113;mu�ies saist&#x12B;bas pal&#x12B;dz&#x113;t b&#x113;rnam risin&#x101;t vi&#x146;a uzdevumus. T&#x101; notiek ar&#x12B; tad, kad b&#x113;rnu pie&#x146;emat audzi�n&#x101;�an&#x101; vai salaul&#x101;jaties ar cilv&#x113;ku, kuram jau ir b&#x113;rni. I'ret pie&#x146;emtajiem b&#x113;rniem jums ir t&#x101;das pa�as saist&#x12B;bas k&#x101; pret saviem b&#x113;rniem.</p></section><section><title><p id="AutBody_0bookmark34">sod&#x12B;t vai respektet br&#x12B;v&#x12B;bu?</p></title><p>Tas vec&#x101;kiem ir viens no viss&#x101;p&#x12B;g&#x101;kajiem jaut&#x101;jumiem.</p><p>Sal&#x12B;dzin&#x101;jum&#x101; ar vec&#x101;kiem b&#x113;rns ir galvastiesu aug�st&#x101;ka person&#x12B;ba, ta�u vi&#x146;� neko nezina par zemes dz&#x12B;vi. Vi&#x146;� to apg&#x16B;st no nullpunkta. Pieaugu�ie nedr&#x12B;kst �&#x113;lot laiku nopietn&#x101;m sarun&#x101;m ar b&#x113;rnu par m&#x16B;su dz&#x12B;vi.</p></section><section><title><p id="AutBody_0bookmark35">Savlaic&#x12B;gi dot inform&#x101;ciju</p></title><p>Mazs z&#x113;ns kop&#x101; ar pieaugu�ajiem skat&#x101;s videofilmu, kas ir &#x12B;sts gr&#x101;v&#x113;js. Vi&#x146;� apg&#x16B;st inform&#x101;ciju. Puis&#x113;ns sa�prot, cik labi ir b&#x16B;t stipram, p&#x101;rliecin&#x101;tam par sevi, neat�laid&#x12B;gam, ener&#x123;iskam un &#x101;tram, ka sliktos vajag sod&#x12B;t, bet galvenajam varonim vienm&#x113;r ir taisn&#x12B;ba. P&#x113;c tam vi&#x146;� to visu p&#x101;rce&#x13C; dz&#x12B;v&#x113;.</p><p>Kur� ir galvenais varonis? Protams, vi&#x146;� pats. Bet kur� ir sliktais? Tas, kur� nedara to, ko puika grib, kur� vi&#x146;u soda, kur� ne&#x13C;auj &#x12B;stenot vi&#x146;a v&#x113;lmes. Var izr&#x101;d&#x12B;ties, ka �&#x101;ds cilv&#x113;ks ir vecm&#x101;mi&#x146;a vai b&#x113;rnud&#x101;rza audzin&#x101;t&#x101;ja, vai, piem&#x113;ram, k&#x101;ds cits b&#x113;rns smil�u kast&#x113;. Vi&#x146;i sastr&#x12B;�d&#x113;sies un, protams, sakausies, un tur nav nek&#x101; slikta. Bet z&#x113;ns r&#x12B;kosies k&#x101; ne�&#x113;l&#x12B;g&#x101;s filmas pozit&#x12B;vais varonis, jo citas inform&#x101;cijas par uzved&#x12B;bu vi&#x146;am nav.</p><p>Pieaugu�&#x101; cilv&#x113;ka pien&#x101;kums ir dot nov&#x113;rt&#x113;jumu visam notieko�ajam, sniegt citu inform&#x101;ciju, uzdot jaut&#x101;jumus:</p><p>-��� K&#x101;p&#x113;c tu P&#x113;terim iesiti?</p><p>-��� K&#x101; tu dom&#x101;, vai P&#x113;terim s&#x101;p&#x113;ja?</p><p>-��������� Var&#x113;ji P&#x113;terim ar&#x12B; nesist, bet tikai pateikt, ka vi&#x146;� da�ra nepareizi, bez at&#x13C;aujas pa&#x146;emot tavu ma�&#x12B;nu.</p><p>-��� Vai P&#x113;teris ir slikts? K&#x101;p&#x113;c vi&#x146;� ir slikts?</p><p>-���������� Varb&#x16B;t slikts esi tu, t&#x101;p&#x113;c ka t&#x16B;l&#x12B;t s&#x101;c kauties un citiem nodari s&#x101;pes?</p><p>Piln&#x12B;gi dabiski, ka puika v&#x113;l ne reizi vien kausies. Ta�u z&#x113;nam ir j&#x101;zina, ka citiem s&#x101;p tie�i t&#x101;pat k&#x101; vi&#x146;am pa�am, ka slikts miers vienm&#x113;r ir lab&#x101;ks par labu karu, ka karu nevajag s&#x101;kt, bet konfliktus vajag apdz&#x113;st, un sp&#x113;ks ir vajadz&#x12B;gs tie�i �im nol&#x16B;kam. Saprotam&#x101; veid&#x101; ir j&#x101;past&#x101;s�ta, kas ir vardarb&#x12B;ba un k&#x101;p&#x113;c t&#x101; ir slikta. Nopietna izprat�ne par mieru b&#x113;rnam j&#x101;ieg&#x16B;st p&#x113;c iesp&#x113;jas agr&#x101;k, turkl&#x101;t no cilv&#x113;kiem, kas vi&#x146;am v&#x113;l labu. Cit&#x101;di m&#x113;s nezin&#x101;m, kur un kad vi&#x146;� ieg&#x16B;s inform&#x101;ciju par to, k&#x101; katr&#x101; kon�kr&#x113;taj&#x101; situ&#x101;cij&#x101; r&#x12B;koties. Tad b&#x16B;s gr&#x16B;ti main&#x12B;t b&#x113;rna p&#x101;r�liec&#x12B;bu, jo t&#x101; b&#x16B;s pirm&#x101; inform&#x101;cija attiec&#x12B;gaj&#x101; jaut&#x101;jum&#x101;. P&#x101;rb&#x16B;v&#x113;t vienm&#x113;r ir gr&#x16B;t&#x101;k nek&#x101; celtniec&#x12B;bu uzs&#x101;kt no nullpunkta.</p><p>Kausl&#x12B;gam pusaudzim, kas audz&#x113; musku&#x13C;us, vajadz&#x113;tu paskaidrot, ka pats stipr&#x101;kais ne vienm&#x113;r ir visliel&#x101;kais veiksminieks un vislaim&#x12B;g&#x101;kais, ka visi apsargi un jaunie "sp&#x113;ka" strukt&#x16B;ru darbinieki, sasniegu�i 30 gadu vecu�mu, sap&#x146;o par vienu: par klusu, mier&#x12B;gu dz&#x12B;vi, bet &#x12B;stais laiks ir palaists gar&#x101;m, un neko citu vi&#x146;i vairs neprot. Turkl&#x101;t daudziem "stipriniekiem" pavisam negribot ro�das nesaska&#x146;as ar likumu, un p&#x113;c tam vi&#x146;i, lai k&#x101; grib&#x113;tu, nesp&#x113;j izrauties no noziedz&#x12B;gaj&#x101;m aprind&#x101;m. Un tas viss tikai t&#x101;p&#x113;c, ka jaun&#x12B;b&#x101; sevi noska&#x146;oja uz agresiju. Dz&#x12B;ve ir visnota&#x13C; sare�&#x123;&#x12B;ta, un neb&#x16B;t ne viss taj&#x101; ir atkar&#x12B;gs no musku&#x13C;u sp&#x113;ka.</p><p>Pusaud�u grupa, kur&#x101; bija z&#x113;ni un meitenes, zv&#x113;riski nogalin&#x101;ja savu klases biedreni. Jaunos noziedzniekus atrast nebija gr&#x16B;ti, vi&#x146;i nodar&#x12B;jumu nesl&#x113;pa: st&#x101;st&#x12B;ja par to visiem pazi&#x146;&#x101;m. �&#x137;iet, ka kaut kas tik briesm&#x12B;gs nemaz nav iesp&#x113;jams. Bet kur� gan �iem b&#x113;rniem bija st&#x101;st&#x12B;jis, kas ir slikti un kas ir labi, k&#x101; iek&#x101;rtota pasaule, ko saj&#x16B;t otrs cilv&#x113;ks, kad tu par vi&#x146;u &#x146;irg&#x101;jies? No kurienes pusaud�i bija sm&#x113;lu�ies vissvar&#x12B;g&#x101;ko inform&#x101;ciju par dz&#x12B;vi? Vi&#x146;i bija skat&#x12B;ju�ies videofilmu, bet p&#x113;c tam to "analiz&#x113;ju�i".</p><p>Att&#x113;loju�i cits citam �ausmufilmu ainas ar &#x137;erme&#x146;a da&#x13C;u nogrie�anu, acu izrau�anu un cit&#x101;m �ausm&#x101;m k&#x101; kaut ko smiekl&#x12B;gu. �&#x101;d&#x101; rakurs&#x101; vi&#x146;i skat&#x12B;j&#x101;s uz pasauli, un citu neviens vi&#x146;iem nebija devis. Vi&#x146;u uztver&#x113; pasaule ir tie�i �&#x101;da, un tas ir norm&#x101;li, vi&#x146;i dz&#x12B;vo p&#x113;c likumiem, kurus pa�i ir iel&#x101;goju�i. �os pusaud�us ir gr&#x16B;ti pat noso�d&#x12B;t. V&#x113;l jo vair&#x101;k t&#x101;p&#x113;c, ka vi&#x146;i patie�&#x101;m nesaprot, k&#x101;p&#x113;c j&#x16B;s p&#x101;r&#x146;em �ausmas, klausoties ne tikai par vi&#x146;u darbiem, bet pat dzirdot to, ko vi&#x146;i saka. Vi&#x146;i pavisam nopietni dom&#x101;, ka jums ir v&#x101;ji nervi vai ka j&#x16B;s glu�i vienk&#x101;r�i izliekaties.</p><p>K&#x101; un kad j&#x16B;s savam b&#x113;rnam st&#x101;st&#x101;t ne tikai to, kas ir slikti un kas ir labi, bet ar&#x12B; to, k&#x101;p&#x113;c tas ir slikti, bet tas labi? Vai j&#x16B;s pa�i iev&#x113;rojat tos noteikumus, par kuriem run&#x101;jat? Vai b&#x113;rns jums tic?</p><p>Ja nekad neesat p&#x101;rrun&#x101;ju�i tematu par &#x13C;aunumu un s&#x101;p&#x113;m, bet p&#x113;k�&#x146;i pie&#x137;erat, ka piecgad&#x12B;gais d&#x113;ls r&#x12B;kojas ne�&#x113;l&#x12B;gi, piem&#x113;ram, izrauj ka&#x137;im &#x16B;sas, tad nav pamata kliegt, �ausmin&#x101;ties un v&#x113;l jo vair&#x101;k sod&#x12B;t. Ir pamats uz�s&#x101;kt nopietnu, labest&#x12B;gu sarunu, no kuras b&#x113;ram j&#x101;izdara secin&#x101;jums: esmu labs, bet es k&#x13C;&#x16B;d&#x12B;jos, t&#x113;tis man paskaid�roja, un tagad es zinu, ka labs cilv&#x113;ks t&#x101; nevar r&#x12B;koties, paldies t&#x113;tim. Ja sacelsit skand&#x101;lu, b&#x113;rna secin&#x101;jums b&#x16B;s piln&#x12B;gi pret&#x113;js: es k&#x13C;&#x16B;d&#x12B;jos, un t&#x113;tis pret mani bija bargs, vi&#x146;� ir stiprs, v&#x101;j&#x101;kais paklausa stipr&#x101;kajam, mani nem&#x12B;l, es esmu slikts. Pirms kaut ko dar&#x101;t, apsveriet, k&#x101;du re�zult&#x101;tu v&#x113;laties sasniegt.</p></section><section><title><p id="AutBody_0bookmark36">Taisn&#x12B;gs sods</p></title><p>Par j&#x16B;su b&#x113;rnu skol&#x101; s&#x16B;dzas, vi&#x146;� dara p&#x101;ri meiten&#x113;m, ne�&#x113;l&#x12B;gi piekauj vienaud�us ir laiks sarunu papildin&#x101;t ar sodu. K&#x101;du? Atbilst&#x12B;gu.</p><p>&#x122;imene ir maza valsts, un b&#x113;rnam ir j&#x101;saprot, ka sa�biedr&#x12B;bas likumi, ja vi&#x146;� tos p&#x101;rk&#x101;pj, b&#x113;rnu sod&#x12B;s, t&#x101;p&#x113;c ka vi&#x146;� dara sliktu citiem.</p><p>Vecm&#x101;mi&#x146;a saslimusi un gu&#x13C;, tr&#x12B;sgad&#x12B;gais b&#x113;rns kliedz. Vi&#x146;am skaidro, vi&#x146;u l&#x16B;dz, vi&#x146;u aizved pastaig&#x101;ties. Va�kar&#x101; b&#x113;rns atkal ska&#x13C;i klaudzina, it k&#x101; dar&#x12B;tu to speci&#x101;li. J&#x101;, vi&#x146;� to dara speci&#x101;li vi&#x146;� p&#x113;ta pasauli un t&#x101;s likumus, t&#x101; nav ne�&#x113;l&#x12B;ba. Vi&#x146;� j&#x101;soda simboliski. "Tu nesp&#x113;l&#x113;sies, es visu aizv&#x101;k�u, jo tu nesp&#x113;l&#x113;jies klusu," saka mamma, "bet iesim un aps&#x113;d&#x12B;simies, es tev palas&#x12B;�u pasaku." B&#x113;rns iegaum&#x113;: likums ir nelok&#x101;ms, ta�u to iegaum&#x113;t liek po�zit&#x12B;vas emocijas, mazais ir dro�s, ka vi&#x146;u m&#x12B;l un vi&#x146;am pal&#x12B;dz izprast pasauli.</p><p>Mamma gu&#x13C;, pusaudzis, ignor&#x113;jot visus l&#x16B;gumus, uz�grie� ska&#x13C;u m&#x16B;ziku. Vi&#x146;� ir nopietni j&#x101;soda: j&#x101;atsauc so�l&#x12B;jums nopirkt d&#x101;vanu, j&#x101;aizliedz doties pastaig&#x101;, uz no�teiktu laiku j&#x101;noglab&#x101; magnetofons. Cilv&#x113;kam j&#x101;saprot: ir ne tikai vi&#x146;a, bet ar&#x12B; citu cilv&#x113;ku intereses, t&#x101;s ir j&#x101;res�pekt&#x113;, cit&#x101;di tev atdar&#x12B;s ar to pa�u, un tev kl&#x101;sies slikti.</p><p>Sodam j&#x101;b&#x16B;t t&#x101;dam, lai tas noteikti atbilstu nodal&#x12B;jumam, k&#x101; ar&#x12B; b&#x113;rna vecumam un tam, cik apzin&#x101;ta ir vi&#x146;a r&#x12B;c&#x12B;ba.</p><p>K&#x101;d&#x101; &#x123;imen&#x113; nekad pret b&#x113;rniem nelietoja miesassodus. Iiet reiz se�gad&#x12B;g&#x101; meiten&#x12B;te, p&#x101;rn&#x101;kusi no b&#x113;rnud&#x101;rza, sod&#x12B;�ja tr&#x12B;sgad&#x12B;go br&#x101;l&#x12B;ti par to, ka vi&#x146;� izl&#x113;ja m&#x101;si&#x146;as kr&#x101;sas. Ac&#x12B;mredzot par �&#x101;du soda veidu vi&#x146;a ir dzird&#x113;jusi &#x101;rpus m&#x101;jas. Meiten&#x12B;te novelk br&#x101;l&#x12B;tim bikses un ar t&#x113;va siksnu sp&#x113;c&#x12B;gi sit. Ne v&#x101;rda neteicis, t&#x113;vs izdar&#x12B;ja to pa�u. Un turp�m&#x101;k &#x123;imen&#x113; nekad vairs neizvirz&#x12B;j&#x101;s jaut&#x101;jums par ne�&#x113;l&#x12B;�bu. Meitenei uz vietas tika par&#x101;d&#x12B;ts, ko sajuta mazais br&#x101;l&#x12B;tis.</p><p>Sodam noteikti j&#x101;b&#x16B;t taisn&#x12B;gam, un b&#x113;rnam tas ir j&#x101;�saprot un j&#x101;saj&#x16B;t.</p><p>Par vienu un to pa�u nodar&#x12B;jumu nedr&#x12B;kst sod&#x12B;t divas reizes. T&#x101;pat nedr&#x12B;kst divas reizes run&#x101;t par nodar&#x12B;jumu, visu laiku atg&#x101;din&#x101;t par k&#x13C;&#x16B;du.</p><p>B&#x113;rnam j&#x101;zina, ka vi&#x146;� ir labs, vi&#x146;u m&#x12B;l un sarg&#x101; no likst&#x101;m, ka vi&#x146;am pal&#x12B;dz saprast pasauli, izskaidro vi&#x146;a k&#x13C;&#x16B;das un soda tad, kad vi&#x146;� citiem dara sliktu.</p><p>Nekad nesakiet b&#x113;rnam rupj&#x12B;bas, vi&#x146;� nodom&#x101;s, ka tas ir pareizi, ka tie�i t&#x101; ar cilv&#x113;kiem j&#x101;run&#x101;. Nekad nesa�kiet, ka izdz&#x12B;sit vi&#x146;u no m&#x101;jas, atteiksities no vi&#x146;a, nodosit b&#x113;rnunam&#x101;, atdosit sve�am onkulim vai &#x13C;aunam vilkam. Tas ies&#x113;j �aubas par jums, rada neuztic&#x113;�anos jums un nedro�&#x12B;bu par to, vai vi&#x146;u m&#x12B;lat, vai vi&#x146;� jums ir vaja�dz&#x12B;gs, liek baid&#x12B;ties no pieaugu�o cilv&#x113;ku b&#x12B;stam&#x101;s un nesaprotam&#x101;s dz&#x12B;ves.</p><p>Ja b&#x113;rns �aub&#x12B;sies par jums, vi&#x146;� cent&#x12B;sies p&#x101;rbaud&#x12B;t j&#x16B;su m&#x12B;lest&#x12B;bu, nemit&#x12B;gi dar&#x12B;s kaut ko sliktu. J&#x16B;s dusmo�sities, bet vi&#x146;� ieg&#x16B;s apstiprin&#x101;jumu: j&#x16B;s vi&#x146;u nem&#x12B;lat. Un neviens vi&#x146;am nesp&#x113;s pier&#x101;d&#x12B;t pret&#x113;jo, jo savu p&#x101;rlie�c&#x12B;bu vi&#x146;� b&#x16B;s ieguvis no pa�a pieredzes. Turpm&#x101;k j&#x16B;s un j&#x16B;su b&#x113;rns b&#x16B;sit k&#x13C;uvu�i par slepeniem ienaidniekiem.</p><p>Kur� sods j&#x16B;su b&#x113;rnam ir visbarg&#x101;kais, visiedarb&#x12B;g&#x101;�kais? Ja j&#x16B;su attiec&#x12B;b&#x101;s domin&#x113; sapra�an&#x101;s, m&#x12B;lest&#x12B;ba un cie&#x146;a, ja j&#x16B;s kop� agras b&#x113;rn&#x12B;bas esat interes&#x113;ju�ies par to, ko b&#x113;rns dom&#x101;, ko vi&#x146;� grib un ko dara, ja esat centu��ies vienm&#x113;r sniegt vi&#x146;am pal&#x12B;dz&#x12B;bu un atbalstu, tad vis�barg&#x101;kais, vissmag&#x101;kais sods j&#x16B;su b&#x113;rnam b&#x16B;s redz&#x113;t j&#x16B;su sar&#x16B;gtin&#x101;jumu.</p><p>Un nepavisam ne t&#x101;p&#x113;c, ka piepras&#x12B;sit atvainoties un no�&#x113;lot nodar&#x12B;to, liksit sevi mierin&#x101;t un dot sol&#x12B;jumus, bet gan t&#x101;p&#x113;c, ka b&#x113;rns jut&#x12B;sies nel&#x101;gi: vi&#x146;� pats sev �&#x137;it&#x12B;s k&#x101; sve�inieks, vi&#x146;a tic&#x12B;ba neatbild&#x12B;s vi&#x146;am. Vi&#x146;� nekad vairs t&#x101; nedar&#x12B;s, jo �&#x101;da r&#x12B;c&#x12B;ba vi&#x146;am ir sve�a, t&#x101; ir sve�a vi&#x146;a dz&#x12B;vei un j&#x16B;su kop&#x113;jai pasaules uztverei.</p><p>Lai tas t&#x101; patie�&#x101;m b&#x16B;tu, b&#x113;rnam ir j&#x101;sa&#x146;em inform&#x101;ci ja par to, ko vec&#x101;ki dom&#x101; par da�&#x101;d&#x101;m liet&#x101;m (un vi&#x146;am tik &#x13C;oti pat&#x12B;k jums uzdot jaut&#x101;jumus!). Vi&#x146;� grib zin&#x101;t, ko vec&#x101;ki dz&#x12B;v&#x113; v&#x113;rt&#x113; visaugst&#x101;k: naudu, sp&#x113;ku, taisn&#x12B;gumu, labas attiec&#x12B;bas ar cilv&#x113;kiem, biedriskumu, darbu, virz&#x12B;��anos uz aug�u pa karjeras k&#x101;pn&#x113;m, satic&#x12B;gu &#x123;imeni kas ir pirmaj&#x101; viet&#x101;? Vi&#x146;� v&#x113;las visu saprast, sav&#x101; galv&#x101; visu salikt pa plaukti&#x146;iem un milz&#x12B;gaj&#x101; pasaul&#x113; atrast sa�vu vietu.</p><p>Ja j&#x16B;s mazajam cilv&#x113;kam dodat daudz inform&#x101;cijas, tas noz&#x12B;m&#x113;, ka j&#x16B;s vi&#x146;am dodat daudz ener&#x123;ijas. Tas ir pats v&#x113;rt&#x12B;g&#x101;kais, ko varat vi&#x146;am dot.</p><p>Sa&#x146;emot inform&#x101;ciju, cilv&#x113;ks vienm&#x113;r sa&#x146;em ener�&#x123;iju-</p><p>T&#x101;s ir divas nedalamas lietas. Bez inform&#x101;cijas nav ener�&#x123;ijas, un bez ener&#x123;ijas nav inform&#x101;cijas. B&#x113;rni grib sa�&#x146;emt gan vienu, gan otru, grib att&#x12B;st&#x12B;ties un iepaz&#x12B;t pa�sauli.</p></section><section><title><p id="AutBody_0bookmark37">Dot r&#x12B;c&#x12B;bas br&#x12B;v&#x12B;bu</p></title><p>Pien&#x101;k laiks, kad j&#x16B;su d&#x113;ls un j&#x16B;su meita s&#x101;k pie&#x146;emt patst&#x101;v&#x12B;gus l&#x113;mumus. "Nedraudz&#x113;jies ar Kolu, vi&#x146;� nav labs puika," j&#x16B;s sak&#x101;t meitai, bet vi&#x146;a draudz&#x113;jas. "No�pirksim tev �o v&#x113;jjaku," j&#x16B;s sak&#x101;t d&#x113;lam, bet vi&#x146;� grib pavisam citu jaku. "St&#x101;jies �aj&#x101; instit&#x16B;t&#x101;�" bet vi&#x146;� iz�v&#x113;las citu.</p><p>J&#x16B;su b&#x113;rns dr&#x12B;kst br&#x12B;vi izv&#x113;l&#x113;ties neatkar&#x12B;gi no t&#x101;, ko j&#x16B;s par to dom&#x101;jat. Jums ir gr&#x16B;ti to pie&#x146;emt, jo pirmo reizi n&#x101;kas b&#x113;rnam pie�&#x137;irt r&#x12B;c&#x12B;bas br&#x12B;v&#x12B;bu. Bet k&#x101;p&#x113;c pir�mo reizi?</p><p>S&#x101;ksim ar b&#x113;rnu apspriesties jau kop� mazotnes. &#x13B;au�sim asto&#x146;gad&#x12B;gajam pa�am izv&#x113;l&#x113;ties sev z&#x101;bakus. Kop&#x101; iesim uz veikalu, laikosim, un m&#x113;s, vec&#x101;ki, neuzkr&#x12B;to�i ieteiksim: "Zini, �ie izskat&#x101;s lab&#x101;k, bet tie tev piest&#x101;v t&#x101;�p&#x113;c, ka esi gar��" T&#x101; iem&#x101;c&#x12B;sit izv&#x113;l&#x113;ties to, kas vi&#x146;am piest&#x101;v.</p><p>Ar desmitgad&#x12B;gu meiten&#x12B;ti p&#x101;rrun&#x101;jiet, k&#x101;dus aiz�karus lab&#x101;k pirkt, pajaut&#x101;jiet, k&#x101;das kr&#x101;sas cepure jums lab&#x101;k piest&#x101;v. Iesp&#x113;jams, vi&#x146;as padoms b&#x16B;s pavisam ap�lams, un j&#x16B;s, protams, nopirksit to, kura pat&#x12B;k jums, bet sarunas laik&#x101; neman&#x101;mi izkopsit b&#x113;rna gaumi, dosit meitenei ener&#x123;iju un inform&#x101;ciju. Izaugusi vi&#x146;a, dze�noties p&#x113;c modes, nevalk&#x101;s neko t&#x101;du, kas vi&#x146;ai izskat&#x12B;�sies kropl&#x12B;gi.</p><p>Jaut&#x101;jiet piecgad&#x12B;gajiem, kuri b&#x113;rni vi&#x146;iem b&#x113;rnud&#x101;rz&#x101; lab&#x101;k pat&#x12B;k un k&#x101;p&#x113;c. T&#x101;d&#x113;j&#x101;di piev&#x113;rs&#x12B;sit mazu&#x13C;u uzma�n&#x12B;bu cilv&#x113;ku labaj&#x101;m un sliktaj&#x101;m &#x12B;pa�&#x12B;b&#x101;m, neuzkr&#x12B;to�i un neuzm&#x101;c&#x12B;gi m&#x101;c&#x12B;sit paz&#x12B;t cilv&#x113;kus, tad vi&#x146;i pa�i ne�draudz&#x113;sies ar tiem, ar kuriem neveidojas harmoniskas attiec&#x12B;bas.</p><p>P&#x101;rrun&#x101;jiet ar b&#x113;rniem, par ko vi&#x146;i grib k&#x13C;&#x16B;t un k&#x101;p&#x113;c. Kop&#x101; v&#x113;rojiet, k&#x101; str&#x101;d&#x101; da�&#x101;du profesiju cilv&#x113;ki, st&#x101;stiet par da�&#x101;du darbu gr&#x16B;t&#x12B;b&#x101;m un priekiem.</p><p>Tie visi ir vec&#x101;ku tie�ie karmiskie pien&#x101;kumi. Katra pie�augu�a cilv&#x113;ka kalpo�anas uzdevums ir dot m&#x12B;lest&#x12B;bu un ener&#x123;iju tiem, kas n&#x101;k p&#x113;c mums. Ja to nekad nedar&#x101;m, m&#x16B;su pieaugu�ie b&#x113;rni dodas pasaul&#x113; un izdara savas k&#x13C;&#x16B;das, un m&#x113;s nevaram vi&#x146;iem to aizliegt. Vi&#x146;i grib iem&#x101;c&#x12B;ties visu to, ko vi&#x146;iem neesam m&#x101;c&#x12B;ju�i.</p><p>Pats galvenais herm&#x113;tisma princips, kas darbojas audzin&#x101;�anas proces&#x101;, ir Atbilst&#x12B;bas princips. Diem�&#x113;l tie��i �is princips visbie�&#x101;k tiek ari p&#x101;rk&#x101;pts.</p><p>Galven&#x101; atbilst&#x12B;bas j&#x113;ga ir �&#x101;da: mums ir ties&#x12B;bas pras&#x12B;t tie�i tikpat daudz, cik pa�i dodam.</p><p>M&#x113;s varam no b&#x113;rna pras&#x12B;t paklaus&#x12B;bu, noteiktu uz�ved&#x12B;bu, pien&#x101;kumu izpildi un izvirz&#x12B;t citas pras&#x12B;bas tikai ar noteikumu, ka vi&#x146;am dodam daudz ener&#x123;ijas un inform&#x101;cijas. Ja neko nedodam, mums nav ties&#x12B;bu pras&#x12B;t.</p><p id="AutBody_0bookmark38">Vingrin&#x101;jums Sp&#x113;cin&#x101;�ana ar labv&#x113;l&#x12B;gu impulsu</p><p>Pirms kaut ko pras&#x101;t, dzi&#x13C;i ievelciet elpu, kr&#x16B;�kurv&#x12B; koncentr&#x113;jiet siltu sp&#x113;ka kamolu. P&#x113;c tam l&#x113;ni to izelpojiet k&#x101; gai�u m&#x101;kon&#x12B;ti, kur&#x101; ietverts j&#x16B;su atbalsts d&#x113;lam vai meitai.</p><p>Izt&#x113;lojieties, k&#x101; �is m&#x101;kon&#x12B;tis non&#x101;k vi&#x146;u kr&#x16B;�kurv&#x12B; un s&#x101;k tur mirdz&#x113;t.</p><p>To var atk&#x101;rtot vair&#x101;kas reizes. Tad b&#x113;rns labpr&#x101;t izpild&#x12B;s jebkuras j&#x16B;su pras&#x12B;bas, nor&#x101;d&#x12B;jumus un l&#x16B;�gumus.</p><p>T&#x101;tad, ja j&#x16B;s dodat b&#x113;rnam ener&#x123;iju un inform&#x101;ciju, ja apsprie�aties ar vi&#x146;u un cien&#x101;t vi&#x146;u k&#x101; savu n&#x101;kotni, jums ir ties&#x12B;bas pras&#x12B;t, lai b&#x113;rns pilda kopdz&#x12B;ves likumus, un sod&#x12B;t par p&#x101;rk&#x101;pumiem. Ja neko vi&#x146;am nedodat, jums nav ties&#x12B;bu pat izteikt piez&#x12B;mi, jo taj&#x101; ir ietverta apsl&#x113;pta agresija un t&#x101;p&#x113;c t&#x101; var izrais&#x12B;t pusaud�a pretagresiju. T&#x101;d&#x113;j&#x101;di tiek rad&#x12B;ti negat&#x12B;vi, posto�i, nelabv&#x113;l&#x12B;�gi impulsi.</p></section><section><title><p id="AutBody_0bookmark39">Ieradums dz&#x12B;vot neg&#x101;ciju atmosf&#x113;r&#x101;</p></title><p>Ir iesak&#x146;ojies aplams viedoklis, ka b&#x113;rni katr&#x101; zi&#x146;&#x101; j&#x101;r&#x101;j un j&#x101;soda par p&#x101;rk&#x101;pumiem vai j&#x101;liek man&#x12B;t, ka pieaugu��ie nosoda vi&#x146;u nepareizo r&#x12B;c&#x12B;bu. Bet kas tad ir b&#x113;rna p&#x101;rk&#x101;pums? Visbie�&#x101;k t&#x101; ir nezin&#x101;�ana un neprasme pa�reizi un atbilsto�i apst&#x101;k&#x13C;iem r&#x12B;koties.</p></section><section><title><p id="AutBody_0bookmark40">Mazi b&#x113;rni</p></title><p>Gadu vecs b&#x113;rns iesit ka&#x137;im, bet m&#x113;s vi&#x146;u r&#x101;jam. T&#x101; maigi, m&#x12B;l&#x12B;gi pabaram: "Vai, vai, cik slikti tu dari, ka&#x137;&#x12B;tim s&#x101;p!" Un m&#x16B;su ton&#x12B; izskan nosod&#x12B;juma mikroagresija, bet t&#x101; ir negat&#x12B;va, posto�a ener&#x123;ija. Daudz lab&#x101;k b&#x16B;s, ja m&#x113;s bez nosod&#x12B;juma, maigi teiksim: "Ka&#x137;&#x12B;tis ir labs, pa�glaud&#x12B;sim ka&#x137;&#x12B;ti, vi&#x146;am ta�u s&#x101;p, kad tu sit."</p><p>J&#x16B;s teiksit: k&#x101;da at�&#x137;ir&#x12B;ba? &#x13B;oti liela! Gan vien&#x101;, gan otr&#x101; gad&#x12B;jum&#x101; b&#x113;rnam dev&#x101;m ener&#x123;&#x113;tisko impulsu, iesp&#x113;jams pat vien&#x101;da sp&#x113;ka impulsu. Ta�u pirmaj&#x101; gad&#x12B;jum&#x101; tas l&#x101;d&#x113;ts negat&#x12B;vi, otraj&#x101; pozit&#x12B;vi.</p><p>Piecgad&#x12B;gs b&#x113;rns sit ka&#x137;im. J&#x16B;s teiksit: "Paskaties, cik tu esi liels un cik ka&#x137;is ir mazs. Es ar&#x12B; esmu liels, bet tu mazs. &#x145;em�u un tevi iekaust&#x12B;�u!" Uz�aujiet pa dupsi un sakiet: "S&#x101;p&#x113;ja! Ar&#x12B; ka&#x137;im s&#x101;p!" Ja to dar&#x12B;sit nikni, ar &#x13C;au�numu, ies&#x113;sit v&#x113;l liel&#x101;kas agresijas s&#x113;klu. Ja b&#x113;rnu pam&#x101;�c&#x12B;sit mier&#x12B;gi un ar m&#x12B;lest&#x12B;bu, b&#x16B;s liel&#x101;kas izredzes, ka vi&#x146;� j&#x16B;s saprat&#x12B;s pareizi.</p><p>J&#x101;, b&#x113;rnu var iep&#x13C;auk&#x101;t bez agresijas, bez uzbudin&#x101;�an&#x101;s, bet j&#x16B;tot l&#x12B;dzi, p&#x113;c tam vi&#x146;u pa�&#x113;lojot un apm&#x12B;&#x13C;ojot. Ar&#x12B; vi&#x146;� pa�&#x113;los un sam&#x12B;&#x13C;os ka&#x137;&#x113;nu un vairs nedar&#x12B;s tam p&#x101;ri. Pirmaj&#x101; gad&#x12B;jum&#x101; b&#x113;rnam dosit ener&#x123;iju ar m&#x12B;nus z&#x12B;mi, otraj&#x101; gad&#x12B;jum&#x101; ar plus z&#x12B;mi.</p><p>Ir &#x13C;oti svar&#x12B;gi, k&#x101;d&#x101; ton&#x12B;, k&#x101;d&#x101; noska&#x146;ojum&#x101;, k&#x101;d&#x101; pozi�t&#x12B;v&#x101; vai negat&#x12B;v&#x101; ener&#x123;&#x113;tiskaj&#x101; st&#x101;vokl&#x12B; j&#x16B;s v&#x113;r�aties pie b&#x113;rna. T&#x101;p&#x113;c ka b&#x113;rns pirm&#x101;m k&#x101;rt&#x101;m uztver ener&#x123;iju!</p><p>J&#x16B;s varat pareizi run&#x101;t un taisn&#x12B;gi sod&#x12B;t, visa j&#x16B;su r&#x12B;c&#x12B;ba var atbilst b&#x113;rna vecumam un nodar&#x12B;jumam, ta�u, ja to visu dar&#x12B;sit negat&#x12B;v&#x101; ener&#x123;&#x113;tiskaj&#x101; st&#x101;vokl&#x12B;, ziniet: j&#x16B;s s&#x113;�jat agresijas s&#x113;klu, j&#x16B;s s&#x113;jat &#x13C;aunuma pilnu, negat&#x12B;vu at�tieksmi pret pasauli. Un �&#x12B; s&#x113;kla noteikti sad&#x12B;gs.</p><p>M&#x101;j&#x101;s ierodaties noguru�i un sasprindzin&#x101;ti, domas nav nek&#x101;das priec&#x12B;g&#x101;s, jums ir daudz nepatik�anu. Tikko p&#x101;rk&#x101;pjat p&#x101;ri slieksnim, meita pazi&#x146;o, ka vi&#x146;as sekmes skol&#x101; ir b&#x113;d&#x12B;gas, ka vi&#x146;ai ielikts divnieks. �&#x12B; zi&#x146;a k&#x13C;&#x16B;st par detonatoru. J&#x16B;s uzspr&#x101;gstat. J&#x16B;s vi&#x146;ai p&#x101;rmetat slin�ko�anu, nor&#x101;d&#x101;t uz nemazg&#x101;tajiem traukiem un neuz�kopto dz&#x12B;vokli, j&#x16B;s piln&#x12B;gi pamatoti aizr&#x101;d&#x101;t, ka meitas sekmes b&#x16B;tu daudz lab&#x101;kas, ja vi&#x146;a nevis ietu uz ball&#x12B;t&#x113;m, bet m&#x101;c&#x12B;tos.</p><p>J&#x16B;su taisn&#x12B;g&#x101;s dusmas nav ne plika gra�a v&#x113;rtas. J&#x16B;s p&#x101;r b&#x113;rna galvu izg&#x101;z&#x101;t visu slikto, kas bija sakr&#x101;jies dv&#x113;�sel&#x113;, un tagad gaid&#x101;t pretreakciju. Ar&#x12B; t&#x101; b&#x16B;s negat&#x12B;va. Graujo�o ener&#x123;iju, kuru p&#x101;rraid&#x12B;j&#x101;t meitenei, vi&#x146;a tagad v&#x113;rs&#x12B;s pret jums, pievienojot savas neg&#x101;cijas. �&#x12B; ener&#x123;ija g&#x101;z&#x12B;sies gan pret m&#x101;c&#x12B;b&#x101;m, gan pret m&#x101;jas darbiem. J&#x101;, j&#x16B;s teiksit, bet toties veselu ned&#x113;&#x13C;u m&#x101;j&#x101;s b&#x16B;s k&#x101;rt&#x12B;ba, mei�tene mazg&#x101;s traukus un uzkops dz&#x12B;vokli. Tiek uzskat&#x12B;ts, ka tas ir br&#x101;ziena pozit&#x12B;vais rezult&#x101;ts. &#x12A;sten&#x12B;b&#x101; tas ir visslik�t&#x101;kais rezult&#x101;ts.</p><p>B&#x113;rnam vienm&#x113;r ir nepiecie�ama pieaugu�&#x101; cilv&#x113;ka ener&#x123;ija. Ja j&#x16B;su b&#x113;rns alla� sa&#x146;em negat&#x12B;vu impulsu, vi&#x146;� pie t&#x101; pierod un v&#x113;l&#x101;k gaida tikai �&#x101;das kvalit&#x101;tes ener�&#x123;iju. T&#x101;du pa�u ener&#x123;iju vi&#x146;� nes&#x12B;s pasaul&#x113; un atkal k&#x101; atbildi uz savu agresiju sa&#x146;ems skolot&#x101;ju, vienaud�u, citu pieaugu�o cilv&#x113;ku neg&#x101;cijas. Kad �&#x101;ds ieradums b&#x16B;s no�stiprin&#x101;jies, cilv&#x113;ks p&#x101;rst&#x101;s uztvert neitr&#x101;li izteiktus v&#x101;r�dus un pat v&#x101;rdus ar pozit&#x12B;vu l&#x101;di&#x146;u. Lai s&#x101;ktu darboties, vi&#x146;am b&#x16B;s nepiecie�ams negat&#x12B;vs l&#x101;di&#x146;�. Turkl&#x101;t aizvien sp&#x113;c&#x12B;g&#x101;ks.</p><p>Ko dar&#x12B;t? "Nebarot" b&#x113;rnu ar neg&#x101;cij&#x101;m! P&#x101;rn&#x101;ku�i m&#x101;�j&#x101;s un padzird&#x113;ju�i sliktas zi&#x146;as, apvaldiet emocijas. No�mazg&#x101;jieties, ieejiet du�&#x101;, atbr&#x12B;vojieties no negat&#x12B;v&#x101; l&#x101;�di&#x146;a, atp&#x16B;tieties un nomierinieties. P&#x113;c tam mier&#x12B;gi tieciet skaidr&#x12B;b&#x101; par meitas probl&#x113;m&#x101;m. &#x12B;sum&#x101; past&#x101;stiet par sa�viem sare�&#x123;&#x12B;jumiem. Lai vi&#x146;a saprot, ka pat tad, ja radu��&#x101;s nepatik�anas, j&#x16B;s tom&#x113;r ticat lab&#x101;kajam izn&#x101;kumam, ticat sev, saviem sp&#x113;kiem, atbalstam no aug�as. Kop&#x101; ap�sveriet, k&#x101; izk&#x13C;&#x16B;t no gr&#x16B;t&#x12B;b&#x101;m, pal&#x12B;dziet b&#x113;rnam, k&#x101; vien sp&#x113;jat, ta�u tikai ar pozit&#x12B;vas, rado�as ener&#x123;ijas pal&#x12B;dz&#x12B;�bu. Iesp&#x113;jams, ka tas ir j&#x16B;su galvenais karmiskais darbs dz&#x12B;v&#x113;.</p><p>Diem�&#x113;l m&#x16B;su dz&#x12B;v&#x113; ir daudz negat&#x12B;v&#x101;s ener&#x123;ijas. Ta�u tas nenoz&#x12B;m&#x113;, ka mums ar to vajadz&#x113;tu samierin&#x101;ties. Ja gribam, lai r&#x12B;tdiena b&#x16B;tu uzl&#x101;d&#x113;ta pozit&#x12B;vi, mums �odien sev&#x12B; j&#x101;audz&#x113; pozit&#x12B;vie impulsi.</p></section><section><title><p id="AutBody_0bookmark41">Pusaud�i</p></title><p>Bie�i gad&#x101;s redz&#x113;t pusaud�us, kas rupji izturas pret vecm&#x101;mi&#x146;u, speci&#x101;li kaitina jaun&#x101;kos b&#x113;rnus m&#x101;j&#x101;s un uz ielas, izdara p&#x101;rk&#x101;pumus, it k&#x101; t&#x12B;�&#x101;m provoc&#x113; pieaugu��os uz sa�utuma eksploziju. Vi&#x146;i prasa uzman&#x12B;bu!</p><p>Pieaugu�ie pat nelabv&#x113;l&#x12B;g&#x101;s &#x123;imen&#x113;s un ne visai sa�pr&#x101;t&#x12B;gi vec&#x101;ki maziem b&#x113;rniem v&#x113;l velt&#x12B; kaut k&#x101;du uz�man&#x12B;bu. Jo b&#x113;rns k&#x13C;&#x16B;st vec&#x101;ks un patst&#x101;v&#x12B;g&#x101;ks, jo liel&#x101;kas pras&#x12B;bas vi&#x146;am izvirza pieaugu�ie, neko nedodot pret&#x12B;.</p><p>Ta�u pusaud�iem vi&#x146;u fiziolo&#x123;isko &#x12B;patn&#x12B;bu d&#x113;&#x13C; pie�augu�o ener&#x123;ija un uzman&#x12B;ba ir nepiecie�ama ne maz&#x101;k, bet varb&#x16B;t pat vair&#x101;k k&#x101; maziem b&#x113;rniem. Pusaud�iem strauji att&#x12B;st&#x101;s un aug ne tikai &#x137;ermenis, bet ar&#x12B; psihe. Da�u gadu laik&#x101; vi&#x146;u dv&#x113;sel&#x113; j&#x101;notiek glob&#x101;l&#x101;m p&#x101;rv&#x113;r�t&#x12B;b&#x101;m no uzs&#x16B;co�&#x101;s un pat&#x113;r&#x113;jo�&#x101;s b&#x113;rna dv&#x113;seles tai j&#x101;p&#x101;rtop par pieaugu�a cilv&#x113;ka dv&#x113;seli, kas dod un d&#x101;v&#x101;. Tam visam vajag &#x13C;oti daudz pozit&#x12B;vas ener&#x123;ijas.</p><p>K&#x101; pusaudzis var to ieg&#x16B;t? Ir labi, ja pieaugu�ie par vi&#x146;u r&#x16B;p&#x113;jas, neuzm&#x101;c&#x12B;gi interes&#x113;jas par vi&#x146;a gait&#x101;m. Ir labi, ja vec&#x101;ki pavada ar b&#x113;rniem pietiekami daudz laika kop&#x12B;g&#x101;s, b&#x113;rnam interesant&#x101;s nodarb&#x12B;b&#x101;s: p&#x101;rg&#x101;jienos, braucienos, konstru&#x113;�an&#x101;, celtniec&#x12B;b&#x101;, ar tehniku un sportu saist&#x12B;t&#x101;s nodarb&#x12B;b&#x101;s utt. Tas viss pal&#x12B;dz pieaugu��ajiem dot savam b&#x113;rnam nepiecie�amo ener&#x123;iju.</p><p>Ta�u, ja t&#x101; nenotiek, ja kop� mazotnes galvenais audzi�n&#x101;�anas pa&#x146;&#x113;miens bijusi uzklieg�ana ar neg&#x101;ciju eksplo�ziju, pusaudzis apk&#x101;rt&#x113;jos provoc&#x113;s uz v&#x113;l liel&#x101;ku ener�&#x123;ijas negat&#x12B;vo izvirdumu, lai vismaz kaut k&#x101; kompens&#x113;tu savu ener&#x123;&#x113;tisko defic&#x12B;tu. Citiem v&#x101;rdiem sakot, ja nevar ietur&#x113;t malt&#x12B;ti pie t&#x12B;ra galda, der&#x113;s ar&#x12B; nejau�i atmests mai�zes gabals un &#x113;dienu atliekas. Lai ieg&#x16B;tu ener&#x123;iju, pus�aud�i apzin&#x101;ti izdara p&#x101;rk&#x101;pumus, piev&#x113;r� sev vec&#x101;ku, skolot&#x101;ju un nejau�u gar&#x101;mg&#x101;j&#x113;ju uzman&#x12B;bu nol&#x16B;k&#x101; sa�&#x146;emt ener&#x123;&#x113;tisko impulsu k&#x101; reakciju uz savu r&#x12B;c&#x12B;bu.</p><p>�&#x101;ds uzved&#x12B;bas stils v&#x113;l&#x101;k var k&#x13C;&#x16B;t par visas dz&#x12B;ves stilu un saglab&#x101;ties ar&#x12B; attieksm&#x113; pret saviem b&#x113;rniem. Faktiski cilv&#x113;ks k&#x13C;&#x16B;st par vamp&#x12B;ru. Protams, viss notiek neapzi�n&#x101;ti, ta�u tas ir mazs mierin&#x101;jums.</p><p>Pusaudzis, kas pieradis p&#x101;rtikt no neg&#x101;cij&#x101;m, atkritu�miem, top par &#x13C;aunuma pilnu personu, kas ien&#x12B;st pasauli. "Mani neviens nem&#x12B;l," �ie v&#x101;rdi pau� pusaud�a �&#x113;lo�anos par to, ka vi&#x146;am tr&#x16B;kst ener&#x123;ijas.</p><p>Ko dar&#x12B;t, ja j&#x16B;su b&#x113;rns p&#x113;k�&#x146;i, pavisam neman&#x101;mi no maiga z&#x113;na p&#x101;rtop par rupju, adatainu, st&#x16B;rainu pus�audzi, vairs nest&#x101;sta, k&#x101; vi&#x146;am kl&#x101;jas, ieraujas sev&#x12B;? J&#x16B;s ar pamiru�u sirdi v&#x113;rojat, k&#x101; vi&#x146;� mekl&#x113; vientul&#x12B;bu vai cen�as aizb&#x113;gt no m&#x101;jas, pievienojoties komp&#x101;nijai, kura, k&#x101; j&#x16B;s j&#x16B;tat, vi&#x146;am nav piem&#x113;rota.</p><p>D&#x113;lam s&#x101;cies p&#x101;rejas vecums. Vi&#x146;� vairs nevar sild&#x12B;ties j&#x16B;su ener&#x123;ijas pav&#x113;n&#x12B;, piespiedies pie m&#x101;mi&#x146;as pleca. Vi&#x146;� k&#x13C;&#x16B;st pieaudzis un patst&#x101;v&#x12B;gs. Bet v&#x113;l&#x113;�anos uztu�r&#x113;ties blakus m&#x101;tei uztver k&#x101; mazd&#x16B;�&#x12B;bu un v&#x12B;ri�&#x137;&#x12B;bas tr&#x16B;kumu. Neaizskariet vi&#x146;a v&#x12B;rie�a pa�cie&#x146;u, neglaudiet galvi&#x146;u k&#x101; mazam b&#x113;rnam, ja vi&#x146;� to nev&#x113;las.</p><p>Starp citu, gl&#x101;sts dod labu ener&#x123;ijas l&#x101;di&#x146;u! Maiga, m&#x12B;�lo�a m&#x101;tes roka, kas no r&#x12B;ta saglau� z&#x113;na nepaklaus&#x12B;go matu &#x113;rkuli, sniedz tik daudz pozit&#x12B;vas ener&#x123;ijas, ka t&#x101;s pietiek, lai visu nemiera pilno dienu z&#x113;ns justos aizsar�g&#x101;ts, dro�s un stiprs.</p><p>Ja pusaudzis &#x13C;auj k&#x101; agr&#x101;k glaud&#x12B;t galvu, muguru, ap�skaut sevi un sk&#x16B;pst&#x12B;t uz vaiga, t&#x101; vec&#x101;kiem ir laba iesp&#x113;ja vi&#x146;u tie�i sp&#x113;cin&#x101;t ar savu m&#x12B;lest&#x12B;bu un pozit&#x12B;vo ener&#x123;iju. No r&#x12B;ta tiek dota ievirze rado�ai dienai. Vakar&#x101; izgaisi�n&#x101;ts viss negat&#x12B;vais, ar ko pusaudzis sask&#x101;ries pasaul&#x113;. Gl&#x101;sti kakla apvid&#x16B; likvid&#x113;, iz�&#x137;&#x12B;dina &#x13C;aun&#x101;s acs iedarb&#x12B;�bu. Muguras gl&#x101;st&#x12B;�ana dod svaigu ener&#x123;iju darb&#x12B;bai, ak�tivit&#x101;tei, nenogurdin&#x101;m&#x12B;bai.</p></section><section><title><p id="AutBody_0bookmark42">paredz&#x113;�ana vai programm&#x113;�ana?</p></title><p>Ba�&#x12B;joties par savu b&#x113;rnu, vec&#x101;ki izt&#x113;l&#x113; bie�i redz bries�mu lietas. Te z&#x113;ns paskrien zem ma�&#x12B;nas rite&#x146;iem. Te mei�tai uz ielas uzgl&#x16B;n band&#x12B;ti utt. Vec&#x101;ku fant&#x101;zija ir patiesi neizs&#x12B;ksto�a. Ta�u katra �&#x101;da doma t&#x101; ir ener&#x123;ija.</p><p>Freids reiz teicis, ka m&#x101;tes ir savu b&#x113;rnu galven&#x101;s slep�kavas, t&#x101;p&#x113;c ka neviens cits neiegulda tik daudz ener&#x123;ijas savu m&#x12B;&#x13C;o lolojumu boj&#x101;ejas briesm&#x12B;g&#x101; izt&#x113;lo�an&#x101; k&#x101; vi&#x146;as.</p><p>J&#x16B;su b&#x113;rnam ce&#x13C;&#x101; uz skolu j&#x101;�&#x137;&#x113;rso iela, kur ir dz&#x12B;va transporta pl&#x16B;sma, un daudzus gadus, ba�&#x12B;joties, ka tik vi&#x146;am neuzbrauc ma�&#x12B;na, j&#x16B;s izt&#x113;l&#x113; redzat briesm&#x12B;gu ainu. Tie�i t&#x101; ir programm&#x113;�ana. Jo vair&#x101;k nervoz&#x113;jat, jo liel&#x101;ka j&#x16B;su sp&#x113;ka pl&#x16B;sma piepilda programmu. Beidzot t&#x101; k&#x13C;&#x16B;st tik jaud&#x12B;ga, ka materializ&#x113;jas, un j&#x16B;su b&#x113;rns pa�tie�&#x101;m iek&#x13C;&#x16B;st av&#x101;rij&#x101;.</p><p>K&#x101; atvair&#x12B;t negat&#x12B;v&#x101;s domas? K&#x101; b&#x113;rnu atbr&#x12B;vot no �&#x101;�d&#x101;m programm&#x101;m?</p><p>Ikreiz, kad pr&#x101;t&#x101; ie�aujas briesm&#x12B;g&#x101; doma, izdariet �&#x101;du vingrin&#x101;jumu.</p><p id="AutBody_0bookmark43">Vingrin&#x101;jums Negat&#x12B;v&#x101;s ener&#x123;ijas p&#x101;rveido�ana</p><p>1.� Ievelkot elpu, bied&#x113;jo�o domu sakoncentr&#x113;jiet bl&#x12B;v&#x101; kamol&#x101;. Nepat&#x12B;kam&#x101;s saj&#x16B;tas kr&#x16B;t&#x12B;s savilksies smag&#x101; kun�kul&#x12B;.</p><p>2.� Kop&#x101; ar l&#x113;nu izelpu spied&#x12B;go kunkuli k&#x101; tum�u m&#x101;�kon&#x12B;ti caur galvu izlaidiet aug�up un izt&#x113;lojieties, k&#x101; aug�stu virs galvas tas p&#x101;rspr&#x101;gst, p&#x101;rv&#x113;r�oties gai�&#x101;s dzirk�stel&#x113;s, pu&#x137;u ziedlapi&#x146;&#x101;s.</p><p>Nu re, esat nomierin&#x101;ju�ies. Esat p&#x101;rveidoju�i negat&#x12B;vo ener&#x123;iju, sagr&#x101;vu�i slikto programmu, izgl&#x101;bu�i savu b&#x113;r�nu.</p><p>�&#x101;ds darbs, kas p&#x101;rveido visu nelabv&#x113;l&#x12B;go, var kalpot ar&#x12B; karmas p&#x101;rvar&#x113;�anai, ja katru reizi to papildin&#x101;sit ar pozit&#x12B;vas, labv&#x113;l&#x12B;gas programmas veido�anu. �ai nol&#x16B;k&#x101; izdariet �&#x101;du vingrin&#x101;jumu.</p><p id="AutBody_0bookmark44">Vingrin&#x101;jums Labv&#x113;l&#x12B;gas programmas veido�ana</p><p>1.�� Ievelkot elpu, v&#x113;rsieties pie Dieva ar l&#x16B;gumu dot sv&#x113;t&#x12B;bu j&#x16B;su b&#x113;rnam. Izt&#x113;lojieties, ka ievelkat sev&#x12B; saules gaismu.</p><p>2.� Gaismas kamolu kr&#x16B;t&#x12B;s sakoncentr&#x113;jiet bl&#x12B;v&#x101; zeltain&#x101; m&#x101;kon&#x12B;t&#x12B;.</p><p>3.��� L&#x113;ni izelpojot, izt&#x113;lojieties b&#x113;rnu vi&#x146;am labv&#x113;l&#x12B;g&#x101; situ&#x101;cij&#x101;, saules gaismas, savas sarg&#x101;jo�&#x101;s ener&#x123;ijas ieskautu.</p><p>T&#x101;d&#x113;j&#x101;di j&#x16B;s sava b&#x113;rna dz&#x12B;vei pievelkat rado�u ener�&#x123;iju-</p><p>Ar �&#x101;du r&#x12B;c&#x12B;bu vec&#x101;ki var pal&#x12B;dz&#x113;t mazajam cilv&#x113;kam p&#x101;rvar&#x113;t vi&#x146;a karmisk&#x101;s probl&#x113;mas vai maksim&#x101;li t&#x101;s m&#x12B;kstin&#x101;t.</p><p>Tom&#x113;r raugieties, lai j&#x16B;su programm&#x113;�ana neb&#x16B;tu uz�m&#x101;c&#x12B;ga, lai t&#x101; prec&#x12B;zi atbilstu b&#x113;rna v&#x113;lm&#x113;m un harmo�niski saskan&#x113;tu ar vi&#x146;a iek�&#x113;jo st&#x101;vokli. Cit&#x101;di j&#x16B;su ener�&#x123;ija b&#x113;rna dz&#x12B;v&#x113; var iepl&#x16B;st k&#x101; sve�s, posto�s vilnis un nodar&#x12B;t &#x13C;aunu pat tad, ja jums biju�i vislab&#x101;kie nodomi.</p><p>T&#x101;p&#x113;c m&#x113;s ieteicam izvair&#x12B;ties no konkr&#x113;tu ainu izt&#x113;lo�an&#x101;s, bet dot glu�i vienk&#x101;r�i gaismas ener&#x123;iju, l&#x12B;dz ar to netrauc&#x113;jot pa�a b&#x113;rna iek�&#x113;jo iesp&#x113;ju br&#x12B;vu izpau�anos un neaiz�&#x137;&#x113;rsojot ce&#x13C;u vi&#x146;a laim&#x12B;gajam liktenim. T&#x12B;r&#x101; gaismas pl&#x16B;sma vienm&#x113;r nep&#x101;rprotami darbojas rado�&#x101;s programmas lab&#x101;, bet t&#x101;s konkr&#x113;to &#x12B;stenojumu atst&#x101;sim Dieva zi&#x146;&#x101;.</p></section><section><title><p id="AutBody_0bookmark45">k&#x101; p&#x101;rvar&#x113;t b&#x113;rna karmu</p></title><p>Lai k&#x101; j&#x16B;s p&#x16B;laties savu b&#x113;rnu pasarg&#x101;t no vis&#x101;m lik�st&#x101;m, tom&#x113;r neaizmirstiet, ka vi&#x146;am ir sava karma, proti, savi oblig&#x101;tie pien&#x101;kumi pret Pasauli.</p><p>No vis&#x101;m likst&#x101;m nav iesp&#x113;jams pasarg&#x101;t.</p><p>Bet var dot iema&#x146;as, kas nepiecie�amas, lai patst&#x101;v&#x12B;gi pie&#x146;emtu l&#x113;mumus un p&#x101;rvar&#x113;tu gr&#x16B;t&#x12B;bas, neatlaid&#x12B;gi sasniegtu iecer&#x113;to un prastu atk&#x101;pties, samierin&#x101;ties ar likteni, pie&#x146;emt dz&#x12B;vi t&#x101;du, k&#x101;da t&#x101; ir.</p><p>Vec&#x101;ki to visu var iem&#x101;c&#x12B;t tikai kop&#x12B;g&#x101; darb&#x101;. Jebkura darb&#x12B;ba ne tikai paver pieaugu�ajam iesp&#x113;ju dot b&#x113;rnam ener&#x123;iju un inform&#x101;ciju, bet ar&#x12B; &#x13C;auj p&#x101;rvar&#x113;t karmu un nol&#x12B;dzin&#x101;t par&#x101;dus.</p></section><section><title><p id="AutBody_0bookmark46">Dz&#x12B;ves m&#x101;c&#x12B;bstundas</p></title><p>Karma ir ne tikai par&#x101;da atdo�ana. Risinot savu karmisko probl&#x113;mu, cilv&#x113;ks apg&#x16B;st �o likte&#x146;a m&#x101;c&#x12B;bu. Dz&#x12B;ves laik&#x101; t&#x101; j&#x101;apg&#x16B;st ikvienam, lai iemantotu tr&#x16B;ksto�&#x101;s dv&#x113;�seles kvalit&#x101;tes un person&#x12B;bas harmoniju.</p><p>B&#x113;rns ir labest&#x12B;gs un atsauc&#x12B;gs, bet vi&#x146;am pietr&#x16B;kst gri�bas un gara sp&#x113;ka, lai dotu pretsparu nekaunam, aizst&#x101;�v&#x113;tu savu cie&#x146;u un kaut ko labu, tumsas sp&#x113;kiem liekot pret&#x12B; gaismas sp&#x113;ku. Un dz&#x12B;ve rada situ&#x101;cijas, kad vi&#x146;am j&#x101;ieg&#x16B;st sp&#x113;ks. &#x145;emiet v&#x113;r&#x101;: nevis agresivit&#x101;te, bet gara sp&#x113;ks!</p><p>Gaisma tikai sp&#x12B;d un tumsa atk&#x101;pjas.</p><p>Cits b&#x113;rns ir neatlaid&#x12B;gs un agres&#x12B;vs. Vi&#x146;am pietr&#x16B;kst iej&#x16B;t&#x12B;bas pret apk&#x101;rt&#x113;jiem cilv&#x113;kiem, l&#x12B;dzj&#x16B;t&#x12B;bas, sp&#x113;jas b&#x16B;t m&#x12B;&#x13C;am un labest&#x12B;gam. Liktenis vi&#x146;am liek sajust, ko noz&#x12B;m&#x113; pa�am b&#x16B;t apspiestam, pazemotam, paciest ne�taisn&#x12B;bu un bezsp&#x113;c&#x12B;gi r&#x12B;t asaras.</p><p>Par vienu p&#x113;rtu divus nep&#x113;rtus dod.</p><p>Ta�u liktenis nav noteicis, tie�i kad j&#x101;n&#x101;k tai vai citai m&#x101;c&#x12B;bstundai. Astrolo&#x123;ija nor&#x101;da cilv&#x113;ka dz&#x12B;ves ce&#x13C;a kri�tiskos br&#x12B;�us, kad karma var izpausties &#x12B;pa�i sp&#x113;c&#x12B;gi. Tom&#x113;r t&#x101; nav fatalit&#x101;te. Tas nenoz&#x12B;m&#x113;, ka, neraugoties ne uz ko, noteikt&#x101; br&#x12B;d&#x12B; pievils draugi vai j&#x16B;s pazaud&#x113;sit naudu. T&#x101; ir vien&#x12B;gi probl&#x113;ma, kuru (ja v&#x113;l&#x113;sities un cen�t&#x12B;sities) esat sp&#x113;j&#x12B;gi atrisin&#x101;t, t&#x101;d&#x113;j&#x101;di izvairoties no iesp&#x113;�jam&#x101;m cie�an&#x101;m.</p><p>Astrologs, v&#x113;r�ot j&#x16B;su uzman&#x12B;bu uz zvaig�&#x146;u izk&#x101;rto�juma &#x12B;patn&#x12B;b&#x101;m, m&#x12B;kstina likte&#x146;a triecienus tiem, kuri cen�as lietprat&#x12B;gi risin&#x101;t savas probl&#x113;mas. Br&#x12B;dinot par briesm&#x101;m, vi&#x146;� j&#x16B;s noska&#x146;o uz apst&#x101;k&#x13C;iem atbilsto�u uz�ved&#x12B;bu. Prasot astrologam padomu vai izskaidrojumu, j&#x16B;s piesl&#x113;dzaties apzin&#x101;tai karmas p&#x101;rvar&#x113;�anai. T&#x101; ir m&#x101;c&#x12B;bstunda, kuru v&#x113;laties sapr&#x101;t&#x12B;gi un labpr&#x101;t&#x12B;gi apg&#x16B;t.</p><p>Turpret&#x12B; tad, kad neapgr&#x16B;tin&#x101;m sevi ar dz&#x12B;ves gaitas anal&#x12B;zi un necen�amies izprast likte&#x146;a virzo�o roku, lik�tenis mums s&#x101;p&#x12B;gi sit pa visv&#x101;r&#x12B;g&#x101;kaj&#x101;m viet&#x101;m. Bet kas gan cits tam atliek!</p><p>Iej&#x16B;t&#x12B;gi vec&#x101;ki kop� agras b&#x113;rn&#x12B;bas iev&#x113;ro, k&#x101;du &#x12B;pa�&#x12B;bu b&#x113;rnam pietr&#x16B;kst, kas vi&#x146;am visgr&#x16B;t&#x101;k padodas, kuras ir vi&#x146;a person&#x12B;bas v&#x101;j&#x101;s vietas. Likte&#x146;a m&#x101;c&#x12B;bstundas var un vajag apg&#x16B;t b&#x113;rn&#x12B;b&#x101; (protams, tikai t&#x101;s, kuras iesp&#x113;�jams!). Tad jaunais cilv&#x113;ks b&#x16B;s lab&#x101;k sagatavojies pie�augu�a cilv&#x113;ka dz&#x12B;ves karmiskajiem p&#x101;rbaud&#x12B;jumiem, jo visa m&#x16B;su dz&#x12B;ve ir viena vien&#x12B;ga m&#x101;c&#x12B;bstunda.</p><p>B&#x113;rns ir p&#x101;rlieku kust&#x12B;gs un nemier&#x12B;gs. Vec&#x101;ki bru&#x146;o�sies ar paciet&#x12B;bu un ar pozit&#x12B;vu impulsu pal&#x12B;dz&#x12B;bu dos vi&#x146;am paciet&#x12B;bas un koncentr&#x113;�an&#x101;s ener&#x123;iju. K&#x101; vi&#x146;i to izdar&#x12B;s? Kop&#x12B;gi darbojoties.</p><p>J&#x16B;s gatavojaties kop&#x101; kaut ko veidot no plastil&#x12B;na. "Pa�skaties," j&#x16B;s teiksit, "k&#x101; es veido�u, un uzmini, kas tas b&#x16B;s." J&#x16B;s veidojat un sarun&#x101;jaties ar b&#x113;rnu, koment&#x113;jot savas darb&#x12B;bas: "Te ir labi j&#x101;nol&#x12B;dzina, bet �aj&#x101; viet&#x101; vajag b&#x16B;t r&#x16B;p&#x12B;gam, lai san&#x101;ktu skaisti."</p><p>J&#x16B;s it k&#x101; pam&#x101;c&#x101;t sevi, un b&#x113;rns pat nepamana, ka no�s&#x113;d&#x113;jis pusstundu un, acis neatraujot, skat&#x12B;jies uz j&#x16B;su darbu, gan ar v&#x101;rdiem, gan darbiem jums pal&#x12B;dzot. Te vi&#x146;� sav&#x113;la mazu bumbi&#x146;u, te pal&#x12B;dz&#x113;ja pietur&#x113;t, lai t&#x101; nenokristu, te ar pirksti&#x146;u stipr&#x101;k piespieda, lai san&#x101;ktu labi. Ja vi&#x146;am kaut kas nepadodas, j&#x16B;s nedusmojaties, j&#x16B;s sak&#x101;t: "J&#x101;, te t&#x101; &#x12B;sti skaisti nav, nedaudz pielabosim."</p><p>Kas �&#x12B;s pusstundas laik&#x101; notika? J&#x16B;s b&#x113;rnam pal&#x12B;dz&#x113;j&#x101;t spert vienu sol&#x12B;ti pa savas karmas p&#x101;rvar&#x113;�anas ce&#x13C;u, pa dz&#x12B;ves iepaz&#x12B;�anas ce&#x13C;u. Visiem vec&#x101;kiem, kas v&#x113;las pal&#x12B;dz&#x113;t savam m&#x12B;&#x13C;ajam lolojumam, vajag daudz ener�&#x123;ijas un daudz paciet&#x12B;bas!</p><p>Nestr&#x101;d&#x101;jo�a m&#x101;te past&#x101;v&#x12B;gi gatavo stundas kop&#x101; ar d&#x113;�l&#x113;nu. J&#x101;, vi&#x146;a b&#x113;rnam dod ener&#x123;iju, j&#x101;, vi&#x146;a rada b&#x113;rnam dro�&#x12B;bas un aizsarg&#x101;t&#x12B;bas saj&#x16B;tu, bet kas notiks turpm&#x101;k? Vai b&#x113;rns prat&#x12B;s par&#x101;d&#x12B;t iniciat&#x12B;vu, b&#x16B;t patst&#x101;v&#x12B;gs un ra�do�s? Vai vi&#x146;� sp&#x113;s uz&#x146;emties atbild&#x12B;bu par sav&#x101;m pro�bl&#x113;m&#x101;m, var&#x113;s pats t&#x101;s atrisin&#x101;t? Bet tas ta�u ir gandr&#x12B;z vai pats svar&#x12B;g&#x101;kais, kas b&#x16B;s nepiecie�ams pieaugu�a cil�v&#x113;ka dz&#x12B;v&#x113;.</p><p>Pieaugu�o galvenais uzdevums ir iem&#x101;c&#x12B;t dz&#x12B;vot bez sevis, b&#x16B;t patst&#x101;v&#x12B;gam, nepa&#x13C;auties vienm&#x113;r uz vec&#x101;ku pleca atbalstu.</p><p>Tikl&#x12B;dz b&#x113;rns darbu labi paveicis kop&#x101; ar jums, vi&#x146;am j&#x101;rada t&#x101;di apst&#x101;k&#x13C;i, kad �is darbs j&#x101;paveic patst&#x101;v&#x12B;gi. B&#x113;r�nam tas nav visai labi izdevies. "Tu m&#x101;cies," j&#x16B;s vi&#x146;am teiksit, "un n&#x101;kamreiz tev izdosies lab&#x101;k." Bet p&#x113;c tam j&#x16B;s neuzkr&#x12B;to�i pateiksit, k&#x101; izdar&#x12B;t pareiz&#x101;k, ievirz&#x12B;sit do�mas un darb&#x12B;bu vajadz&#x12B;gaj&#x101; gultn&#x113;, un b&#x113;rnam rad&#x12B;sies iespaids, ka vi&#x146;� pats darbojies veiksm&#x12B;g&#x101;k nek&#x101; iepriek��&#x113;jo reizi.</p><p>Nekad b&#x113;rnam nesakiet, ka vi&#x146;� neko nevar un neko nem&#x101;k, ka vi&#x146;� ir slikt&#x101;ks nek&#x101; citi b&#x113;rni, ka vi&#x146;� bez jums ir bezpal&#x12B;dz&#x12B;gs, nesare�&#x123;&#x12B;jiet vi&#x146;a karmu! "J&#x101;, tev tas neizdev&#x101;s, t&#x101;p&#x113;c ka tu maz tren&#x113;jies, maz str&#x101;d&#x101;ji, maz centies. Pam&#x113;&#x123;in&#x101;sim kop&#x101;." Tikl&#x12B;dz s&#x101;k izdoties, lai turp�m&#x101;k m&#x113;&#x123;ina pats. Ta�u j&#x16B;su atbalstam vienm&#x113;r j&#x101;b&#x16B;t tur�pat blakus l&#x12B;dz br&#x12B;dim, kad b&#x113;rns k&#x13C;&#x16B;s p&#x101;rliecin&#x101;ts par saviem sp&#x113;kiem.</p><p>Ja b&#x113;rnam nepadodas sports, vi&#x146;am j&#x101;dod iesp&#x113;ja sevi izpaust m&#x16B;zik&#x101;, matem&#x101;tik&#x101;, z&#x12B;m&#x113;�an&#x101;. Ne�&#x113;lojiet laiku un ener&#x123;iju, lai atrastu to, kas atmodin&#x101;s vi&#x146;a rado�&#x101;s sp&#x113;jas.</p><p>"T&#x113;ti, esmu vislab&#x101;kais matem&#x101;ti&#x137;is klas&#x113;," saka d&#x113;ls. Sapr&#x101;t&#x12B;gs t&#x113;tis maigi un labest&#x12B;gi, dodot pozit&#x12B;vu ener�&#x123;&#x113;tisko impulsu, noteikti p&#x101;rtrauks �&#x101;du liel&#x12B;�anos: "Labi, bet nelielies: ja k&#x101;ds p&#x101;rst&#x101;j str&#x101;d&#x101;t, p&#x101;r vi&#x146;a galvu g&#x101;�as neveiksmes." D&#x113;ls, protams, nenotic&#x113;s, tom&#x113;r �os v&#x101;rdus iegaum&#x113;s. Un pirmais �etrinieks vai trijnieks liks atcer&#x113;�ties �o pam&#x101;c&#x12B;bu: "T&#x113;ti, tev bija taisn&#x12B;ba. Pan&#x101;kumi atn&#x101;k tikai tad, ja str&#x101;d&#x101;."</p><p>Ja b&#x113;rn&#x12B;bas m&#x101;c&#x12B;bstundas apg&#x16B;tas slikti, ja mazajam cilv&#x113;kam izzi&#x146;as ce&#x13C;a s&#x101;kum&#x101; neviens nav pal&#x12B;dz&#x113;jis, v&#x113;�l&#x101;k vi&#x146;am b&#x16B;s gr&#x16B;ti. Visvienk&#x101;r�&#x101;k&#x101;s paties&#x12B;bas nezin k&#x101;p&#x113;c ir visgr&#x16B;t&#x101;k iel&#x101;got! Sa&#x146;emot likte&#x146;a triecienus, n&#x101;ksies apg&#x16B;t to, ko vec&#x101;ki nav iepot&#x113;ju�i b&#x113;rna apzi&#x146;&#x101;.</p><p>Ko tur sl&#x113;pt, da�i vec&#x101;ki ne tikai nepal&#x12B;dz b&#x113;rnam risi�n&#x101;t vi&#x146;a karmisk&#x101;s probl&#x113;mas, bet v&#x113;l stimul&#x113; vi&#x146;a perso�n&#x12B;bas negat&#x12B;v&#x101;s, posto�&#x101;s &#x12B;pa�&#x12B;bas, k&#x101; ar&#x12B; iem&#x101;ca b&#x113;rniem savus sliktos ieradumus, papildus apkraujot vi&#x146;us ar sa�v&#x101;m probl&#x113;m&#x101;m.</p><p>"Tu esi pats lab&#x101;kais, tev j&#x101;b&#x16B;t pirmajam," vect&#x113;ti&#x146;� saka mazd&#x113;lam. Un mazd&#x113;ls lien vai no &#x101;das lauk&#x101;, lai izpeln&#x12B;tos ilgoto piecnieku. Vai te viss ir k&#x101;rt&#x12B;b&#x101;?</p><p>Sacens&#x12B;bas gars ir labs stimuls, bet tikai tad, kad cilv&#x113;ks prot zaud&#x113;t. Slikts ir tas kareivis, kas nesap&#x146;o k&#x13C;&#x16B;t par &#x123;ener&#x101;li. Ta�u tikai tad, ja vi&#x146;� nenicina savu kareivja mundieri un nenodod biedrus, par katru cenu lau�oties uz aug�u. T&#x101;di karavado&#x146;i k&#x101; P&#x113;teris Lielais zaud&#x113;ja kau�jas, lai p&#x113;c tam uzvar&#x113;tu kar&#x101;.</p><p>K&#x101;p&#x113;c j&#x16B;su b&#x113;rns labi m&#x101;c&#x101;s? Lai b&#x16B;tu pirmais, lai iepriecin&#x101;tu mammu vai baid&#x101;s no soda, bet varb&#x16B;t vi�&#x146;am ir interesanti? No t&#x101;, ko j&#x16B;s, vec&#x101;ki, b&#x16B;sit padar&#x12B;ju�i par vi&#x146;a aktivit&#x101;tes virz&#x12B;t&#x101;jsp&#x113;ku, b&#x16B;s atkar&#x12B;ga vi&#x146;a lik�te&#x146;a ievirze. Vai tas b&#x16B;s karjerista liktenis vai piel&#x12B;d&#x113;ja liktenis, savu darbu cita pleciem uzve&#x13C;o�a sli&#x146;&#x137;a liktenis vai t&#x101;ds liktenis, k&#x101;ds ir �aklam darbar&#x16B;&#x137;im, kas godam pilda darbu pat tad, ja par to gandr&#x12B;z neko nemaks&#x101;?</p><p>Pa�as par sevi labas sekmes m&#x101;c&#x12B;b&#x101;s v&#x113;l ne par ko ne�liecina. K&#x101;ds cilv&#x113;ks aug labs vai ne visai? Vai b&#x113;rnam ir vajadz&#x12B;gs nopietns pieaugu�o atbalsts vai ar&#x12B; vi&#x146;am kl&#x101;jas pietiekami labi?</p><p>Pozit&#x12B;vs piem&#x113;rs</p><p>J&#x16B;su b&#x113;rnam ir j&#x101;str&#x101;d&#x101; un j&#x101;m&#x101;c&#x101;s t&#x101;d&#x113;&#x13C;, lai darb&#x101; ieg&#x16B;tu person&#x12B;bai pietr&#x16B;ksto�&#x101;s kvalit&#x101;tes. Ta�u vi&#x146;am ir gr&#x16B;ti to saprast. Tas j&#x101;saprot pieaugu�ajam.</p><p>At�ifr&#x113;t b&#x113;rna karmu un saskat&#x12B;t harmoniskai perso�n&#x12B;bai pietr&#x16B;ksto�&#x101;s &#x12B;pa�&#x12B;bas var vien&#x12B;gi pieaugu�ais, ku�ram ir pietiekami harmonisks gars un kur� tiecas p&#x113;c har�monijas ar pasauli. Ne jau visi vec&#x101;ki t&#x101;di ir.</p><p>Nepietiekams vec&#x101;ku atbalsts ar&#x12B; ir �aj&#x101; pasaul&#x113; iera�du�&#x101;s dv&#x113;seles karma. Noraidot vec&#x101;ku �&#x16B;pu vai vec&#x101;�ku pa�apmierin&#x101;tu birokr&#x101;tu veidolu, mazais cilv&#x113;ks mekl&#x113; atbalstu k&#x101;d&#x101; cit&#x101; pozit&#x12B;v&#x101; piem&#x113;r&#x101;. Kam te b&#x16B;s iz�&#x137;iro�&#x101; noz&#x12B;me, nav zin&#x101;ms.</p><p>Iesp&#x113;jams, t&#x101; b&#x16B;s b&#x113;rnud&#x101;rza audzin&#x101;t&#x101;ja, kas pret b&#x113;r�nu izturas m&#x12B;&#x13C;i un labest&#x12B;gi, vai vecm&#x101;mi&#x146;a, kas lasa gr&#x101;�mati&#x146;as par pozit&#x12B;viem pasaku varo&#x146;iem. Iesp&#x113;jams, vi&#x146;am paveiksies ar skolot&#x101;ju skol&#x101; vai treneri sporta sek�cij&#x101;, un no vi&#x146;iem b&#x113;rns m&#x101;c&#x12B;sies neatlaid&#x12B;bu un gara nelok&#x101;m&#x12B;bu. Iesp&#x113;jams, nejau�s gar&#x101;mg&#x101;j&#x113;js ar pusaudzi aprun&#x101;sies k&#x101; l&#x12B;dz&#x12B;gs ar l&#x12B;dz&#x12B;gu un iedos vi&#x146;am cer&#x12B;bas uz lab&#x101;ku n&#x101;kotni un tic&#x12B;bu sev. Jebkur� cilv&#x113;ks ir sp&#x113;j&#x12B;gs dot pozit&#x12B;vu ener&#x123;&#x113;tisko impulsu.</p><p>Sargieties izr&#x101;d&#x12B;t negat&#x12B;vu attieksmi pret k&#x101;p&#x146;u telp&#x101; sm&#x113;&#x137;&#x113;jo�iem jaunie�iem, neraidiet vi&#x146;u virzien&#x101; ar aiz�dom&#x12B;guma un nosod&#x12B;juma ener&#x123;&#x113;tiskajiem impulsiem saind&#x113;tus skatienus. Kas var zin&#x101;t, vai j&#x16B;su neg&#x101;cija ne�k&#x13C;&#x16B;s par to pilienu, kur� novilks uz leju ar ienaidu uz Pasauli un agresiju pild&#x12B;to likte&#x146;a svaru kausu.</p><p>Centieties labv&#x113;l&#x12B;gi iztur&#x113;ties pat pret tiem b&#x113;rniem un pusaud�iem, kuriem ir izteikta nosliece uz hulig&#x101;nis�mu, zag�anu un cit&#x101;m neg&#x101;cij&#x101;m. Iesp&#x113;jams, viens j&#x16B;su labest&#x12B;gs, draudz&#x12B;gs v&#x101;rds �&#x101; b&#x113;rna dv&#x113;sel&#x113;, kuram pie�tr&#x16B;kst t&#x12B;r&#x101;s ener&#x123;ijas, iedegs cer&#x12B;bu, ka vi&#x146;a likten&#x12B; iesp&#x113;jams gai�s pav&#x113;rsiens. Vi&#x146;� notic&#x113;s, ka Pasaule ari pret vi&#x146;u var b&#x16B;t laba, ka pasaul&#x113; ir labi cilv&#x113;ki! Ir &#x13C;oti svar&#x12B;gi, lai ikvienu sasilda cer&#x12B;bas dzirksts!</p></section><section><title><p id="AutBody_0bookmark47">B&#x113;rna slim&#x12B;ba t&#x101; ir j&#x16B;su karma</p></title><p>Slim&#x12B;ba vienm&#x113;r ir karma, vienm&#x113;r ir �&#x137;&#x113;rslis ce&#x13C;&#x101; uz laimi. Gr&#x16B;ti b&#x16B;t laim&#x12B;gam, kad &#x137;ermenis nej&#x16B;tas pilnv&#x113;r�t&#x12B;gs. Ir slima b&#x113;rna karma. T&#x101; ir briesm&#x12B;ga netaisn&#x12B;ba pa�&#x101; ce&#x13C;a s&#x101;kum&#x101; justies ierobe�otam sav&#x101;s izpausm&#x113;s, just bailes un s&#x101;pes, tikl&#x12B;dz s&#x101;c iepaz&#x12B;ties ar �o pasauli. Vien&#x12B;gi pieaugu�o cilv&#x113;ku ener&#x123;ija var mazulim pal&#x12B;dz&#x113;t p&#x101;rvar&#x113;t �o karmu un justies pilnv&#x113;rt&#x12B;gam.</p><p>Sievietei bija meita neiz&#x101;rst&#x113;jami slima meiten&#x12B;te. Ak�t&#x12B;v&#x101; un dz&#x12B;vespriec&#x12B;g&#x101; m&#x101;te nesp&#x113;ja notic&#x113;t, ka vi&#x146;as b&#x113;rns var nomirt. Abas pavad&#x12B;ja kop&#x101; daudz laika. Daudz pastaig&#x101;j&#x101;s, daudz rota&#x13C;&#x101;j&#x101;s, dev&#x101;s ce&#x13C;ojumos, v&#x113;roja da�bu, daudz sm&#x113;j&#x101;s un priec&#x101;j&#x101;s par katru dz&#x12B;ves dienu. No &#x101;rstu viedok&#x13C;a m&#x101;te r&#x12B;koj&#x101;s noziedz&#x12B;gi, t&#x101;p&#x113;c ka ne�atst&#x101;ja b&#x113;rnu vienu stacion&#x101;r&#x101;, neiev&#x113;roja meitenei no�teikto gultas re�&#x12B;mu un stingro di&#x113;tu. Tom&#x113;r notika br&#x12B;�nums b&#x113;rns izvese&#x13C;oj&#x101;s. Un �o br&#x12B;numu rad&#x12B;ja neiz�sme&#x13C;am&#x101; vec&#x101;ku m&#x12B;lest&#x12B;bas ener&#x123;ija.</p><p>Ta�u diem�&#x113;l n&#x101;kas v&#x113;rot ar&#x12B; pavisam ko citu. B&#x113;rns, kas bie�i sirgst ar saaukst&#x113;�an&#x101;s slim&#x12B;b&#x101;m, sa&#x146;em diagno�zi: astma. M&#x101;te aiziet no darba, ta�u nevis aizved b&#x113;rnu prom no pils&#x113;tas uz laukiem pie vecm&#x101;mi&#x146;as padz&#x12B;vot t&#x12B;r&#x101; gais&#x101;, bet dodas uzbrukum&#x101; &#x101;rstiem, pieprasa noteikt proced&#x16B;ras. M&#x101;j&#x101; b&#x113;rnam neat&#x13C;auj skraid&#x12B;t un l&#x113;k&#x101;t, lauk&#x101; vi&#x146;� izk&#x13C;&#x16B;st vien&#x12B;gi t&#x101;p&#x113;c, lai aizietu pie k&#x101;rt&#x113;j&#x101; &#x101;rsta.</p><p>Par galveno vi&#x146;u &#x123;imen&#x113; k&#x13C;&#x16B;st slim&#x12B;ba, nevis vesel&#x12B;ba, par kuru, k&#x101; var&#x113;tu �&#x137;ist, c&#x12B;n&#x101;s m&#x101;te. Visbie�&#x101;k b&#x113;rns dzird aizliegumus: "Ne&#x146;em, neskrien, nedari, uzman&#x12B;gi, tev ir astma!" Nabaga z&#x113;ns ir nolemts visu m&#x16B;�u b&#x16B;t sma�gi slims, ja nu vien&#x12B;gi pats reiz sa&#x146;emsies un atbr&#x12B;vosies no �&#x101; ener&#x123;&#x113;tisk&#x101; sloga karmisk&#x101;s slim&#x12B;bas nastas, ko g&#x101;d&#x12B;gie vec&#x101;ki tik r&#x16B;p&#x12B;gi iesai&#x146;oju�i.</p><p>K&#x101; r&#x12B;koties vec&#x101;kiem, ja b&#x113;rns ir slims?</p><p>Pirmk&#x101;rt, j&#x101;tic, ka jebkuru slim&#x12B;bu, ja nav iesp&#x113;jams l&#x12B;dz galam iz&#x101;rst&#x113;t, var tik liel&#x101; m&#x113;r&#x101; v&#x101;jin&#x101;t, lai t&#x101; &#x13C;autu dz&#x12B;vot pilnv&#x113;rt&#x12B;gu dz&#x12B;vi.</p><p>Otrk&#x101;rt, lai k&#x101;da b&#x16B;tu slim&#x12B;ba: parastas iesnas vai no�pietns im&#x16B;nsist&#x113;mas trauc&#x113;jums, galvenais, kas nepie�cie�ams cilv&#x113;kam, ir harmonija. T&#x101;p&#x113;c ir &#x13C;oti svar&#x12B;gi uztu�r&#x113;ties dab&#x101;, izdar&#x12B;t fiziskus vingrin&#x101;jumus, kas harmoniz&#x113; ener&#x123;&#x113;tisk&#x101;s pl&#x16B;smas organism&#x101;, bet jo &#x12B;pa�i svar&#x12B;gi ir, lai pieaugu�ais piev&#x113;r�as savai dv&#x113;selei un noskaidro: kas tur nav k&#x101;rt&#x12B;b&#x101;, kas tur peln&#x12B;jis t&#x101;du nelaimi slimu b&#x113;rnu.</p><p>Harmonijai ir nepiecie�amas vesel&#x12B;gas emocion&#x101;l&#x101;s at�tiec&#x12B;bas &#x123;imen&#x113;, k&#x101; ar&#x12B; rado�a dz&#x12B;ves ievirze. Cilv&#x113;ks ne�dr&#x12B;kst pa&#x13C;auties tikai uz &#x101;rstiem, vi&#x146;am kaut kas j&#x101;dara pa�am, j&#x101;seko savam st&#x101;voklim un j&#x101;cen�as to uzlabot.</p><p>Ta�u pati galven&#x101; ir m&#x12B;lest&#x12B;bas ener&#x123;ija. Lai ko m&#x101;te b&#x113;rna lab&#x101; dara ved vi&#x146;u pastaig&#x101; uz me�u, mas&#x113;, ga�tavo t&#x113;jas, visam j&#x101;pievieno pozit&#x12B;vi l&#x101;d&#x113;ts savas ener&#x123;ijas impulss. T&#x101; nedr&#x12B;kst b&#x16B;t drud�aina bai&#x13C;u, �&#x113;luma un iz�misuma ener&#x123;ija. Tam j&#x101;b&#x16B;t m&#x12B;lest&#x12B;bas, pa�atdeves un optimisma impulsam.</p><p>Un, visbeidzot, tre�k&#x101;rt, ir labi, ja v&#x113;r�amies pie Augst&#x101;�kajiem sp&#x113;kiem, protam skait&#x12B;t l&#x16B;g�anas, ticot Dieva m&#x12B;�lest&#x12B;bai pret mums un m&#x16B;su b&#x113;rnu. Pa&#x13C;aujoties uz Aug�st&#x101;ko sp&#x113;ku aizsardz&#x12B;bu un pal&#x12B;dz&#x12B;bu, ieg&#x16B;stam dv&#x113;seles l&#x12B;dzsvaru un uzs&#x16B;cam debesu sf&#x113;ru ener&#x123;iju, saj&#x16B;tam gaismu sev&#x12B;. Tikai tad varam iemantot harmoniju.</p><p>Ir ar&#x12B; ener&#x123;&#x113;tiskie vingrin&#x101;jumi, kas &#x13C;auj ieg&#x16B;t vesel&#x12B;bas ener&#x123;iju. Viens no �iem vingrin&#x101;jumiem "Organisma att&#x12B;r&#x12B;�ana ar i&#x146; un jan ener&#x123;iju" aprakst&#x12B;ts gr&#x101;mat&#x101; "Z&#x101;�les dv&#x113;selei".</p><p>Uzskat&#x101;m, ka m&#x16B;sdien&#x101;s nopietna b&#x113;rnu slim&#x12B;ba ir "dz&#x12B;ve neg&#x101;cij&#x101;s", kad vi&#x146;i visu ap sevi redz meln&#x101; un pel&#x113;k&#x101; kr&#x101;s&#x101;. B&#x113;rni �aj&#x101; pasaul&#x113; j&#x16B;tas neaizsarg&#x101;ti un k&#x101; pazudu�i. Nevienam nav da&#x13C;as par vi&#x146;u vajadz&#x12B;b&#x101;m un probl&#x113;m&#x101;m, neviens neinteres&#x113;jas par vi&#x146;u dz&#x12B;vi. �&#x101;d&#x101; pasaul&#x113; katrs dom&#x101; tikai par sevi. B&#x113;rnu uztver&#x113; pasaule ir vienaldz&#x12B;ga un ne�&#x113;l&#x12B;ga, nesaprotama un sve�a. B&#x113;rni pa�i k&#x13C;&#x16B;st ne�&#x113;l&#x12B;gi un aizdomu pilni, saspringti, dzeld&#x12B;gi k&#x101; "ez&#x12B;�i". Ar vi&#x146;iem ir gr&#x16B;ti kaut ko sarun&#x101;t, vi&#x146;u r&#x12B;c&#x12B;ba pieaugu�os kaitina.</p><p>Pusaud�a vecum&#x101; faktiski visi b&#x113;rni nosl&#x12B;d l&#x12B;dz "dz&#x12B;vei neg&#x101;cij&#x101;s". Vajag daudz sp&#x113;ka, lai tas nek&#x13C;&#x16B;tu par iera�dumu, lai b&#x113;rns sp&#x113;tu saskat&#x12B;t dz&#x12B;ves gai�o un sapr&#x101;t&#x12B;go pusi. Pusaudzis vienm&#x113;r &#x123;imen&#x113; rada saspringtu situ&#x101;�ciju. Tas atbilst vi&#x146;a iek�&#x113;jam sasprindzin&#x101;jumam. Vi&#x146;� bie�i vien nev&#x113;las uzklaus&#x12B;t vec&#x101;ku sapr&#x101;t&#x12B;gos argumen�tus, izvair&#x101;s no sarunas, ir rupj�. K&#x101; �&#x101;d&#x101; situ&#x101;cij&#x101; b&#x113;rnam pal&#x12B;dz&#x113;t?</p><p>Vajag ar ener&#x123;&#x113;tisko pa&#x146;&#x113;mienu savu ener&#x123;iju, savu m&#x12B;lest&#x12B;bu dot pusaudzim. Te b&#x16B;s vingrin&#x101;jumi, kas jums pal&#x12B;dz&#x113;s to izdar&#x12B;t.</p><p id="AutBody_0bookmark48">1. vingrin&#x101;jums</p><p>1.� Saberz&#x113;jiet plaukstas, pamas&#x113;jiet pirkstu gali&#x146;us, at�br&#x12B;vojiet loc&#x12B;tavas, izlokiet plaukstu pamatu. Saj&#x16B;tiet, ka rokas k&#x13C;uvu�as m&#x12B;kstas, siltas un nedaudz smagas, at�sl&#x101;bin&#x101;tas.</p><p>2.��� Saj&#x16B;tiet kr&#x16B;�kurv&#x12B; savu m&#x12B;lest&#x12B;bu pret b&#x113;rnu. Sa�koncentr&#x113;jiet visu savu maigumu pret vi&#x146;u, v&#x113;l&#x113;�anos pal&#x12B;dz&#x113;t, atbalst&#x12B;t, dot sp&#x113;ku. Saj&#x16B;tiet savu m&#x12B;lest&#x12B;bu k&#x101; gaismu, k&#x101; siltumu, kas piepilda j&#x16B;su kr&#x16B;tis. �aj&#x101; br&#x12B;d&#x12B; jums j&#x101;dom&#x101; tikai par labo. Noska&#x146;ojums nedr&#x12B;kst b&#x16B;t nom&#x101;�co�s vai skum&#x12B;gs. Cit&#x101;di tie�i �&#x101;du noska&#x146;ojumu nodosit pusaudzim. Noska&#x146;ojumam j&#x101;b&#x16B;t optimistiskam.</p><p>3.�� Aps&#x113;dieties blakus gu&#x13C;o�a pusaud�a gultai un mie�r&#x12B;gi, dzi&#x13C;i elpojiet. J&#x16B;su rokas atrodas uz ce&#x13C;galiem ar plaukst&#x101;m uz aug�u. Ievelkot elpu, j&#x16B;s dom&#x101;s sak&#x101;t kaut ko taml&#x12B;dz&#x12B;gu: "Ks gribu pal&#x12B;dz&#x113;t tev, mans mazais, esmu kop&#x101; ar tevi, es tevi m&#x12B;lu�"</p><p>4.�� Izelpas laik&#x101; j&#x16B;s j&#x16B;tat, k&#x101; siltums no kr&#x16B;�kurvja aiz�pl&#x16B;st j&#x16B;su d&#x113;lam vai meitai, k&#x101; karsta str&#x101;va no j&#x16B;su plaukst&#x101;m ap&#x146;em, piepilda visu gu&#x13C;o�&#x101; b&#x113;rna b&#x16B;t&#x12B;bu ar j&#x16B;su m&#x12B;lest&#x12B;bas t&#x12B;ro, svaigo sp&#x113;ku. Izt&#x113;lojieties, k&#x101; j&#x16B;su m&#x12B;lest&#x12B;bas gaisma izspie� visu tum�o un pel&#x113;ko, kas ir vi&#x146;&#x101;. Visu organismu glu�i k&#x101; trauku piepilda zeltaina saules gaisma.</p><p>5.� Nobeigum&#x101; ar rok&#x101;m izdariet vair&#x101;kas ap&#x13C;veida kus�t&#x12B;bas pulkste&#x146;a r&#x101;d&#x12B;t&#x101;ju virzien&#x101;, pusaudzi it k&#x101; iev&#x12B;stot silt&#x101; savas ener&#x123;ijas kokon&#x101;.</p><p>Var ar&#x12B; noskait&#x12B;t l&#x16B;g�anu un p&#x101;rmest b&#x113;rnam krustu.</p><p id="AutBody_0bookmark49">2. vingrin&#x101;jums</p><p>1.� Ja k&#x101;da iemesla d&#x113;&#x13C; nav iesp&#x113;jams ne no r&#x12B;ta, ne va�kar&#x101; pas&#x113;d&#x113;t pie gu&#x13C;o�a pusaud�a gultas, tad jebkur&#x101; laik&#x101; nolieciet sev priek�&#x101; vi&#x146;a fotogr&#x101;fiju. Izt&#x113;lojieties, ka b&#x113;rns ir jums blakus, saj&#x16B;tiet vi&#x146;a siltumu, vi&#x146;a elpu.</p><p>2.�� Sagatavojieties darbam t&#x101;pat k&#x101; pirmaj&#x101; vingrin&#x101;�jum&#x101;: sagatavojiet rokas un sakoncentr&#x113;jiet kr&#x16B;�kurv&#x12B; sa�vu m&#x12B;lest&#x12B;bu un v&#x113;l&#x113;�anos pal&#x12B;dz&#x113;t k&#x101; saules gaismas m&#x101;�kon&#x12B;ti.</p><p>3.�� Turiet rokas 10-15 centimetru att&#x101;lum&#x101; no fo�togr&#x101;fijas. Mier&#x12B;gi un dzi&#x13C;i elpojot, virziet gaismas un siltuma pl&#x16B;smu uz savu b&#x113;rnu, no vi&#x146;a noska&#x146;ojuma un saj&#x16B;t&#x101;m izspie�ot visu negat&#x12B;vo. Izdariet ar rok&#x101;m t&#x101;das kust&#x12B;bas, it k&#x101; glaud&#x12B;tu b&#x113;rna galvu, gl&#x101;st&#x12B;tu muguru, kr&#x16B;�kurvi, ietiniet vi&#x146;u silt&#x101; aizsargm&#x101;kon&#x12B;, iev&#x12B;stiet savas ener&#x123;ijas kokon&#x101;, piepildiet ar zeltainu gaismu.</p><p>Ja nesp&#x113;jat dv&#x113;sel&#x113; sajust prieka pilnu pozit&#x12B;vu ener�&#x123;iju, bet varb&#x16B;t nevarat sajust m&#x12B;lest&#x12B;bu un bezgal&#x12B;gu maigumu pret b&#x113;rnu, ja jums nav v&#x113;l&#x113;�an&#x101;s atdot visus savus sp&#x113;kus, lai vi&#x146;am pal&#x12B;dz&#x113;tu, tad 1. un 2. vingrin&#x101;�jumu lab&#x101;k neizpild&#x12B;t, lai b&#x113;rnam nenodotu negat&#x12B;vo sa�j&#x16B;tu un nenodar&#x12B;tu &#x13C;aunu.</p><p id="AutBody_0bookmark50">3. vingrin&#x101;jums</p><p>Var b&#x113;rnam dot ener&#x123;iju ar l&#x16B;g�anas pal&#x12B;dz&#x12B;bu. Tas j&#x101;�dara tad, kad j&#x16B;su dv&#x113;sele ir pilna ar m&#x12B;lest&#x12B;bu un mai�gumu pret b&#x113;rnu, kad j&#x16B;s saprotat vi&#x146;a dv&#x113;seles probl&#x113;�mas un to, k&#x101;d&#x101; st&#x101;vokl&#x12B; vi&#x146;� ir. L&#x16B;g�anas j&#x113;ga ietverama �&#x101;dos v&#x101;rdos: "Lai vi&#x146;am viss ir labi, es esmu gatavs �im nol&#x16B;kam ziedot visus savus sp&#x113;kus."</p><p>L&#x16B;g�ana nedr&#x12B;kst skan&#x113;t k&#x101; nor&#x101;d&#x12B;jums: "Lai vi&#x146;� ir piekl&#x101;j&#x12B;gs, �akls, lai nedara p&#x101;ri jaun&#x101;kajai m&#x101;si&#x146;ai�" Jo to jau m&#x113;s l&#x16B;gsim sav&#x101;, nevis b&#x113;rna lab&#x101;, l&#x16B;gsim sev papil�du sp&#x113;kus, nevis r&#x16B;p&#x113;simies par b&#x113;rna dv&#x113;seli. Tad tas j&#x101;dara cit&#x101;di (sk. 4. noda&#x13C;u). L&#x16B;g�anai ir j&#x101;b&#x16B;t par vi&#x146;u un vi&#x146;a lab&#x101;, tikai tad m&#x113;s vi&#x146;am dosim ener&#x123;iju.</p><p>Ja esat tic&#x12B;gs cilv&#x113;ks, nometieties ikonas priek�&#x101; ce&#x13C;os. Ir labi, ja turkl&#x101;t sp&#x113;sit izt&#x113;loties, k&#x101; uz j&#x16B;su b&#x113;rnu no debes&#x12B;m pl&#x16B;st t&#x12B;ras, baltas gaismas k&#x16B;lis. Tas noz&#x12B;m&#x113;, ka j&#x16B;su l&#x16B;g�ana ir uzklaus&#x12B;ta un Augst&#x101;kie sp&#x113;ki pal&#x12B;dz&#x113;s j&#x16B;su d&#x113;lam vai meitai.</p><p>4. vingrin&#x101;jums</p><p>To pa�u var dar&#x12B;t, izmantojot fotogr&#x101;fiju. Turkl&#x101;t ir labi aizdegt bazn&#x12B;cas sveci vai sv&#x113;tbildes lampi&#x146;u.</p><p>Ikona st&#x101;v&#x113;s jums priek�&#x101;. Fotogr&#x101;fija gul&#x113;s ikonas priek�&#x101;.</p><p>P&#x113;c l&#x16B;g�anas fotogr&#x101;fiju novietojiet lab&#x101;, t&#x12B;r&#x101; viet&#x101;, kur t&#x101; nedursies visiem ac&#x12B;s. Katru reizi, &#x146;emot fotogr&#x101;fiju rok&#x101;s, atkal noskaitiet l&#x16B;g�anu un svaigi, att&#x12B;ro�i sp&#x113;ki piepild&#x12B;s j&#x16B;su b&#x113;rnu.</p></section><section><title><p id="AutBody_0bookmark51">Atdot visu tam, kur� neko nav man par&#x101;d&#x101;</p></title><p>Vai nav tiesa, ka no lo&#x123;ikas un pragmatisk&#x101; intelekta viedok&#x13C;a tas skan absurdi? Bet dv&#x113;sele aug tikai �&#x101;d&#x101;s situ&#x101;cij&#x101;s.</p><p>Tas Kungs apvelt&#x12B;jis cilv&#x113;ku ar dz&#x12B;vniecisku instinktu bezgal&#x12B;gu m&#x12B;lest&#x12B;bu pret savu b&#x113;rnu, lai �&#x101;da m&#x12B;lest&#x12B;ba liktu cilv&#x113;kam saprast, ko noz&#x12B;m&#x113; m&#x12B;l&#x113;t bezgal&#x12B;gi, neat�kar&#x12B;gi no t&#x101;, vai cilv&#x113;ks kaut ko sa&#x146;em pret&#x12B;. Tikai �&#x101;d&#x101; m&#x12B;lest&#x12B;b&#x101; cilv&#x113;ks apzin&#x101;s Dievi�&#x137;o laimi nevis ieg&#x16B;t, bet gan dot. Augst&#x101;k&#x101; laime t&#x101; ir laime d&#x101;v&#x101;t un dot. To labi saprot izcilie dzied&#x101;t&#x101;ji un m&#x16B;zi&#x137;i, m&#x101;kslinieki un aktieri, zin&#x101;tnieki un dzejnieki, k&#x101; ar&#x12B; jebkur� rado�s cil�v&#x113;ks.</p><p>M&#x12B;lest&#x12B;ba ir l&#x12B;dzv&#x113;rt&#x12B;ga jaunradei. Cilv&#x113;kiem ir dota ne�nov&#x113;rt&#x113;jama iesp&#x113;ja attiec&#x12B;b&#x101;s ar b&#x113;rniem par&#x101;d&#x12B;t savus talantus un sp&#x113;jas. Kad audzin&#x101;t b&#x113;rnu, gribas vi&#x146;am dot visu pa�u lab&#x101;ko, kas jums ir. K&#x101; j&#x16B;s varat iem&#x101;c&#x12B;t vi&#x146;u b&#x16B;t par rad&#x12B;t&#x101;ju un darba dar&#x12B;t&#x101;ju? Vien&#x12B;gi demon�str&#x113;jot �&#x12B;s &#x12B;pa�&#x12B;bas ar savu priek�z&#x12B;mi.</p><p>Dot var tikai to, kas ir pa�am. T&#x101;p&#x113;c b&#x113;rni ir m&#x16B;su lab&#x101;�kie skolot&#x101;ji! Saj&#x16B;tot vi&#x146;u v&#x113;r&#x12B;go skatienu, m&#x113;s cen�amies b&#x16B;t lab&#x101;ki, t&#x12B;r&#x101;ki, gudr&#x101;ki, stipr&#x101;ki. Tas ir br&#x12B;ni�&#x137;&#x12B;gi, jo m&#x113;s vi&#x146;iem m&#x101;c&#x101;m dz&#x12B;vot pasaul&#x12B;go dz&#x12B;vi, bet vi&#x146;i mums m&#x101;ca Kosmosa likumus. Vi&#x146;i ir nesen ieradu�ies no smal�k&#x101;s pasaules un labi saprot Visuma ener&#x123;&#x113;tiskos likumus, t&#x101;p&#x113;c bie�i vien lab&#x101;k nek&#x101; m&#x113;s zina paties&#x12B;bu, tikai ne�prot to izteikt v&#x101;rdos, bet vienm&#x113;r to labi saj&#x16B;t.</p><p>Meitene me�&#x101; atrada beigtu putnu un atnesa to uz m&#x101;j&#x101;m. Vi&#x146;a mammai teica, ka putni&#x146;u kops. M&#x101;te pa�skaidroja, ka tas vairs nav iesp&#x113;jams, par v&#x113;lu, putna vairs nav. "Bet es &#x13C;oti r&#x16B;p&#x12B;gi kop�u," teica meitene. M&#x101;te un meita viena otru pam&#x101;c&#x12B;ja. Pieaugu�ais izskaidroja, ka pasaul&#x12B;gajai dz&#x12B;vei pien&#x101;k beigas, bet b&#x113;rns cent&#x101;s pa�m&#x101;c&#x12B;t, ka m&#x12B;lest&#x12B;bas ener&#x123;ijas iesp&#x113;jas ir bezgal&#x12B;gas, ta�u pieaugu�ie �o pam&#x101;c&#x12B;bu ne&#x146;&#x113;ma v&#x113;r&#x101;, vi&#x146;i bija p&#x101;r&#x101;k pie�augu�i.</p><p>M&#x113;s nevaram nem&#x12B;l&#x113;t b&#x113;rnus, jo vi&#x146;i tie esam m&#x113;s, tikai lab&#x101;ki, t&#x12B;r&#x101;ki un sapr&#x101;t&#x12B;g&#x101;ki. M&#x113;s cen�amies visu at�dot b&#x113;rniem, vi&#x146;u laime k&#x13C;&#x16B;st par m&#x16B;su dz&#x12B;ves j&#x113;gu. Kad b&#x113;rni izaug, m&#x113;s gribam, lai vi&#x146;i mums pasaka vismaz paldies. Ta�u vi&#x146;iem tas nepavisam nav j&#x101;dara.</p><p>M&#x16B;su b&#x113;rni mums nav neko par&#x101;d&#x101;! Tie�i t&#x101;pat m&#x113;s neko neesam par&#x101;d&#x101; saviem vec&#x101;kiem. Ja vec&#x101;ki iem&#x101;�c&#x12B;ju�i b&#x113;rnam b&#x16B;t iej&#x16B;t&#x12B;gam, uzman&#x12B;gam un g&#x101;d&#x12B;gam, t&#x101;tad ir iem&#x101;c&#x12B;ju�i dot, b&#x16B;t d&#x101;snam, atv&#x113;rt savu sirdi ci�tiem cilv&#x113;kiem. Ja d&#x113;ls un meita sa&#x146;&#x113;mu�i ener&#x123;&#x113;tisko g&#x101;d&#x12B;bu no saviem vec&#x101;kiem, vi&#x146;i nekad nepamet&#x12B;s savus vec&#x12B;�us, m&#x16B;�a nogal&#x113; sild&#x12B;s vi&#x146;us ar labest&#x12B;bas pilniem v&#x101;rdiem, sirsn&#x12B;gas m&#x12B;lest&#x12B;bas un pie&#x137;er�an&#x101;s ener&#x123;iju. Ja vec&#x101;ki nav pratu�i b&#x113;rnam to iem&#x101;c&#x12B;t, tad gan maizes gabals �&#x137;it&#x12B;s ciets, gan pien&#x101;kuma d&#x113;&#x13C; pasniegts &#x16B;dens b&#x16B;s s&#x101;&#x13C;� k&#x101; asaras.</p><p>Protams, pieaudzis d&#x113;ls, kas atsak&#x101;s kopt slimo m&#x101;ti, vai meita, kas t&#x113;vu atdod nesp&#x113;jnieku nam&#x101;, l&#x12B;dz ar to ieg&#x16B;st posto�u karmu. Par �o neiej&#x16B;t&#x12B;bu vi&#x146;i v&#x113;l sa&#x146;ems smagu likte&#x146;a m&#x101;c&#x12B;bu, vi&#x146;iem v&#x113;l n&#x101;ksies saprast, cik ne��&#x113;l&#x12B;gi r&#x12B;koju�ies.</p><p>T&#x101;du pa�u m&#x101;c&#x12B;bu cilv&#x113;ks sa&#x146;em jebkur&#x101; cit&#x101; gad&#x12B;jum&#x101;, kad par&#x101;da dv&#x113;seles neiej&#x16B;t&#x12B;bu. T&#x101;p&#x113;c vec&#x101;ki b&#x113;rnam nav nekas vair&#x101;k k&#x101; jebkur� cits pieaugu�ais, kas sniedz at�balstu dz&#x12B;ves ce&#x13C;&#x101;! Tikai tad, ja uz b&#x113;rnu gulstas dzimtas karma, vi&#x146;a attieksme pret vec&#x101;kiem k&#x13C;&#x16B;st &#x12B;pa�a. Par to m&#x113;s run&#x101;j&#x101;m, analiz&#x113;jot karmisk&#x101;s attiec&#x12B;bas ar vec&#x101;kiem.</p><p>Turpret&#x12B; vec&#x101;ki pret b&#x113;rnu vienm&#x113;r izturas &#x12B;pa�i, t&#x101;p&#x113;c ka tie�i b&#x113;rni mums m&#x101;ca izkopt galveno dv&#x113;seles &#x12B;pa�&#x12B;�bu absol&#x16B;t&#x101;s m&#x12B;lest&#x12B;bas sp&#x113;ju.</p></section><section><title><p id="AutBody_0bookmark52">3. nodala m&#x12A;lest&#x12A;ba galvenais dz&#x12A;ves pamats</p></title><p>�..</p></section><section><title><p id="AutBody_0bookmark54">P&#x100;RBAUDE AR M&#x12A;LEST&#x12A;BU</p></title><p>M&#x12B;lest&#x12B;ba� Kas t&#x101; t&#x101;da ir? Tas ir kaut kas, par ko, v&#x113;l dz&#x12B;vodami nojaut&#x101;s, &#x137;i&#x137;ina b&#x113;rni. M&#x12B;lest&#x12B;ba ir tr&#x12B;sas, kas p&#x101;r&#x146;em jaunas meitenes. M&#x12B;lest&#x12B;ba ir k&#x16B;s&#x101;jo�o asi&#x146;u kv&#x113;le sp&#x113;c&#x12B;gajos jaunek&#x13C;u &#x137;erme&#x146;os. M&#x12B;lest&#x12B;ba ir mai�gums un laimes tv&#x12B;ksme, ko sniedz apzi&#x146;a, ka cilv&#x113;ki pieder viens otram. M&#x12B;lest&#x12B;ba ir balsto�s, iedvesmojo�s sp&#x113;ks, m&#x101;jas pavards, aizsarg&#x101;t&#x12B;ba, silts l&#x16B;pu piesk&#x101;riena d&#x101;v&#x101;ts prieks ne�&#x113;l&#x12B;gaj&#x101; ikdien&#x12B;bas virpul&#x12B;. M&#x12B;lest&#x12B;ba ir klusa dz&#x12B;ves norieta saldme, neaptverama dv&#x113;se&#x13C;u vienot&#x12B;bas saj&#x16B;ta. M&#x12B;lest&#x12B;ba ir gar� vienota, j&#x16B;smas pilna gaismas stara ce&#x13C;� cauri pasaul&#x113;m, cauri zvaigzn&#x113;m un galaktik&#x101;m.</p><p>M&#x12B;lest&#x12B;ba ir dv&#x113;seli ploso�a kaisle, n&#x101;v&#x113;jo�as skumjas: kur tu esi� M&#x12B;lest&#x12B;ba ir smaga vil�an&#x101;s, trakas aizrau�an&#x101;s pa&#x123;iras, greizsird&#x12B;bas r&#x16B;sa, svilino�a uguns ne�&#x113;l&#x12B;gajos gad&#x12B;jumos, kad pietr&#x16B;kst pretm&#x12B;las.</p><p>M&#x12B;lest&#x12B;ba ir pats ko�&#x101;kais zieds m&#x16B;su j&#x16B;tu d&#x101;rz&#x101;, pats varen&#x101;kais sp&#x113;ks, visspilgt&#x101;k&#x101;s emocijas, dz&#x12B;ves visno�pietn&#x101;k&#x101; m&#x101;c&#x12B;ba. K&#x101; j&#x16B;su dv&#x113;sele iztur �o ugun&#x12B;go p&#x101;r�baud&#x12B;jumu?</p><p>Kas m&#x12B;lest&#x12B;ba ir jums?</p></section><section><title><p id="AutBody_0bookmark55">M&#x12B;lest&#x12B;ba bez pretm&#x12B;las</p></title><p>Vai ir izdevies godam iztur&#x113;t �&#x12B;s s&#x101;pes, nenol&#x101;d&#x113;t un nesaukt? Vai ir izdevies skumju d&#x113;&#x13C; nepazaud&#x113;t sevi, dro��i iet t&#x101;l&#x101;k pa dz&#x12B;vi un atvadoties no visas sirds nov&#x113;l&#x113;t m&#x12B;&#x13C;otajam cilv&#x113;kam laimi: "Es gribu, lai tu b&#x16B;tu laim&#x12B;gs, lai viss tev piepild&#x101;s t&#x101;, k&#x101; tu v&#x113;lies." Vai ir izdevies savu m&#x12B;lest&#x12B;bu d&#x101;v&#x101;t citam gar&#x12B;gi tuvam cilv&#x113;kam, kas �o m&#x12B;�lest&#x12B;bu ir peln&#x12B;jis? Vai ir izdevies visu aizmirst un atbr&#x12B;vo�ties no moko�&#x101;s saj&#x16B;tas, ka esat "nelaim&#x12B;gs" vai necien&#x12B;gs?</p><p>Ja ir izdevies, t&#x101;tad p&#x101;rbaud&#x12B;jums iztur&#x113;ts, un tas no�stiprina un nor&#x16B;da dv&#x113;seli. Dv&#x113;sele k&#x13C;&#x16B;st pla�&#x101;ka, labes�t&#x12B;g&#x101;ka un atsauc&#x12B;g&#x101;ka. Top gudra un m&#x16B;�&#x12B;ga. Tie�i tad tai paveras izredzes uz vien&#x12B;go, neatk&#x101;rtojamo tik�anos ar savu otro pus&#x12B;ti, kas kl&#x12B;st Kosmosa pla�umos.</p></section><section><title><p id="AutBody_0bookmark56">Abpus&#x113;ja m&#x12B;lest&#x12B;ba</p></title><p>T&#x101; saucam&#x101; laim&#x12B;g&#x101; m&#x12B;lest&#x12B;ba nepavisam nav maz&#x101;ks p&#x101;rbaud&#x12B;jums. Vi&#x146;a skat&#x101;s uz vi&#x146;u. Vi&#x146;� ar&#x12B; skat&#x101;s. Vi&#x146;� pat&#x12B;k vi&#x146;ai, ari vi&#x146;a pat&#x12B;k vi&#x146;am. Vi&#x146;� v&#x113;las b&#x16B;t blakus vi&#x146;ai, vi&#x146;a ari grib b&#x16B;t l&#x12B;dz&#x101;s vi&#x146;am. Vi&#x146;� m&#x12B;l, vi&#x146;a ari m&#x12B;l. Viss ir gludi un saldi un p&#x113;k�&#x146;i k&#x13C;&#x16B;st pliekani un garlai�c&#x12B;gi. Un kur tad palikusi m&#x12B;lest&#x12B;ba? Toties ir laul&#x12B;bas aplie�c&#x12B;ba, b&#x113;rni un kop&#x12B;ga saimniec&#x12B;ba, ir dz&#x12B;ve, no kuras liela da&#x13C;a noieta kop&#x101;, ir vasarn&#x12B;ca un meita, kuru nevar sada�l&#x12B;t, un nav iesp&#x113;jams aizmirst visu, kas kop&#x101; pieredz&#x113;ts.</p><p>Vai ir pieticis siltuma, lai pie&#x146;emtu un saprastu dz&#x12B;v&#x113; vistuv&#x101;ko cilv&#x113;ku? Vai ir pieticis iej&#x16B;t&#x12B;bas un maiguma, lai neievainotu p&#x101;r&#x101;k s&#x101;p&#x12B;gi, lai rupji nesagrautu visu ko�p&#x12B;gi uzcelto? Ja esat nol&#x113;mu�i aiziet no �&#x12B;s pel&#x113;k&#x101;s ikdien&#x12B;�bas, vai pietika d&#x101;snuma, lai visu atdotu? Ja reiz uzs&#x101;kat jaunu dz&#x12B;vi, tad ne jau ar vecajiem kastro&#x13C;iem. Vai tika atlicin&#x101;ts laiks b&#x113;rnam? Vai pietika sp&#x113;ka pasarg&#x101;t b&#x113;r�nu no &#x123;imenes izir�anas tra&#x123;&#x113;dijas? Ja pamests esat j&#x16B;s, vai pietika dv&#x113;seles labest&#x12B;bas, lai nep&#x101;rmestu, lai palaistu proj&#x101;m un piedotu? Vai pietika pr&#x101;ta saglab&#x101;t visu labo, nol&#x12B;dzin&#x101;t negludumus, pie&#x146;emt atpaka&#x13C;, pal&#x12B;dz&#x113;t tikt skaidr&#x12B;b&#x101; par sevi?</p><p>Cita veida abpus&#x113;j&#x101; m&#x12B;lest&#x12B;b&#x101; ir tik viegli sevi pazaud&#x113;t. Vi&#x146;� p&#x113;c tevis ir k&#x101; bez pr&#x101;ta, vi&#x146;� ir skaists, ener&#x123;isks, bag&#x101;ts. Un tagad tev ir viss, ko vien jauna sieviete ap�precoties var v&#x113;l&#x113;ties. Vi&#x146;� ir laim&#x12B;gs, tavas pretm&#x12B;las sp&#x101;r�nots, vi&#x146;� ar tr&#x12B;sk&#x101;r�u ener&#x123;iju nododas darbam, lai atkal sevi apliecin&#x101;tu, lai aptvertu, ieg&#x16B;tu, papla�in&#x101;tu� Bet tu? Nelaim&#x12B;ga vi&#x146;u gaidi pie loga? Kur tad esi tu pati? Ar ko nodarbojies �aj&#x101; dz&#x12B;v&#x113;? Ar ko ir aiz&#x146;emta tava dv&#x113;sele? M&#x101;jsaimniece nevar b&#x16B;t feja. Person&#x12B;ba nevar b&#x16B;t tikai laba v&#x12B;ra sieva. Kur ir tava dv&#x113;sele? Vai tu to neesi pazau�d&#x113;jusi?</p></section><section><title><p id="AutBody_0bookmark57">Neatrasta m&#x12B;lest&#x12B;ba</p></title><p>Neatrasta m&#x12B;lest&#x12B;ba, �&#x137;iet, ir vienk&#x101;r�&#x101;ks p&#x101;rbaud&#x12B;jums, bet tikai pirmaj&#x101; mirkl&#x12B;. Vi&#x146;a gaida un cer atrast savu ide&#x101;lu. Vi&#x146;a cen�as atbilst savam ide&#x101;lam: k&#x13C;&#x16B;t gudr&#x101;ka un d&#x101;sn&#x101;ka, bag&#x101;t&#x101;ka un skaist&#x101;ka. Vi&#x146;a tic, v&#x113;las sastapt, gaida, un reiz m&#x12B;lest&#x12B;ba atn&#x101;k. Bet varb&#x16B;t vi&#x146;a neiztur&#x113;s un piek&#x101;psies pragmatiskajam pr&#x101;tam. Ide&#x101;la nav, ta�u gadi iet. Un te k&#x101;ds pagad&#x101;s, it k&#x101; nav slikts�</p><p>K&#x101;da starp&#x12B;ba, kur� pild&#x12B;s sap&#x146;a pien&#x101;kumus. Bet p&#x113;c tam izr&#x101;d&#x101;s, ka starp&#x12B;ba ir &#x13C;oti liela. Nekas nav t&#x101;, k&#x101; ce�r&#x113;ts, un nekas nedod prieku, viss ir apnicis un apriebies, visa dz&#x12B;ve ir k&#x101; viens vien&#x12B;gs cietums. Tagad teiksit, ka dz&#x12B;ve nav izdevusies, ka ar v&#x12B;ru nav laim&#x113;jies� Ta�u t&#x101; bija j&#x16B;su labpr&#x101;t&#x12B;ga izv&#x113;le.</p><p>J&#x16B;s nem&#x12B;l t&#x101;, k&#x101; v&#x113;laties, bet vai j&#x16B;s pati m&#x12B;lat? Vis�maz kaut ko izdariet t&#x101; cilv&#x113;ka lab&#x101;, kuru ar savu izv&#x113;li ne�&#x113;l&#x12B;gi piev&#x12B;l&#x101;t, d&#x101;v&#x101;jiet kaut mazu prieci&#x146;u, cer&#x12B;bu uz laimi. Varb&#x16B;t pirmajam priekam sekos n&#x101;kamais prieks, un j&#x16B;s p&#x101;rsteigta secin&#x101;sit, ka nemaz tik slikti jau nav.</p></section><section><title><p id="AutBody_0bookmark58">M&#x12B;lest&#x12B;ba eks&#x101;mens dv&#x113;selei</p></title><p>Cik gadus vajag gaid&#x12B;t sapni un kad veidot &#x123;imeni? K&#x101; uzzin&#x101;t, kur� no piel&#x16B;dz&#x113;jiem ir j&#x16B;su &#x12B;stais bru&#x146;inieks? Ko dar&#x12B;t, kad feja p&#x101;rv&#x113;r�as par sliktu kalponi, kas prasa &#x12B;pa�u uzman&#x12B;bu? Kas to pateiks? Tikai j&#x16B;su dv&#x113;sele! Jo t&#x101; bag&#x101;t&#x101;ka un t&#x12B;r&#x101;ka, jo vair&#x101;k liekat tai str&#x101;d&#x101;t, jo laim&#x12B;�g&#x101;ks b&#x16B;s j&#x16B;su l&#x113;mums.</p><p>Nebaidieties k&#x13C;&#x16B;d&#x12B;ties. K&#x13C;&#x16B;da t&#x101; ir m&#x101;c&#x12B;bstunda. Ja esat to iel&#x101;goju�i, jums ir liel&#x101;kas izredzes uz laimi. Ja k&#x13C;&#x16B;da atk&#x101;rtojas, tas noz&#x12B;m&#x113;, ka m&#x101;c&#x12B;bstunda nav apg&#x16B;ta, t&#x101;tad izredzes samazin&#x101;s. Kam&#x113;r k&#x13C;&#x16B;da nav izprasta, la�b&#x101;k kauj&#x101; nedoties un net&#x113;r&#x113;t sp&#x113;kus vien&#x101;m un t&#x101;m pa�&#x101;m aplam&#x12B;b&#x101;m. Lab&#x101;k neri&#x146;&#x137;ot pa apli, bet apskat&#x12B;ties un izv&#x113;l&#x113;ties citu kust&#x12B;bas virzienu, no jauna izv&#x113;rt&#x113;t savu v&#x113;l&#x113;�anos m&#x12B;l&#x113;t un tikt m&#x12B;l&#x113;tai.</p><p>M&#x12B;lest&#x12B;bas p&#x101;rbaud&#x12B;jumus satrieco�i ir aprakst&#x12B;ju�i kla�si&#x137;i. Atcer&#x113;simies I. Turge&#x146;evu skolas programmas ietvaros nesaprasto Bazarovu. �&#x137;ietami sp&#x113;c&#x12B;ga person&#x12B;�ba, bet m&#x12B;lest&#x12B;ba k&#x13C;&#x16B;st par nep&#x101;rvaramu �&#x137;&#x113;rsli, dv&#x113;sele nesp&#x113;j ar to tikt gal&#x101;. Varonis nomirst, par&#x101;dot, ka vi&#x146;a person&#x12B;ba nav nobriedusi, vi&#x146;a sp&#x113;ks ir butaforisks, &#x137;er�menis un gars disharmoniski.</p><p>Cik satrieco�as person&#x12B;bas gar&#x12B;g&#x101;s izaugsmes ainas &#x13B;evs Tolstojs r&#x101;da saist&#x12B;b&#x101; ar Nata�u Rostovu un Pj&#x113;ru Bezuhovu! Protams, skolas gados to ir gr&#x16B;ti apjaust.</p><p>�&#x137;iet, tikai krievu rakstnieki ir pratu�i att&#x113;lot �o ne�tveramo procesu, kas norisin&#x101;s mekl&#x113;jo�&#x101; dv&#x113;sel&#x113;, kad ar m&#x12B;lest&#x12B;bas pal&#x12B;dz&#x12B;bu tiek savald&#x12B;ta cilv&#x113;ka egoistisk&#x101; daba, ar m&#x12B;lest&#x12B;bas pal&#x12B;dz&#x12B;bu sev&#x12B; dek apjausta Dievi�&#x137;&#x101; s&#x101;kotne, jo bez t&#x101; person&#x12B;ba cie� neveiksmi.</p><p>M&#x113;dz teikt, ka attieksme pret sievieti ir sabiedr&#x12B;bas at�t&#x12B;st&#x12B;bas krit&#x113;rijs. Dro�i vien pamatota ir ar&#x12B; cita atzi&#x146;a: attieksme pret m&#x12B;lest&#x12B;bu, sp&#x113;ja p&#x101;rvar&#x113;t m&#x12B;lest&#x12B;bas sag&#x101;�d&#x101;tos p&#x101;rbaud&#x12B;jumus ir person&#x12B;bas brieduma, atsevi�&#x137;as dv&#x113;seles un visas sabiedr&#x12B;bas gara brieduma krit&#x113;rijs.</p><p>�aj&#x101; noz&#x12B;m&#x113; seksu&#x101;l&#x101; revol&#x16B;cija, Rietumu cilv&#x113;ka vis�at&#x13C;aut&#x12B;ba un izlaid&#x12B;ba dr&#x12B;z&#x101;k gan liecina par sevi nesa�proto�a pusaud�a pr&#x101;ta zemo l&#x12B;meni, nevis par nobrie�du�a cilv&#x113;ka r&#x12B;c&#x12B;bas br&#x12B;v&#x12B;bu. Kas t&#x101; par br&#x12B;v&#x12B;bu, ja j&#x16B;s visu laiku esat p&#x113;k�&#x146;i un neprognoz&#x113;jami uzn&#x101;ko�u v&#x113;lmju var&#x101;. J&#x16B;s esat sava &#x137;erme&#x146;a, savu emociju vergs, bet do�m&#x101;j&#x101;t, ka esat br&#x12B;vs� J&#x16B;s nezin&#x101;t, ko gribat, un neprotat atrast savu laimi, bet dom&#x101;j&#x101;t, kas esat nobriedis un pie�audzis cilv&#x113;ks�</p><p>Un v&#x113;l viena gal&#x113;j&#x12B;ba, v&#x113;l viens p&#x101;rbaud&#x12B;jums, ko jums sag&#x101;d&#x101; m&#x12B;lest&#x12B;ba: m&#x12B;&#x13C;ot&#x101; j&#x16B;s nodod. Izmisum&#x101; un apju�kum&#x101; j&#x16B;s gvel�at gl&#x101;bjo�o aplam&#x12B;bu: "Es nevienam vairs neticu, visas sievietes ir t&#x101;das, es vi&#x146;&#x101;m atrieb�os. Tagad es kr&#x101;p�u vi&#x146;as. Turpm&#x101;k b&#x16B;�u neatkar&#x12B;gs no m&#x12B;lest&#x12B;bas, b&#x16B;�u br&#x12B;vs." K&#x101;ds pa�apm&#x101;ns! Cik no�&#x113;lojami b&#x113;rna �&#x13C;up�sti! Teiksim t&#x101;: �&#x12B; person&#x12B;ba ir pa�&#x101; ce&#x13C;a s&#x101;kum&#x101;, ilg&#x101; un gr&#x16B;t&#x101; m&#x12B;lest&#x12B;bas ce&#x13C;a s&#x101;kum&#x101;. Daudzi r&#x16B;gti bi&#x137;eri v&#x113;l b&#x16B;s j&#x101;izdzer, lai kaut ko saprastu no dz&#x12B;ves.</p><p>Maza mu&#x13C;&#x137;&#x12B;te iedom&#x101;jas, ka ir sieviete ar bag&#x101;tu pie�redzi, un sev partneri piemekl&#x113; p&#x113;c p&#x101;rdom&#x101;tiem krit&#x113;�rijiem, uz pap&#x12B;ri&#x146;a raksta divos stabi&#x146;os "par" un "pret", k&#x101; izlas&#x12B;jusi modern&#x101; �urn&#x101;l&#x101;. R&#x12B;t dz&#x12B;ve vi&#x146;ai dos iesp&#x113;ju �o "gudr&#x12B;bu" iemest pap&#x12B;rgroz&#x101; un laimes formulu mek�l&#x113;t cit&#x101;di, pietuvojoties sev, sav&#x101;m j&#x16B;t&#x101;m, nevis b&#x113;got no t&#x101;m. Bet vai pietiks l&#x113;npr&#x101;t&#x12B;bas, lai atteiktos no l&#x12B;dz�in&#x113;j&#x101;s mu&#x13C;&#x137;&#x12B;bas un atkl&#x101;ti pie&#x146;emtu likte&#x146;a doto m&#x101;c&#x12B;bu, cen��oties saprast debesis, kas mums par&#x101;da, cik "za&#x13C;i" un nenobriedu�i esam?</p><p>M&#x12B;lest&#x12B;ba ir galvenais m&#x16B;su dz&#x12B;ves p&#x101;rbaud&#x12B;jums, gal�venais likte&#x146;a temats. No t&#x101;, k&#x101; saprotam m&#x12B;lest&#x12B;bu, ir atkar&#x12B;gs, k&#x101; m&#x113;s saprotam Dievu. Dievs ar m&#x12B;lest&#x12B;bas starpniec&#x12B;bu sarun&#x101;jas ar mums, &#x13C;auj sajust Dievi�&#x137;&#x101;s kvalit&#x101;tes sev&#x12B;: sapr&#x101;t&#x12B;gu sp&#x113;ku, sp&#x113;ju respekt&#x113;t citu cil�v&#x113;ku gribu, v&#x113;lmi d&#x101;v&#x101;t prieku, rad&#x12B;t, apvald&#x12B;t kaisl&#x12B;bas. Tie�i m&#x12B;lest&#x12B;ba mums m&#x101;ca cildenumu un v&#x113;lmju pieti�c&#x12B;bu, jo viss p&#x101;rm&#x113;r&#x12B;gais vairs nesniedz Dievi�&#x137;o prieku un apmierin&#x101;jumu, bet ar neapvald&#x12B;to kaisl&#x12B;bu alkat&#x12B;bu grauj.</p><p>M&#x12B;lest&#x12B;ba, m&#x16B;su attieksme pret pret&#x113;jo dzimumu, pret seksu&#x101;lo dzi&#x146;u ir m&#x16B;su dv&#x113;seles att&#x12B;st&#x12B;bas galvenais kri�t&#x113;rijs, person&#x12B;bas pa�apzi&#x146;as, dv&#x113;seles patieso v&#x113;lmju br&#x12B;�vas izpausmes krit&#x113;rijs.</p></section><section><title><p id="AutBody_0bookmark59">LAIME K&#x100; BALVA</p></title><p>Ir skaista pasaka par Visum&#x101; klejojo�as vienotas har�moniskas dv&#x113;seles div&#x101;m pus&#x12B;t&#x113;m. Dv&#x113;selei ir savi, pa�saul&#x12B;g&#x101; cilv&#x113;ka pr&#x101;tam neizprotami m&#x113;r&#x137;i un uzdevumi. Saska&#x146;&#x101; ar evol&#x16B;cijas likumiem dv&#x113;sele ierodas uz Ze�mes, lai mat&#x113;rijas pasaul&#x113; noietu garu izzin&#x101;�anas ce&#x13C;u.</p><p>Ilgais un gr&#x16B;tais iemiesojumu ce&#x13C;� ir pilns ar p&#x101;rbaud&#x12B;�jumiem, un galvenais saist&#x12B;ts ar to, ka, ien&#x101;kot Zemes pasaul&#x113;, vienot&#x101; harmonisk&#x101; dv&#x113;sele sadal&#x101;s div&#x101;s pus&#x12B;�t&#x113;s: v&#x12B;riet&#x12B; un sieviet&#x113;. Tagad vi&#x146;u uzdevums ir uzkr&#x101;t milz&#x12B;gu gar&#x12B;go ener&#x123;iju, atkal padar&#x12B;t savu dv&#x113;seli par vienotu veselumu, lai dotos jaun&#x101; ce&#x13C;ojum&#x101; pa pa�saul&#x113;m.</p></section><section><title><p id="AutBody_0bookmark60">Dv&#x113;seles divas pus&#x12B;tes</p></title><p>Ilgais ce&#x13C;� uz Zemes, mat&#x113;rijas valst&#x12B;b&#x101;, dv&#x113;sel&#x113;m noris da�&#x101;di. Vienas faktiski visus iemiesojumus noiet kop&#x101; tajos vai citos apst&#x101;k&#x13C;os satiekas un tie�i vai netie�i pal&#x12B;dz viena otrai uzkr&#x101;t gar&#x12B;gos sp&#x113;kus. Citas savu pus&#x12B;ti sastop tikai tad, kad zin&#x101;mu p&#x101;rbaud&#x12B;jumu da&#x13C;u jau ir iztur&#x113;ju��as, kad kop&#x12B;g&#x101; dv&#x113;sele ir gatava atkalapvienoties. Tre�&#x101;s ilgu laiku ce&#x13C;o vienas, ar gr&#x16B;t&#x12B;b&#x101;m atpaz&#x12B;st savu pus&#x12B;ti, bet da�k&#x101;rt cilv&#x113;ki ir tik &#x13C;oti disharmoniski ar sevi un pasauli, ka vi&#x146;i princip&#x101; nesp&#x113;j satikt savas dv&#x113;seles pus&#x12B;ti, jo nepa�z&#x12B;st un nesaprot pat pa�i sevi, neuztver savu dzi&#x13C;&#x101;ko vibr&#x101;�ciju, t&#x101;p&#x113;c, protams, nevar satikt sev atbilsto�o cilv&#x113;ku.</p><p>Ener&#x123;&#x113;tiski abas pus&#x12B;tes ir &#x13C;oti cie�i saist&#x12B;tas un piln&#x12B;b&#x101; atbilst viena otrai. Ja slikti kl&#x101;jas vienai, slikti ir ar&#x12B; otrai, ja br&#x12B;ni�&#x137;&#x12B;gi j&#x16B;tas viena, ar&#x12B; otra ir ener&#x123;ijas pilna. Ar to izskaidrojamas skumjas, kas uzn&#x101;k bez iemesla, vai ne�gaid&#x12B;ts sp&#x113;ku piepl&#x16B;dums. Pat tad, ja cilv&#x113;ki dz&#x12B;vo da�&#x101;�d&#x101;s plan&#x113;tas mal&#x101;s, vi&#x146;u gar&#x12B;g&#x101; izaugsme un ar&#x12B; degra�d&#x101;cija noris vienlaic&#x12B;gi. �ie procesi pieder pie t&#x101; ener&#x123;iju l&#x12B;me&#x146;a, p&#x101;r kuru cilv&#x113;kam, k&#x101; ar&#x12B; pasaul&#x12B;gajam uztveres l&#x12B;menim nav absol&#x16B;ti nek&#x101;das varas.</p><p>Ta�u katrs cilv&#x113;ks savu laim&#x12B;go tik�anos var tuvin&#x101;t vai att&#x101;lin&#x101;t. Ja m&#x113;s neatlaid&#x12B;gi, p&#x101;rvarot karmisk&#x101;s gr&#x16B;�t&#x12B;bas, ejam izzin&#x101;�anas ce&#x13C;u, tiecamies p&#x113;c harmonijas sev&#x12B; un ap sevi, tad izredzes, neap�aub&#x101;mi, palielin&#x101;s. Kad dz&#x12B;ves likumi ir apg&#x16B;ti un dv&#x113;sele nor&#x16B;d&#x12B;jusies, uz�kr&#x101;jot nepiecie�amo ener&#x123;iju, pus&#x12B;tes piln&#x12B;gi dabiski ap�vienojas. Kad un k&#x101; tas notiek? Cik daudzi iemiesojumi mums j&#x101;noiet kop&#x101;? Tie visi ir kop&#x113;j&#x101;s dv&#x113;seles un indi�v&#x12B;da personisk&#x101;s karmas jaut&#x101;jumi.</p><p>Doties t&#x101;l&#x101;kaj&#x101; ce&#x13C;ojum&#x101; pa zvaig�&#x146;u pasaul&#x113;m m&#x113;s sp&#x113;jam tikai divat&#x101;, tikai tad, kad esam atradu�i viens otru un atrisin&#x101;ju�i visus savus pasaul&#x12B;gos uzdevumus.</p><p>Visa m&#x16B;su pasaul&#x12B;g&#x101; eksistence ir pak&#x13C;auta vienam gal�venajam m&#x113;r&#x137;im m&#x12B;lest&#x12B;bas, nesavt&#x12B;gas do�anas likuma iepaz&#x12B;�anai. Patiesa kosmisk&#x101; un pasaul&#x12B;g&#x101; m&#x12B;lest&#x12B;ba t&#x101; ir piln&#x12B;ga izpratne par to, ka, tikai atdodot, m&#x113;s ieg&#x16B;stam. Gr&#x16B;t&#x12B;bas saist&#x12B;tas ar to, ka atdot un iz�&#x137;&#x113;rd&#x113;t nav viens un tas pats. Tas ir gandr&#x12B;z vai visupirmais cilv&#x113;ka uzde�vums iem&#x101;c&#x12B;ties, kam un kas j&#x101;atdod.</p><p>M&#x12B;lest&#x12B;ba ietver tr&#x12B;s cilv&#x113;ka b&#x16B;t&#x12B;bas komponentus: pirmk&#x101;rt, tas ir biolo&#x123;isks uzdevums, cilts turpin&#x101;�anas instinkts; otrk&#x101;rt, t&#x101; ir organisma ener&#x123;&#x113;tiska vajadz&#x12B;ba, kas d&#x101;v&#x101; prieku, apmierin&#x101;jumu, veicina dabisko ener�&#x123;ijas apmai&#x146;u, k&#x101; ar&#x12B; fiziolo&#x123;isks un hormon&#x101;ls faktors, ko nosaka m&#x16B;su fizisk&#x101; daba; tre�k&#x101;rt (un tas ir pats gal�venais) t&#x101; ir dzi&#x13C;a gar&#x12B;ga nepiecie�am&#x12B;ba samekl&#x113;t savu pus&#x12B;ti.</p><p>Cilv&#x113;ks ne vienm&#x113;r sev&#x12B; apzin&#x101;s �o tre�o, galveno kom�ponentu, kas mudina mekl&#x113;t laimi, ta�u neapzin&#x101;ti �&#x101; komponenta kl&#x101;tb&#x16B;tne j&#x16B;tama vienm&#x113;r! Tom&#x113;r savus ak�t&#x12B;vos mekl&#x113;jumus &#x101;rpasaul&#x113; nevajag novest l&#x12B;dz ab�surdam. Nav v&#x113;rts mekl&#x113;t aizvien jaunas iepaz&#x12B;�an&#x101;s ar vienu vien&#x12B;gu m&#x113;r&#x137;i samekl&#x113;t savu pus&#x12B;ti. Tas nepal&#x12B;�dz&#x113;s. J&#x16B;su kop&#x113;j&#x101; dv&#x113;sele atkalapvienosies tad, kad b&#x16B;sit tam gatavi. Cilv&#x113;ki vienm&#x113;r br&#x12B;n&#x101;s, cik vienk&#x101;r�i un da�biski tas notiek.</p><p>Laim&#x12B;ga m&#x12B;lest&#x12B;ba ir liela likte&#x146;a d&#x101;vana ne tikai tad, kad satiekam savu pus&#x12B;ti. V&#x12B;ri un sievas visbie�&#x101;k mums tiek doti atbilsto�i m&#x16B;su karmiskajiem uzdevumiem, un vi&#x146;i nav m&#x16B;su kosmisk&#x101;s pus&#x12B;tes. Apkopojot �os karmis�kos uzdevumus, tos var&#x113;tu defin&#x113;t t&#x101;: iem&#x101;c&#x12B;des m&#x12B;l&#x113;t un atdot, k&#x101; ar&#x12B; iem&#x101;c&#x12B;ties saprast un pie&#x146;emt otru cilv&#x113;ku t&#x101;du, k&#x101;ds vi&#x146;� ir. Protams, �im kop&#x12B;gajam uzdevumam ir tik daudz &#x12B;patn&#x12B;bu un paveidu, cik uz Zemes ir m&#x12B;l&#x113;t&#x101;ju.</p><p>Lai b&#x16B;tu k&#x101; b&#x16B;dams, m&#x12B;lest&#x12B;ba vienm&#x113;r tiek dota no aug�as k&#x101; ener&#x123;&#x113;tisk&#x101; pac&#x113;luma j&#x16B;sma, rado�&#x101; impulsa lidojums, sp&#x113;c&#x12B;ga v&#x113;l&#x113;�an&#x101;s dz&#x12B;vot un rad&#x12B;t. T&#x101;p&#x113;c b&#x16B;sim pateic&#x12B;gi Dievam, liktenim un cilv&#x113;kam, kas mums d&#x101;v&#x101; m&#x12B;lest&#x12B;bu, par katru laimes mirkli, par katru elpas vilcie�nu, kas pies&#x101;tin&#x101;ts ar dz&#x12B;v&#x12B;bas ener&#x123;iju.</p><p>Katrs m&#x12B;lest&#x12B;bas mirklis dod cilv&#x113;kam nenov&#x113;rt&#x113;jamu, dv&#x113;seli bag&#x101;tino�u ener&#x123;iju. Pat tad, ja m&#x12B;lest&#x12B;ba bija k&#x13C;&#x16B;�da, tikai aizrau�an&#x101;s, dzi&#x146;a, izkl&#x12B;da k&#x101; d&#x16B;mi, m&#x12B;lest&#x12B;bas ener&#x123;iju nevajag sagraut ar vil�an&#x101;s, greizsird&#x12B;bas un zu�du�o cer&#x12B;bu indi. Uztversim k&#x13C;&#x16B;du k&#x101; m&#x101;c&#x12B;bstundu, at�g&#x16B;sim dv&#x113;seles l&#x12B;dzsvaru, samierin&#x101;simies ar triecienu, ko esam guvu�i t&#x101;p&#x113;c, ka mums pietr&#x16B;cis brieduma.</p><p>Uzkr&#x101;jot savas iek�&#x113;j&#x101;s harmonijas saj&#x16B;tu un apzino�ties sevi, cent&#x12B;simies neizdar&#x12B;t jaunu k&#x13C;&#x16B;du, kontrol&#x113;sim emocijas un dz&#x12B;v&#x101;s miesas hormon&#x101;los uzplaiksn&#x12B;jumus. K&#x101; balvu par dv&#x113;seles darbu ieg&#x16B;sim dzi&#x13C;&#x101;ku j&#x16B;tu laimi.</p></section><section><title><p id="AutBody_0bookmark61">Simt m&#x12B;lest&#x12B;bas ce&#x13C;i</p></title><p>Lai atrastu savu m&#x12B;lest&#x12B;bu, Bru&#x146;inieks dodas mekl&#x113;ju�mos aiz trejdevi&#x146;&#x101;m zem&#x113;m, uzvar briesmo&#x146;us, uzmin m&#x12B;klas, no oke&#x101;na dz&#x12B;l&#x113;m izce&#x13C; p&#x113;rli.</p><p>Visi �ie pasaku varo&#x146;i nav nejau�i.</p><p>Dv&#x113;selei ir j&#x101;noiet simt ce&#x13C;u, lai samekl&#x113;tu sav&#x113;jo un ne�aub&#x12B;tos par izv&#x113;les pareiz&#x12B;bu. Lai atrastu savu m&#x12B;les�t&#x12B;bu, cilv&#x113;kam sev&#x12B; j&#x101;uzvar baisi briesmo&#x146;i t&#x101;di k&#x101; greiz�sird&#x12B;ba un miesask&#x101;r&#x12B;ba, mel&#x12B;gums un bezatbild&#x12B;gums, nepietiekama iej&#x16B;t&#x12B;ba un cie&#x146;as tr&#x16B;kums pret partneri, vi&#x146;a br&#x12B;v&#x12B;bas neatz&#x12B;�ana, rupj&#x12B;ba un neizkoptas j&#x16B;tas, pat&#x113;rnieciska attieksme pret m&#x12B;lest&#x12B;bu.</p><p>&#x100;&#x137;&#x12B;gos uzdevumus k&#x101; r&#x12B;koties, vai es m&#x12B;lu, vai mani m&#x12B;l cilv&#x113;ks nevar atrisin&#x101;t ar lo&#x123;isku formulu pal&#x12B;dz&#x12B;bu. Ir j&#x101;atrod tikai savs risin&#x101;jums, orient&#x113;joties uz sav&#x101;m saj&#x16B;�t&#x101;m, uzklausot savu intu&#x12B;ciju. Atrisin&#x101;jums vienm&#x113;r n&#x101;k k&#x101; atkl&#x101;sme, moment&#x101;na sirds apskaidr&#x12B;ba. K&#x101; gan cit&#x101;di lai atrisina pasak&#x101;s izvirz&#x12B;to uzdevumu: atnes to, nezin ko.</p><p>K&#x101; saprast, vai ce&#x13C;&#x101; sastapta laime vai m&#x101;ns, ja nezinu, k&#x101;da ir mana laime? Ta�u Bru&#x146;inieks dv&#x113;seles dz&#x12B;l&#x113;s at�rod nenov&#x113;rt&#x113;jamo velti, br&#x12B;ni�&#x137;&#x12B;go p&#x113;rli, kv&#x113;las, piel&#x16B;g�smes objekta cien&#x12B;gas j&#x16B;tas. Tagad vi&#x146;am ir viss, lai b&#x16B;tu laimes cien&#x12B;gs, un laime atn&#x101;k.</p><p>Sava da&#x13C;a p&#x101;rbaud&#x12B;jumu tiek dota ar&#x12B; Princesei.</p><p>Vi&#x146;ai m&#x101;cas virs&#x16B; apnic&#x12B;gi precinieki, vi&#x146;as likteni lemj valdnieks t&#x113;vs, vi&#x146;u iesloga, nozog, p&#x101;rv&#x113;r� par vardi, iemidzina, non&#x101;v&#x113;. Vi&#x146;as uzdevums ir saglab&#x101;t t&#x12B;ru savu dv&#x113;seli, palikt uztic&#x12B;gai sev un savai sirdij, nezaud&#x113;t t&#x12B;ro sp&#x113;ju priec&#x101;ties un just laimi, nezaud&#x113;t tic&#x12B;bu m&#x12B;lest&#x12B;bai. Dai&#x13C;&#x101; Princese, likte&#x146;a apst&#x101;k&#x13C;u spiesta, m&#x101;c&#x101;s b&#x16B;t pacie�t&#x12B;ga, pazem&#x12B;ga, m&#x101;c&#x101;s b&#x16B;t gudra. Vadot dienas ieslodz&#x12B;�jum&#x101; un gaidot savu Bru&#x146;inieku, Princese p&#x101;rtop par ide&#x101;lu dz&#x12B;vesbiedri: skaistu sav&#x101; labest&#x12B;b&#x101; un maigum&#x101;, gudru paciet&#x12B;b&#x101; un iztur&#x12B;b&#x101;. Vi&#x146;a zina daudzas vilt&#x12B;bas un burvju v&#x101;rdus, lai pal&#x12B;dz&#x113;tu savam Bru&#x146;iniekam iztu�r&#x113;t abu savien&#x12B;bas iztur&#x12B;guma p&#x101;rbaudi.</p><p>Visus turpm&#x101;kos p&#x101;rbaud&#x12B;jumus varo&#x146;i iztur&#x113;s viegli, vi&#x146;us gl&#x101;bs sp&#x113;kus desmitk&#x101;r�ojo�&#x101; m&#x12B;lest&#x12B;ba un kop&#x12B;g&#x101; ener&#x123;ija. T&#x101; ir stipr&#x101;ka par vis&#x101;m ienaidnieku &#x13C;aunpr&#x101;t&#x12B;�b&#x101;m, t&#x101;p&#x113;c ka ir cildena, t&#x12B;ra saj&#x16B;smas un prieka vibr&#x101;cija, kuru &#x13C;aunuma piln&#x101;s, smag&#x101;s alkat&#x12B;bas, bail&#x12B;guma, melu un skaud&#x12B;bas vibr&#x101;cijas nekad nesp&#x113;s aizsniegt.</p></section><section><title><p id="AutBody_0bookmark62">Karmiska atkar&#x12B;ba</p></title><p>J&#x16B;s teiksit, ka dz&#x12B;v&#x113; viss notiek a�g&#x101;rni: v&#x113;rt&#x12B;gam cil�v&#x113;kam nezin k&#x101;p&#x113;c tiek slikta partnere, bet skaista un paciet&#x12B;ga jaunava nek&#x101;di nevar sagaid&#x12B;t m&#x12B;lest&#x12B;bu. Ta�u ne jau viss ir tik vienk&#x101;r�i.</p><p>Karmas likums ir nepiel&#x16B;dzams. "Liel&#x101;k&#x101;s upes tek pazem&#x113;," t&#x101; skan sena gudr&#x12B;ba. &#x12B;stenu sasniegumu vienm&#x113;r aiz&#x113;no k&#x101;rt&#x113;jo notikumu &#x101;ri�&#x137;&#x12B;gums. Notikumu patiesie c&#x113;lo&#x146;i ne vienm&#x113;r mekl&#x113;jami virspus&#x113;. M&#x16B;su at�tiec&#x12B;b&#x101;m ar laul&#x101;tajiem, m&#x12B;&#x13C;otajiem un m&#x12B;&#x13C;otaj&#x101;m vienm&#x113;r ir sava karmisk&#x101; slodze. Ir jut&#x12B;gi j&#x101;ieklaus&#x101;s sev&#x12B; un sav&#x101; partner&#x12B;, lai intuit&#x12B;vi, ar j&#x16B;tu un saj&#x16B;tu pal&#x12B;dz&#x12B;bu saprastu, k&#x101;da noz&#x12B;me m&#x16B;su dz&#x12B;v&#x113; ir konkr&#x113;tajam cilv&#x113;kam. Var�b&#x16B;t vi&#x146;� ir nejau�s gar&#x101;mg&#x101;j&#x113;js, bet varb&#x16B;t m&#x16B;su pus&#x12B;te, ta�u karmisk&#x101; atkar&#x12B;ba ir tik sare�&#x123;&#x12B;ta, ka esam gatavi viens otru reiz&#x113; n&#x12B;st un m&#x12B;l&#x113;t. L&#x113;mumu pie&#x146;ems tikai sirds, tai neviens nevar b&#x16B;t par tiesnesi. Pat tad, ja l&#x113;mums b&#x16B;s aplams, karmiski tas tom&#x113;r ir pareizs.</p><p>Piem&#x113;ram, konkr&#x113;tais cilv&#x113;ks jums faktiski ir nejau�s pazi&#x146;a, visi draugi ar izbr&#x12B;nu saka: "Kas tev ar to tipu ir kop&#x12B;gs�" Bet j&#x16B;s nesp&#x113;jat neko sev padar&#x12B;t. J&#x16B;s &#x13C;aujat sevi izmantot, piedodat visas p&#x101;rest&#x12B;bas un pat nep&#x101;r�protamus apvainojumus, jums nepat&#x12B;k vi&#x146;a uzved&#x12B;ba, ta�u nezin k&#x101;p&#x113;c ikreiz no jauna vi&#x146;am ticat un izdab&#x101;jat vi&#x146;a v&#x113;lm&#x113;m. J&#x16B;s nolemjat, ka �&#x12B; ir j&#x16B;su pus&#x12B;te, ja reiz nav iesp&#x113;jams no t&#x101;s atbr&#x12B;voties.</p><p>&#x12A;sten&#x12B;b&#x101; j&#x16B;s glu�i vienk&#x101;r�i sevi nepaz&#x12B;stat, nevald&#x101;t p&#x101;r sevi, ar jums sp&#x113;l&#x113;jas, j&#x16B;s vada citi. T&#x101; turpin&#x101;sies tikm&#x113;r, kam&#x113;r k&#x101;ds j&#x16B;s nepamudin&#x101;s nopietni sevi apzi�n&#x101;ties. Apk&#x101;rt&#x113;jie cilv&#x113;ki var jums pal&#x12B;dz&#x113;t to izdar&#x12B;t, bet tikai tad, ja pati to v&#x113;l&#x113;sities! Nevienam nav ties&#x12B;bu pie�spiest j&#x16B;s pie&#x146;emt l&#x113;mumus.</p><p>J&#x16B;s, cie�ot un mokoties, saprat&#x12B;sit, ka ne jau m&#x12B;lest&#x12B;ba nosaka j&#x16B;su partnera r&#x12B;c&#x12B;bu, bet gan v&#x113;l&#x113;�an&#x101;s ieg&#x16B;t labu "mantu", jums k&#x13C;&#x16B;s skaidrs, ka, atrodoties blakus �im cil�v&#x113;kam, jums pietr&#x16B;kst sp&#x113;ka &#x12B;stenot savas ieceres, aplie�cin&#x101;t savas sp&#x113;jas, visu ener&#x123;iju bez atlikuma "no&#x113;d" vi&#x146;�.</p><p>Tad n&#x101;ks apskaidr&#x12B;ba k&#x101; migla no ac&#x12B;m nokrit&#x12B;s, un j&#x16B;s visu redz&#x113;sit &#x12B;staj&#x101; gaism&#x101;. Ta�u b&#x16B;sim pret sevi god&#x12B;gi: ja nebijis �o cie�anu, j&#x16B;s dro�i vien l&#x12B;dz pat �ai dienai b&#x16B;tu dumj�, nekur neder&#x12B;gs rad&#x12B;jums, kas sp&#x113;j&#x12B;gs peld&#x113;t tikai pa straumi.</p><p>Nobur�ana, &#x13C;aun&#x101;s acs iedarb&#x12B;ba, nol&#x101;d&#x113;�ana k&#x101; ne�gat&#x12B;vi ener&#x123;&#x113;tiskie veidojumi patie�&#x101;m past&#x101;v un da�k&#x101;rt sp&#x113;c&#x12B;gi ietekm&#x113; indiv&#x12B;da person&#x12B;bu un vesel&#x12B;bu, k&#x101; ar&#x12B; vi&#x146;a pie&#x137;er�anos cilv&#x113;kiem, alkoholam, narkotik&#x101;m. Un tom&#x113;r pieredze r&#x101;da, ka &#x13C;aun&#x101; acs nesp&#x113;j ietekm&#x113;t cilv&#x113;�ku, tas ir, nevar vi&#x146;a lauk&#x101; iespiest sve�u graujo�u ener&#x123;i�ju, ja cilv&#x113;ks pats kaut nedaudz to nepievelk.</p><p>Ar viltu var sev piesaist&#x12B;t cilv&#x113;ku, padar&#x12B;t vi&#x146;u seksu&#x101;li atkar&#x12B;gu, bet tikai tad, kad cilv&#x113;ks pats v&#x113;las dkt pievilts, v&#x113;las par katru cenu ieg&#x16B;t baudas. Tie�i t&#x101;p&#x113;c ne vienm&#x113;r var atbr&#x12B;vot no nob&#x16B;ruma vai &#x13C;aun&#x101;s acs iedarb&#x12B;bas. Ja j&#x16B;sos neatbalsojas t&#x101; vibr&#x101;cija, kuru jums v&#x113;las uzspiest, jebkura burvest&#x12B;ba ir velt&#x12B;ga.</p><p>Katram cilv&#x113;kam piem&#x12B;t dz&#x12B;vnieciski instinkti, katr&#x101; ir kaut kas zemisks un tum�s, gandr&#x12B;z vienm&#x113;r neapzin&#x101;ts. Nevajag to noliegt, nevajag l&#x12B;dz&#x12B;gi strausam sl&#x113;pt galvu smil�t&#x12B;s, lab&#x101;k pav&#x113;rojiet sevi. Izanaliz&#x113;jiet savu uzved&#x12B;bu, cen�tieties saprast, kas j&#x16B;s mudina pie&#x146;emt to vai citu l&#x113;mumu.</p><p>Ja cilv&#x113;ks jau cen�as sav&#x101; dz&#x12B;v&#x113; kaut ko saprast un p&#x101;r�var&#x113;t neg&#x101;cijas, vi&#x146;�, v&#x113;r�oties pie dziednieka, sa&#x146;ems pal&#x12B;dz&#x12B;bu. Ar ener&#x123;&#x113;tiskiem pa&#x146;&#x113;mieniem tiks atbalst&#x12B;tas vi&#x146;a pa�a vibr&#x101;cijas, kas pretojas nepat&#x12B;kamaj&#x101;m saj&#x16B;t&#x101;m, un "br&#x12B;nums" notiks. Turpret&#x12B;, ja cilv&#x113;ks v&#x113;las, lai k&#x101;ds vi&#x146;a laiskajam un pa�apmierin&#x101;tajam &#x137;ermenim pam&#x101;tu ar burvju n&#x16B;ji&#x146;u, parasti nekas no t&#x101; nesan&#x101;k.</p><p>Iem&#x12B;&#x13C;oto un laul&#x101;to karmisk&#x101;s atkar&#x12B;bas m&#x113;dz b&#x16B;t visai interesantas. V&#x113;rojam jauku m&#x12B;lo�u p&#x101;ri: abi maigi, la�best&#x12B;gi, uzman&#x12B;gi. P&#x113;c k&#x101;z&#x101;m v&#x12B;rietis p&#x113;k�&#x146;i visiem par p&#x101;rsteigumu p&#x101;rtop par tir&#x101;nu. Lieta non&#x101;k pat l&#x12B;dz l&#x113;�mumam �&#x137;irties. "Dro�i vien m&#x113;s esam da�&#x101;di cilv&#x113;ki," vi&#x146;i viens otram saka ierasto fr&#x101;zi.</p><p>Bet laime vi&#x146;iem uzsmaida, abi uzzina, ka vien&#x101; no iepriek�&#x113;jiem iemiesojumiem starp vi&#x146;iem biju�as ne�daudz cit&#x101;das attiec&#x12B;bas. Sieviete bijusi augstpr&#x101;t&#x12B;ga un parupja, ignor&#x113;jusi savu g&#x13C;&#x113;vo un v&#x101;rgo piel&#x16B;dz&#x113;ju, vi�s&#x101;di vi&#x146;u pazemojusi, devusi priek�roku cidem v&#x12B;rie�iem. Ar baudu liekot vi&#x146;am ciest, ar&#x12B; pati nav bijusi laim&#x12B;ga.</p><p>Seksu&#x101;l&#x101; kontakta laik&#x101; vi&#x146;u ener&#x123;ijas to visu "atcer&#x113;�ju�&#x101;s", bet pr&#x101;ts nesp&#x113;ja saprast, kas notiek ar emocij&#x101;m! Atmi&#x146;as par reinkarn&#x101;ciju laul&#x101;tajiem pal&#x12B;dz&#x113;ja saprast pa�reiz&#x113;j&#x101; dz&#x12B;v&#x113; notieko�&#x101; b&#x16B;t&#x12B;bu. �&#x101; iemiesojuma laik&#x101;, pateicoties audzin&#x101;�anai, vi&#x146;i negat&#x12B;v&#x101;s &#x12B;pa�&#x12B;bas daudz&#x113;�j&#x101;d&#x101; zi&#x146;&#x101; p&#x101;rvar&#x113;ja, ta�u negat&#x12B;v&#x101; karmisk&#x101; atkar&#x12B;ba vie�nam no otra saglab&#x101;j&#x101;s.</p><p>Tagad divi cilv&#x113;ki dz&#x12B;vo t&#x101;, it k&#x101; ikreiz no jauna v&#x113;las l&#x16B;gt viens otram piedo�anu par sen notiku�&#x101;m liet&#x101;m. Abu dz&#x12B;ve ir normaliz&#x113;jusies. Vi&#x146;i sekm&#x12B;gi p&#x101;rvar savu karmu, lai gan ne vienm&#x113;r tas ir vienk&#x101;r�i. �is p&#x101;ris nav viena dv&#x113;sele, �ie cilv&#x113;ki nav viens otra pus&#x12B;tes, ta�u vi&#x146;i ir laim&#x12B;gi par �o pasaul&#x12B;go m&#x12B;lest&#x12B;bu un veiksm&#x12B;gi att&#x12B;sta savu dv&#x113;seli.</p><p>Otr&#x101; gad&#x12B;jum&#x101; viss ir cit&#x101;di. Vi&#x146;u tik�an&#x101;s bija d&#x12B;vaina: abi cilv&#x113;ku p&#x16B;l&#x12B; moment&#x101;ni, it k&#x101; visu m&#x16B;�u b&#x16B;tu viens otru pazinu�i, dzi&#x13C;i sajuta viens otra dv&#x113;seles kust&#x12B;bas. Vi&#x146;a bija aspirante, bet vi&#x146;� kr&#x101;v&#x113;js. Vi&#x146;as draugi labi audzin&#x101;ti un savald&#x12B;gi. Vi&#x146;a draugi-�&#x16B;pas, rupji cilv&#x113;ki, kam sve�a sentimentalit&#x101;te. Vi&#x146;u satrieco�&#x101; neatbilst&#x12B;ba v&#x113;l vair&#x101;k p&#x101;rsteidza uz neaptveram&#x101; pievilk�an&#x101;s sp&#x113;ka fona. Pag&#x101;ja divi gadi, vi&#x146;i nesp&#x113;ja iztur&#x113;t soci&#x101;lo neat�bilst&#x12B;bu un iz�&#x137;&#x12B;r&#x101;s.</p><p>P&#x113;c k&#x101;da laika jaun&#x101; sieviete izg&#x101;ja pie v&#x12B;ra, jauneklis apprec&#x113;j&#x101;s. Ta�u visa vi&#x146;u turpm&#x101;k&#x101; dz&#x12B;ve norit&#x113;ja kop&#x101; pavad&#x12B;to d&#x12B;vaino divu gadu atbl&#x101;zmas gaism&#x101;. Sasnie�gu�i cien&#x12B;jamu vecumu, vi&#x146;i tikpat nejau�i satik&#x101;s un vairs neiz�&#x137;&#x12B;r&#x101;s, jo nu piln&#x12B;b&#x101; atbilda viens otram.</p><p>�ie cilv&#x113;ki bija pus&#x12B;tes. Pirm&#x101;s tik�an&#x101;s br&#x12B;d&#x12B; abiem bija risin&#x101;ms viens un tas pats uzdevums: iem&#x101;c&#x12B;ties pie&#x146;emt dz&#x12B;vi, bet pretoties apst&#x101;k&#x13C;iem. Vi&#x146;i viens otram deva pa�mudin&#x101;jumu, kas daudz&#x113;j&#x101;d&#x101; zi&#x146;&#x101; p&#x101;rv&#x113;rta abu turp�m&#x101;ko dz&#x12B;vi, jo kaut kas �ajos cilv&#x113;kos bija main&#x12B;jies. Jau�neklis saprata, ka vi&#x146;� v&#x113;l neko nav paveicis, lai labi dz&#x12B;�votu, un t&#x101;p&#x113;c ar dz&#x12B;vi nav mier&#x101;. Jaun&#x101; sieviete saprata, ka ne viss ir zelts, kas sp&#x12B;d. Viss vi&#x146;u turpm&#x101;kais liktenis uzskat&#x101;mi apstiprina, ka laimi ieg&#x16B;stam, tikai pateicoties savas dv&#x113;seles darbam!</p><p>Ja tav&#x101; apk&#x101;rtn&#x113; kaut kas ir slikti un tas tevi neapmie�rina, t&#x101;tad kaut kas slikts ir tev&#x12B; un tie�i tas tev nepat&#x12B;k. &#x100;r&#x113;j&#x101; dz&#x12B;ves disharmonija tikai atspogu&#x13C;o iek�&#x113;jo dishar�moniju. Centies ieg&#x16B;t harmoniju sev&#x12B;, tad apk&#x101;rt tev viss k&#x13C;&#x16B;s pat&#x12B;kam&#x101;ks. K&#x101; to izdar&#x12B;t? Ir t&#x16B;ksto�iem pa&#x146;&#x113;mienu. Tie visi reduc&#x113;jami uz vienu uzdevumu saprast sevi. "Mekl&#x113;jiet un atrad&#x12B;sit," teikts B&#x12B;bel&#x113;.</p><p>Ne vienm&#x113;r mums dota laime satikt savu pus&#x12B;d. Ne vienm&#x113;r varam m&#x12B;lest&#x12B;b&#x101; b&#x16B;t laim&#x12B;gi.</p><p>Starp t&#x16B;ksto�iem vibr&#x101;ciju, kas ir ap mums, neb&#x16B;t nav dk maz mums saskan&#x12B;gu, tuvu, l&#x12B;dz&#x12B;gu, pietiekami har�monisku vibr&#x101;ciju. Noska&#x146;ojiet savu iek�&#x113;jo kamertoni, centiedes saprast, p&#x113;c k&#x101;das laimes tiecas j&#x16B;su dv&#x113;sele. Un m&#x12B;lest&#x12B;ba atn&#x101;ks. T&#x101; atbild&#x12B;s j&#x16B;su karmiskajiem uzdevu�miem. Pie&#x146;emiet to, sakot paldies Augst&#x101;kajiem sp&#x113;kiem.</p><p>Seksu&#x101;l&#x101;s kop&#x12B;bas laik&#x101; cilv&#x113;ki apmain&#x101;s ar savu ener�&#x123;iju, vi&#x146;u karmisk&#x101;s mijattiec&#x12B;bas, karmisk&#x101;s probl&#x113;mas uzliesmo ar t&#x101;du sp&#x113;ku, k&#x101;du gr&#x16B;ti iedom&#x101;ties. Past&#x101;v&#x12B;gie partneri viens otra karmu dala uz pus&#x113;m, ja t&#x101; var izteik�ties, t&#x101;p&#x113;c ka vi&#x146;i s&#x101;k divat&#x101; to p&#x101;rvar&#x113;t. Ja vi&#x146;us turkl&#x101;t v&#x113;l vieno m&#x12B;lest&#x12B;ba un maigums, v&#x113;l&#x113;�an&#x101;s vis&#x101;s probl&#x113;�m&#x101;s pal&#x12B;dz&#x113;t un atbalst&#x12B;t vienam otru, tad vi&#x146;i patie�&#x101;m "deld&#x113;" savus karmiskos par&#x101;dus daudz &#x101;tr&#x101;k, nek&#x101; sp&#x113;�tu to izdar&#x12B;t katrs atsevi�&#x137;i.</p><p>M&#x12B;lest&#x12B;ba vienm&#x113;r ir balva.</p><p>Ja laika gait&#x101; p&#x113;k�&#x146;i m&#x16B;s t&#x101; neapmierina, tad, pirms mekl&#x113;jam citu laimi, cent&#x12B;simies saprast, k&#x101;da ir m&#x16B;su vibr&#x101;cija m&#x12B;lest&#x12B;bas sf&#x113;r&#x101;. Vai esam pietiekami harmonis�ki, stipri un sapr&#x101;t&#x12B;gi, vai protam saglab&#x101;t l&#x12B;dzsvaru j&#x16B;t&#x101;s, norobe�oties no posto�&#x101;m miesas kaisl&#x12B;b&#x101;m, vai tiecamies d&#x101;v&#x101;t laimi partnerim vai gaid&#x101;m d&#x101;vanas no vi&#x146;a? Vis�beidzot, vai sp&#x113;jam pret&#x113;j&#x101; dzimuma indiv&#x12B;du vid&#x16B; atrast sev gar&#x12B;gi un mies&#x12B;gi saskan&#x12B;gu b&#x16B;tni? Atbild&#x113;ju�i uz �iem jaut&#x101;jumiem, iesp&#x113;jams, saprat&#x12B;sim, vai risin&#x101;m sev m&#x12B;�lest&#x12B;b&#x101; izvirz&#x12B;to uzdevumu vai ne.</p><p>M&#x12B;lest&#x12B;ba ir ener&#x123;ija, kas d&#x101;v&#x101;ta no aug�as, lai mums pal&#x12B;dz&#x113;tu nostaig&#x101;t dz&#x12B;ves ce&#x13C;u. T&#x101;p&#x113;c iztur&#x113;simies sau�dz&#x12B;gi pret �&#x12B;m j&#x16B;t&#x101;m sev&#x12B; un sav&#x101; iem&#x12B;&#x13C;otaj&#x101; un tad laime katr&#x101; zi&#x146;&#x101; pie mums atn&#x101;ks.</p></section><section><title><p id="AutBody_0bookmark63">DV&#x112;SELES HARMONIJA</p></title><p>Lielais vairums cilv&#x113;ku dz&#x12B;vo, sevi neapzinoties, impul�s&#x12B;vi, dz&#x12B;ves straume vi&#x146;us nes, ierauj virpul&#x12B; un atbilsto�i vibr&#x101;ciju kvalit&#x101;t&#x113;m savieno p&#x101;ros cilv&#x113;ku cilts turpin&#x101;�anai.</p></section><section><title><p id="AutBody_0bookmark64">K&#x101;p&#x113;c j&#x16B;su dz&#x12B;ve ir t&#x101;da, k&#x101;da t&#x101; ir</p></title><p>Ja p&#x113;c da�iem gadiem sava laul&#x12B;ba jums �&#x137;iet neiesp&#x113;�jama vai vismaz d&#x12B;vaina, j&#x16B;s lauz&#x101;t rokas un izmisum&#x101; kliedzat: "Dievs! K&#x101; es var&#x113;ju t&#x101; k&#x13C;&#x16B;d&#x12B;ties!", nesteidzieties p&#x101;rmest liktenim un debes&#x12B;m netaisn&#x12B;gu iztur&#x113;�anos pret jums, lab&#x101;k pacentieties sevi atcer&#x113;ties taj&#x101; dz&#x12B;ves posm&#x101;, kad satik&#x101;t pa�reiz&#x113;jo dz&#x12B;vesbiedru.</p><p>Tolaik k&#x101;da j&#x16B;su ener&#x123;iju vibr&#x101;cijas kvalit&#x101;te noteikti saskan&#x113;ja. Kura t&#x101; bija?</p><p>J&#x16B;s sievu uzskat&#x101;t par p&#x101;rlieku skopu. Varb&#x16B;t toreiz, kad liktenis abus saveda kop&#x101;, j&#x16B;s pats bij&#x101;t paskops, de�i t&#x101;p&#x113;c j&#x16B;s viens otru pievilk&#x101;t (cilv&#x113;kiem tik &#x13C;oti nepat&#x12B;k sev&#x12B; saskat&#x12B;t tos pa�us netikumus, kurus vi&#x146;i nosoda ci�tos). J&#x16B;s prat&#x101;t atbr&#x12B;voties no �&#x101; sava rakstura tr&#x16B;kuma, p&#x101;rvar&#x113;j&#x101;t to, un jums tas nebija gr&#x16B;ti. Turpret&#x12B; sievai �&#x12B; vibr&#x101;cija pastiprin&#x101;j&#x101;s, t&#x101;p&#x113;c ka �&#x12B;s disharmonijas p&#x101;r�var&#x113;�ana ir vi&#x146;as dz&#x12B;ves galvenais karmiskais uzdevums. M&#x113;&#x123;in&#x101;sim vi&#x146;ai pal&#x12B;dz&#x113;t.</p><p>Atcerieties, ko jut&#x101;t, kad (kaut reizi m&#x16B;�&#x101;) jums bija �&#x113;l no kaut k&#x101; �&#x137;irties. Nem&#x101;niet sevi, labi atsauciet atmi�&#x146;&#x101; �o vibr&#x101;ciju, ielaidiet to sev&#x12B;, k&#x13C;&#x16B;stiet alkat&#x12B;gs, izj&#x16B;tiet �o iek�&#x113;jo st&#x101;vokli, cendeties saprast sievu vai vismaz ne�nosod&#x12B;t.</p><p>Ja skopums ir vien&#x12B;gais j&#x16B;su m&#x12B;&#x13C;ot&#x101;s netikums, ar kuru nesp&#x113;jat samierin&#x101;ties, jums j&#x16B;su b&#x113;d&#x101;s ir viegli pal&#x12B;dz&#x113;t. �is skopuma izskau�anas darbs jums paveiksies pavisam viegli, jo j&#x16B;su ener&#x123;ijas katru nakti savijas un p&#x101;riet no viena otr&#x101;. Kop&#x101; ar ener&#x123;iju nodosit ar&#x12B; savu d&#x101;sno at�tieksmi pret dz&#x12B;vi.</p><p>Sev&#x12B; fiks&#x113;to skopumu izt&#x113;lojieties, piem&#x113;ram, k&#x101; zir�nekli, kas ar taustek&#x13C;iem �&#x146;audz j&#x16B;su saules pinumu br&#x12B;�d&#x12B;, kad j&#x16B;s p&#x101;r&#x146;em alkat&#x12B;ba. P&#x113;c tam iedom&#x101;jieties, k&#x101; �o zirnekli pa&#x146;emat un iemet&#x101;t ugunskur&#x101;. Tas sadeg un j&#x16B;s atbr&#x12B;vojaties no �&#x146;audzo�&#x101;s alkat&#x12B;bas saj&#x16B;tas.</p><p>Tagad iedom&#x101;jieties, ka �&#x101;ds zirneklis ieperin&#x101;jies j&#x16B;su siev&#x101;, un ikreiz, kad vi&#x146;u p&#x101;r&#x146;em alkat&#x12B;ba, pav&#x113;rojiet, ko dara "zirneklis". Ar paka&#x13C;&#x113;jiem taustek&#x13C;iem vi&#x146;� spie� zarnu trakta aug�da&#x13C;u, ar s&#x101;nu taustek&#x13C;iem ku&#x146;&#x123;i un liesu, ar priek�&#x113;jiem taustek&#x13C;iem satver kaklu. Ja t&#x101; tur�pin&#x101;sies, tie�i �ie org&#x101;ni var saslimt, bet varb&#x16B;t jau ir slimi.</p><p>Izgl&#x101;biet savu skaisto princesi no &#x13C;aun&#x101; briesmo&#x146;a. Esiet pret vi&#x146;u maigs un labest&#x12B;gs, sakiet, ka vi&#x146;ai visur piekr&#x12B;tat, ka saprotat vi&#x146;u, apskaujiet un nosk&#x16B;pstiet.</p><p>�aj&#x101; bridi j&#x16B;s vi&#x146;ai iedosit savu ener&#x123;iju, kas pretojas pre�t&#x12B;gajam "zirneklim". Ikreiz, kad sievai izr&#x101;d&#x12B;sit labest&#x12B;bu, maigumu, saj&#x16B;tiet, k&#x101; kop&#x101; ar �&#x12B;m j&#x16B;t&#x101;m j&#x16B;s vi&#x146;ai dodat ener&#x123;iju c&#x12B;&#x146;ai ar briesmoni.</p><p>Turkl&#x101;t tad, kad neviens netrauc&#x113;, varat sakoncentr&#x113;�ties, atkal iedom&#x101;ties sievu �&#x146;audzo�o "zirnekli" un iz�t&#x113;loties, k&#x101;, c&#x12B;noties ar �o briesmoni, izvelkat to no upura lauk&#x101;, iemet&#x101;t ugunskur&#x101; un izn&#x12B;cin&#x101;t. Iedom&#x101;jieties ari atbr&#x12B;voto, savam bru&#x146;iniekam pateic&#x12B;go, laim&#x12B;go sievu. Paies nedaudz laika, un j&#x16B;su nenogursto�ais darbs dos aug&#x13C;us, j&#x16B;s izgl&#x101;bsit m&#x12B;&#x13C;oto sievieti, un �is piedz&#x12B;vojums abus v&#x113;l vair&#x101;k satuvin&#x101;s, padar&#x12B;s v&#x113;l laim&#x12B;g&#x101;kus.</p><p>"Ak vai, ja b&#x16B;tu tikai skopums," j&#x16B;s teiksit, "viss ir daudz sare�&#x123;&#x12B;t&#x101;k. M&#x113;s absol&#x16B;ti nesaprotam viens otru, t&#x101; bija nejau�&#x12B;ba, ka apprec&#x113;j&#x101;mies, acumirkl&#x12B;ga aizrau�an&#x101;s."</p><p>M&#x16B;su pasaul&#x113; nekas nenotiek nejau�i. Ja m&#x113;s kaut ko uzskat&#x101;m par nejau�&#x12B;bu, tas tikai apstiprina, cik slikti p&#x101;r�zin&#x101;m Visuma likumus. Notikumi, kuru &#x12B;stenie c&#x113;lo&#x146;i un j&#x113;ga mums paliek apsl&#x113;pti, vienm&#x113;r �&#x137;iet nejau�i. Ne�jau�&#x12B;ba ir neapzin&#x101;ta likumsakar&#x12B;ba.</p><p>M&#x113;&#x123;in&#x101;sim to izprast. Impuls&#x12B;vi vibr&#x113;jot, j&#x16B;s virz&#x12B;j&#x101;ties pa dz&#x12B;ves upi un patva&#x13C;&#x12B;gi ku&#x13C;&#x101;j&#x101;ties t&#x101;s straum&#x113;. Un sad&#x16B;r&#x101;ties ar vibr&#x101;ciju, kas tikpat impuls&#x12B;vi peld&#x113;ja pastraumi. Jums �&#x137;ita, ka esat viens otram vajadz&#x12B;gi, ka jums kop&#x101; ir labi, un j&#x16B;s s&#x101;k&#x101;t peld&#x113;t kop&#x101;. Ar laiku atkl&#x101;j&#x101;s, ka j&#x16B;su impulsi nedaudz nesakr&#x12B;t, un tagad jums ir gr&#x16B;ti vienam otru saprast. T&#x101; ir br&#x12B;ni�&#x137;&#x12B;ga situ&#x101;cija, lai saprastu sevi.</p><p>Centieties tikt skaidr&#x12B;b&#x101;, kas j&#x16B;s �aj&#x101; savien&#x12B;b&#x101; neap�mierina un k&#x101;p&#x113;c. K&#x101;p&#x113;c j&#x16B;s neesat pa pr&#x101;tam savam partnerim? Kas jums ir l&#x12B;dz&#x12B;gs, k&#x101;p&#x113;c sad&#x16B;r&#x101;ties un apvienoj&#x101;t savas ener&#x123;ijas, kas to veicin&#x101;ja? K&#x101;d&#x101; zi&#x146;&#x101; esat tik at�&#x137;ir&#x12B;gi, ka tagad jums kop&#x101; ir tik gr&#x16B;ti? Vai tie��&#x101;m j&#x16B;su ce&#x13C;i �&#x137;iras un neesat sp&#x113;j&#x12B;gi tos apvienot? Varb&#x16B;t j&#x16B;su partneris v&#x113;l maz&#x101;k saprot sevi un vi&#x146;am �ai zi&#x146;&#x101; j&#x101;pal&#x12B;dz? Un tad j&#x16B;s atkal b&#x16B;sit viens otram vajadz&#x12B;gi.</p><p>Sevis izp&#x113;te, pa�izzi&#x146;as br&#x12B;dis ir pats galvenais gara izkop�anas proces&#x101;, dv&#x113;seles ener&#x123;ijas uzkr&#x101;�anas pro�ces&#x101;.</p><p>Ja tom&#x113;r esat nol&#x113;mu�i �&#x137;irties, nav v&#x113;rts n&#x12B;st vienam otru, nav v&#x113;rts izteikt p&#x101;rmetumus, nav v&#x113;rts kliegt, ka k&#x101;ds jums izpost&#x12B;jis dz&#x12B;vi. J&#x101;patur pr&#x101;t&#x101;, ka �aj&#x101; situ&#x101;cij&#x101; pats svar&#x12B;g&#x101;kais ir nevis l&#x113;mums, kuru pie&#x146;emat, bet tas, kas paliek j&#x16B;su dv&#x113;sel&#x113; p&#x113;c t&#x101; pie&#x146;em�anas un &#x12B;ste�no�anas.</p><p>Pie&#x146;emsim, ka jau ir piedzimis b&#x113;rns, ka j&#x16B;su sieva materi&#x101;li ir atkar&#x12B;ga no jums vai j&#x16B;su v&#x12B;rs nevar atst&#x101;t dz&#x12B;vokli, t&#x101;p&#x113;c ka �&#x12B; ir vien&#x12B;g&#x101; j&#x16B;su dz&#x12B;vojam&#x101; plat&#x12B;ba. Un j&#x16B;s pie&#x146;emat l&#x113;mumu: dz&#x12B;vot b&#x113;rna d&#x113;&#x13C;, pierast vie�nam pie otra un b&#x16B;t atbild&#x12B;gam par &#x123;imeni. Nu ko, tas ir sapr&#x101;t&#x12B;gs l&#x113;mums, j&#x16B;s daudz ko esat p&#x101;rdom&#x101;jis, iekams izlemt. Esat sev&#x12B; apsl&#x101;p&#x113;jis neapmierin&#x101;t&#x12B;bu un p&#x101;rest&#x12B;�bas, esat izg&#x101;jis cauri posto�iem skand&#x101;liem un tagad iem&#x101;c&#x12B;jies apvald&#x12B;t empocijas.</p><p>Kad j&#x16B;su augo�ais b&#x113;rns apvij rokas ap m&#x101;tes kaklu vai t&#x113;va kaklu, j&#x16B;s j&#x16B;taties laim&#x12B;gs un atkal p&#x101;rliecin&#x101;ties, ka l&#x113;mums bijis pareizs. J&#x16B;s vada v&#x113;l&#x113;�an&#x101;s ar&#x12B; turpm&#x101;k pan&#x101;kt otram pret&#x12B;, saprast un piel&#x101;goties, pie&#x146;emt dz&#x12B;�vesdrauga tr&#x16B;kumus, pat &#x12B;pa�i kaitino�os tr&#x16B;kumus. J&#x16B;s kop&#x101; priec&#x101;jaties par b&#x113;rna pan&#x101;kumiem un &#x123;imenes pir�kumiem, tas j&#x16B;s vieno, rada harmonijas vibr&#x101;ciju un j&#x16B;s esat laim&#x12B;gs! J&#x16B;su &#x123;imenes ku&#x123;is v&#x113;l ne reizi vien iek&#x13C;&#x16B;s v&#x113;tr&#x101; un uzskries rifiem. Bet pirm&#x101; v&#x113;tra nostipri�n&#x101;ja j&#x16B;su dv&#x113;seles, sniedza pirmo dz&#x12B;ves gudr&#x12B;bas m&#x101;c&#x12B;bstundu.</p><p>Savuk&#x101;rt jums bija pavisam cit&#x101;di. Aizr&#x101;v&#x101;ties, iem&#x12B;�l&#x113;j&#x101;ties, apprec&#x113;j&#x101;ties, bet p&#x113;c tam s&#x101;k&#x101;s vienas vien&#x12B;gas �ausmas: skand&#x101;li un neuztic&#x12B;ba, vec&#x101;ku iejauk�an&#x101;s, piln&#x12B;ga neizpratne par partnera r&#x12B;c&#x12B;bu, �&#x137;ir�an&#x101;s, iztuk�ot&#x12B;bas, bet p&#x113;c tam ar&#x12B; pat&#x12B;kama br&#x12B;v&#x12B;bas saj&#x16B;ta. J&#x16B;s esat ieguvusi pieredzi, bet vai t&#x101; ir daudz devusi? Dr&#x12B;z&#x101;k gan pavisam maz.</p><p>J&#x16B;s p&#x101;r&#x101;k maz p&#x16B;l&#x113;j&#x101;ties pie&#x146;emt un saprast dz&#x12B;vi, katrs aizst&#x101;v&#x113;j&#x101;t savas intereses, &#x12B;pa�i necen�oties iedzi�&#x13C;in&#x101;ties otra interes&#x113;s. M&#x113;&#x123;iniet vismaz tagad saprast, ku�ra bija j&#x16B;su galven&#x101; k&#x13C;&#x16B;da. J&#x16B;s iek&#x101;roj&#x101;t bag&#x101;t&#x12B;bu vai j&#x16B;s aizr&#x101;va seksa skurbums, jums iepatik&#x101;s gl&#x12B;tais &#x123;&#x12B;m&#x12B;tis vai bija pat&#x12B;kami vi&#x146;u "atkant&#x113;t" draudzenei. Katr&#x101; zi&#x146;&#x101; j&#x16B;s ne visai interes&#x113;ja n&#x101;kam&#x101; v&#x12B;ra iek�&#x113;j&#x101; pasaule. Tie�i t&#x101; ar&#x12B; ir j&#x16B;su neveiksm&#x12B;g&#x101;s &#x123;imenes dz&#x12B;ves galven&#x101; m&#x101;c&#x12B;ba.</p><p>K&#x101; izskaidrojat to, k&#x101;p&#x113;c j&#x16B;s patie�&#x101;m ne visai intere�s&#x113;ja partnera iek�&#x113;j&#x101; pasaule? Varb&#x16B;t j&#x16B;su iek�&#x113;j&#x101; pasaule bija tik tr&#x16B;c&#x12B;ga, ka nesp&#x113;ja piesaist&#x12B;t partneri ar izkopt&#x101;m dv&#x113;seles kvalit&#x101;t&#x113;m? J&#x16B;su pretenzijas pret pasauli un j&#x16B;su pras&#x12B;bas ir lielas, bet neatbilst tam, ko pati sp&#x113;jat dot?</p><p>Lai v&#x113;lreiz neizdar&#x12B;tu to pa�u k&#x13C;&#x16B;du, ac&#x12B;mredzot ir j&#x101;r&#x16B;�p&#x113;jas par savu dv&#x113;seli un t&#x101;s saturu. Tad jaunais partneris atbild&#x12B;s jums, atjaunotai sievietei (tie�i t&#x101;pat j&#x16B;su l&#x12B;dz�i�n&#x113;jais partneris, neap�aub&#x101;mi, atbilda jums t&#x101;dai, k&#x101;da bij&#x101;t tolaik, kad ar vi&#x146;u satik&#x101;ties).</p><p>Veidojiet sevi atbilsto�i savam sapnim, un tas piepildi* sies, j&#x16B;s to pievilksit, tas atbild&#x12B;s jums k&#x101; atsl&#x113;ga sl&#x113;dzenei. Ja mekl&#x113;jat gudru cilv&#x113;ku, esiet pa�i gudr&#x101;ki, ja labest&#x12B;�gu, esiet labest&#x12B;g&#x101;ki, ja stipru, esiet stipr&#x101;ki. Tom&#x113;r paturiet pr&#x101;t&#x101;: darbojas tikai iek�&#x113;jie ener&#x123;&#x113;tiskie faktori. Cilv&#x113;ks ar lieliem musku&#x13C;iem v&#x113;l nav stiprs, vi&#x146;� k&#x13C;&#x16B;st stiprs, kad sp&#x113;c&#x12B;gs ir vi&#x146;a gars.</p><p>Cilv&#x113;ks k&#x13C;&#x16B;st bag&#x101;ts, kad bag&#x101;ta ir vi&#x146;a dv&#x113;sele, pret&#x113;j&#x101; gad&#x12B;jum&#x101; vi&#x146;� ar&#x12B; pil&#x12B; b&#x16B;s nabags (t&#x101;p&#x113;c ka, sl&#x12B;gstot bag&#x101;t&#x12B;b&#x101;, vi&#x146;� to nevar izmantot dv&#x113;seles vajadz&#x12B;bu ap�mierin&#x101;�anai). Dv&#x113;sele vienm&#x113;r tiecas g&#x16B;t gandar&#x12B;jumu nevis Mat&#x113;rijas pasaul&#x113;, bet gan smalkaj&#x101; Gara pasaul&#x113;.</p><p>Ta�u no�&#x113;lojamais pr&#x101;ts ne vienm&#x113;r sp&#x113;j saprast savu dv&#x113;seli.</p></section><section><title><p id="AutBody_0bookmark65">Patiesa bag&#x101;t&#x12B;ba ir dv&#x113;seles bag&#x101;t&#x12B;ba</p></title><p>Daudzas pabeigtas augstskolas vai izlas&#x12B;tas gr&#x101;matas ne vienm&#x113;r veicina dv&#x113;seles bag&#x101;tin&#x101;�anu. Uzkr&#x101;t&#x101; infor�m&#x101;cija, ja t&#x101; nav pie&#x146;emta zin&#x101;�anai un nav izlaista caur savas dv&#x113;seles prizmu, visbie�&#x101;k ir lieks balasts, faktors, kas trauc&#x113; person&#x12B;bai sevi apzin&#x101;ties. Kas tad bag&#x101;tina dv&#x113;seli? Tikai sp&#x113;ja v&#x113;rot pasauli ap sevi, v&#x113;l&#x113;�an&#x101;s izdar&#x12B;t kaut ko �&#x12B;s pasaules lab&#x101;, celsme un jaunrade, sava ce&#x13C;a mekl&#x113;�ana, patst&#x101;v&#x12B;gu l&#x113;mumu pie&#x146;em�ana.</p><p>Dv&#x113;seli bag&#x101;tina sp&#x113;ja iedom&#x101;ties sevi cita viet&#x101; un saprast, ko vi&#x146;� j&#x16B;t tajos vai citos apst&#x101;k&#x13C;os. Dv&#x113;seli pacil&#x101; sp&#x113;ja piedot un l&#x16B;gt piedo�anu, prasme ieciet&#x12B;gi iztur&#x113;ties pret cilv&#x113;ku v&#x101;j&#x12B;b&#x101;m un saglab&#x101;t savu viedokli, kontak�t&#x113;joties ar autorit&#x101;t&#x113;m. Iek�&#x113;jo pasauli rot&#x101; drosme un nelok&#x101;m&#x12B;ba saskarsm&#x113; ar nepatik�an&#x101;m, emocion&#x101;l&#x101; l&#x12B;dz�svara saglab&#x101;�ana saskarsm&#x113; ar k&#x101;rdin&#x101;jumiem.</p><p>Aizrau�an&#x101;s un rado�&#x101;s noslieces, piem&#x113;ram, m&#x12B;lest&#x12B;ba uz m&#x16B;ziku, dej&#x101;m, glezniec&#x12B;bu, m&#x101;kslu, literat&#x16B;ru, spor�tu, liecina tikai par j&#x16B;su iek�&#x113;j&#x101;s pasaules &#x12B;patn&#x12B;b&#x101;m, k&#x101; ar&#x12B; par j&#x16B;su pasaules uztveres &#x12B;patn&#x12B;b&#x101;m, nevis par j&#x16B;su dv&#x113;seles bag&#x101;t&#x12B;bu.</p><p>K&#x101; �o bag&#x101;t&#x12B;bu uzkr&#x101;t?</p><p>&#x13B;oti vienk&#x101;r�i. Ir j&#x101;m&#x12B;l �&#x12B; pasaule, ir vajadz&#x12B;ga v&#x113;l&#x113;�an&#x101;s rad&#x12B;t, nevis graut, j&#x101;ciena citu cilv&#x113;ku br&#x12B;v&#x12B;ba, j&#x101;pilda pa�saules iek&#x101;rtojuma herm&#x113;dskie likumi. �&#x101;da person&#x12B;bas uzkr&#x101;ta bag&#x101;t&#x12B;ba tai &#x13C;auj saglab&#x101;t dv&#x113;seles harmoniju, at�rast pareizos risin&#x101;jumus dz&#x12B;v&#x113; un iemantot laimi.</p><p>Vi&#x146;a bija iem&#x12B;l&#x113;jusies vi&#x146;&#x101;, vi&#x146;� uzskat&#x12B;ja, ka ir appre�c&#x113;jies kaisl&#x12B;bas d&#x113;&#x13C;. Vi&#x146;a bija saj&#x16B;sm&#x101; par pirmajiem kop&#x101; aizvad&#x12B;tajiem gadiem un uzskat&#x12B;ja, ka tiek nepr&#x101;t&#x12B;gi m&#x12B;�l&#x113;ta. T&#x101;p&#x113;c at&#x13C;&#x101;v&#x101;s ni&#x137;oties, bet gludin&#x101;t kreklus un gata�vot &#x113;dienu bija garlaic&#x12B;gi. Vi&#x146;� klus&#x113;ja, ne&#x137;ildoj&#x101;s, uz�skat&#x12B;ja zem sava goda pras&#x12B;t, lai vi&#x146;u apkalpo, jo vi&#x146;� ta�u ar&#x12B; pats var uzv&#x101;r&#x12B;t zupu un izslauc&#x12B;t istabu. Vi&#x146;a goz&#x113;j&#x101;s laim&#x113; ar br&#x12B;ni�&#x137;&#x12B;gu v&#x12B;ru.</p><p>T&#x101; vi&#x146;i nodz&#x12B;voja divdesmit gadus, izaudzin&#x101;ja divus b&#x113;rnus. Visas draudzenes vi&#x146;u apskauda. Un p&#x113;k�&#x146;i k&#x101; zibens no skaidr&#x101;m debes&#x12B;m: vi&#x146;� pateica, ka m&#x12B;l citu sie�vieti un aiziet, jo pirmo reizi m&#x16B;�&#x101; j&#x16B;tas laim&#x12B;gs. Vi&#x146;� sac&#x12B;�ja, ka b&#x113;rni jau ir pieaugu�i un vi&#x146;u saprat&#x12B;s, ka vi&#x146;ai mak�s&#x101;s uztura naudu, un pal&#x16B;dza piedo�anu par to, ka nekad nav m&#x12B;l&#x113;jis. Izmisum&#x101; sieva aizskr&#x113;ja pie burvjiem: atdo�diet v&#x12B;ru, vi&#x146;� iem&#x12B;lin&#x101;ts. Ta�u viss ir daudz vienk&#x101;r�&#x101;k.</p><p>Sievietei bija dota laime, bet vi&#x146;a �o p&#x101;rbaud&#x12B;jumu ne�iztur&#x113;ja. Vi&#x146;a tuk�oja saldu kausu, neko nedodot pret&#x12B;, jo dom&#x101;ja, ka ir to peln&#x12B;jusi. Ar ko? Kupl&#x101;m kr&#x16B;t&#x12B;m un slaid&#x101;m k&#x101;j&#x101;m? T&#x101; ir l&#x113;ta manta, kas &#x101;tri boj&#x101;jas sal&#x12B;dzi�n&#x101;jum&#x101; ar dv&#x113;seles siltuma bag&#x101;t&#x12B;bu, kuru viena otrai sp&#x113;j d&#x101;v&#x101;t m&#x12B;lo�as sirdis, tuvam cilv&#x113;kam sag&#x101;d&#x101;jot pat&#x12B;�kamus br&#x12B;�us pat �&#x137;ietami s&#x12B;k&#x101;s sadz&#x12B;ves r&#x16B;p&#x113;s.</p><p>Katram cilv&#x113;kam ir ties&#x12B;bas uz harmoniju dv&#x113;sel&#x113;, un neviens nav ties&#x12B;gs vi&#x146;am to liegt. Atcer&#x113;simies, ka iem&#x12B;lin&#x101;t var tikai to, kur� kaut nedaudz v&#x113;las b&#x16B;t iem&#x12B;lin&#x101;ts. Visas "atbur�anas" un "piebur�anas" ir rupja sve�as gribas apspie�ana, bet t&#x101; ir sp&#x113;le ar tum�ajiem sp&#x113;kiem. Simtreiz apdom&#x101;jiet, iekams par ko t&#x101;du iz�&#x137;iraties. Nav zin&#x101;ms, ko p&#x113;c tam par �&#x101;du pakalpojumu no tevis pras&#x12B;s, varb&#x16B;t nemirst&#x12B;go dv&#x113;seli. Vai nav lab&#x101;k ieklaus&#x12B;ties Augst&#x101;ko sp&#x113;ku viedokl&#x12B; un apvald&#x12B;t nepr&#x101;t&#x12B;g&#x101;s v&#x113;lmes, lepn&#x12B;bu un kaisl&#x12B;bas? Par savu laimi ir j&#x101;c&#x12B;n&#x101;s, ta�u ne jau visi pa&#x146;&#x113;mieni ir labi.</p><p>Diem�&#x113;l dr&#x101;mas rodas ne jau t&#x101;p&#x113;c, ka k&#x101;ds k&#x101;du &#x13C;oti m&#x12B;l. Visbie�&#x101;k tas nodek tad, kad k&#x101;ds grib k&#x101;du iekarot, izdev&#x12B;gi ieg&#x16B;t. Ja &#x123;imene izirst, t&#x101;tad taj&#x101; kaut kas nebija k&#x101;rt&#x12B;b&#x101;. To ir gr&#x16B;d saprast t&#x101;dam, no kura aiziet. Ta�u vi&#x146;am vai vi&#x146;ai ar cie&#x146;u j&#x101;pie&#x146;em dz&#x12B;ves dot&#x101; m&#x101;c&#x12B;ba k&#x101; iesp&#x113;ja ieg&#x16B;t gara sp&#x113;ku, k&#x101; debesu s&#x16B;t&#x12B;ts p&#x101;rbaud&#x12B;�jums, k&#x101; Dieva m&#x12B;lest&#x12B;ba pret savu nesapr&#x101;t&#x12B;go b&#x113;rnu.</p></section><section><title><p id="AutBody_0bookmark66">Ties&#x12B;bas uz laimi un pien&#x101;kuma apzi&#x146;a</p></title><p>Ban&#x101;la situ&#x101;cija. V&#x12B;rietim ir sieva un b&#x113;rns, kurus vi&#x146;� uztur, ta�u laim&#x12B;gs ir tikai ar citu sievieti. Vi&#x146;us saista darbs un vieno kop&#x12B;gi pien&#x101;kumi, vi&#x146;i lieliski saprot un saj&#x16B;t viens otru. Kop&#x101; izj&#x16B;t piln&#x12B;gu harmoniju, bet pie�n&#x101;kuma apzi&#x146;a vi&#x146;am ne&#x13C;auj pamest &#x123;imeni. Sievai situ&#x101;�cija ir zin&#x101;ma, vi&#x146;a pati da�k&#x101;rt at&#x13C;aujas izklaid&#x113;ties. V&#x12B;rs, protams, to mana, ta�u k&#x101;das vi&#x146;am var b&#x16B;t pretenzijas? Un visa �&#x12B; nej&#x113;dz&#x12B;ba turpin&#x101;s it k&#x101; t&#x101;d&#x113;&#x13C;, lai vien&#x12B;gajam b&#x113;rnam nodro�in&#x101;tu laim&#x12B;gu b&#x113;rn&#x12B;bu.</p><p>M&#x101;j&#x101; saglab&#x101;jas piln&#x12B;ga labkl&#x101;j&#x12B;bas �&#x137;ietam&#x12B;ba, ta�u b&#x113;r�na dv&#x113;seli neviens nevar piem&#x101;n&#x12B;t. Vi&#x146;� dz&#x12B;vo melu un izlik�an&#x101;s atmosf&#x113;r&#x101;, posto�u ener&#x123;iju atmosf&#x113;r&#x101;, kur ne�viens nevienu nem&#x12B;l. B&#x113;rns zina: lai ko vi&#x146;� pras&#x12B;tu, viss tiks izpild&#x12B;ts. Jo liel&#x101;ks vi&#x146;� aug, jo vair&#x101;k saprot situ&#x101;ciju. Vi&#x146;� nicina t&#x113;vu par m&#x16B;�&#x12B;go kr&#x101;p�anu un ien&#x12B;st m&#x101;ti par kopdz&#x12B;ves saglab&#x101;�anu naudas d&#x113;&#x13C;.</p><p>Pusaudzis netic nekam gai�am. Lai gan vi&#x146;a vec&#x101;ki nav slikti cilv&#x113;ki, ir god&#x12B;gi darba dar&#x12B;t&#x101;ji un godpr&#x101;t&#x12B;gi sarg&#x101; &#x123;imeni, viss, ko vi&#x146;� atceras no b&#x113;rn&#x12B;bas, saist&#x12B;ts ar lip&#x12B;guma un net&#x12B;r&#x12B;bas saj&#x16B;tu. Vi&#x146;am ir viena v&#x113;l&#x113;�an&#x101;s graut. Vi&#x146;� ien&#x12B;st pa�u v&#x101;rdu "&#x123;imene", visus god&#x12B;gos darba dar&#x12B;t&#x101;jus un nost&#x101;jas uz noziedz&#x12B;bas ce&#x13C;a.</p><p>Ar ko attaisnojama �&#x101;da &#x123;imenes saglab&#x101;�ana? Ne ar ko! To sauc nevis par pien&#x101;kuma apzi&#x146;u, bet gan par dv&#x113;selisku g&#x13C;&#x113;vul&#x12B;bu no v&#x12B;rie�a puses un par sievietes dv&#x113;selisku laiskumu. V&#x113;rt&#x113;jot p&#x113;c nelaimes, kur&#x101; abi iedzinu�i d&#x113;lu, vi&#x146;u r&#x12B;c&#x12B;bai nav attaisnojuma.</p><p>Form&#x101;la &#x123;imenes saglab&#x101;�ana nekalpo b&#x113;rnu laimei. Ja &#x123;imene tiek saglab&#x101;ta b&#x113;rnu d&#x113;&#x13C;, abiem laul&#x101;tajiem j&#x101;�noska&#x146;ojas uz sirsn&#x12B;gu, labest&#x12B;gu attieksmi vienam pret otru. Ja tas nav iesp&#x113;jams, cilv&#x113;kiem j&#x101;�&#x137;iras. Tas ir ma�z&#x101;ks &#x13C;aunums par kr&#x101;p�anu un apsl&#x113;ptu naidu pret savu &#x123;imenes partneri.</p><p>Vienlaikus katrs no mums sev visapk&#x101;rt redz t&#x16B;ksto��iem gad&#x12B;jumu, kad nav nek&#x101;das atbild&#x12B;bas par &#x123;imeni un b&#x113;rnu likteni. Nav vajadz&#x12B;bas �os gad&#x12B;jumus aprakst&#x12B;t. Person&#x12B;ba, kura nej&#x16B;t atbild&#x12B;bu par savu juteklisko m&#x12B;�lest&#x12B;bu, ne tikai zaud&#x113; dv&#x113;seles ener&#x123;iju (un kop&#x101; ar to ar&#x12B; iesp&#x113;ju b&#x16B;t laim&#x12B;gai), bet ar&#x12B; glu�i vienk&#x101;r�i degra�d&#x113;jas.</p><p>&#x122;imene j&#x101;saglab&#x101; l&#x12B;dz p&#x113;d&#x113;jam br&#x12B;dim, kam&#x113;r vien ir cer&#x12B;bas, ka var&#x113;tu b&#x16B;t lab&#x101;k. Ta�u, ja cer&#x12B;bu vairs nav, ja laul&#x101;to dv&#x113;sel&#x113; ir tuk�ums un nepatika vienam pret otru, ja kopdz&#x12B;v&#x113; vairs nav neviena pozit&#x12B;va momenta, ja t&#x101; k&#x13C;&#x16B;st graujo�a, tad ir lab&#x101;k, ja cilv&#x113;ki �&#x137;iras. �&#x101;du kopdz&#x12B;vi neattaisno nekas: ne ieradums, ne materi&#x101;li apsv&#x113;rumi, ne jebkuri citi pseidoiemesli. Nedr&#x12B;kst sev&#x12B; izn&#x12B;cin&#x101;t cer&#x12B;�bu uz laimi un tic&#x12B;bu m&#x12B;lest&#x12B;bai.</p><p>Kopdz&#x12B;ve bez m&#x12B;lest&#x12B;bas ir b&#x12B;stama dz&#x12B;v&#x12B;bai un vesel&#x12B;�bai. M&#x12B;lest&#x12B;bai nav katr&#x101; zi&#x146;&#x101; j&#x101;b&#x16B;t kaisl&#x12B;gai un maigai, t&#x101; var b&#x16B;t draudz&#x12B;ga, m&#x101;ti�&#x137;a, visbeidzot, Dievi�&#x137;a m&#x12B;les�t&#x12B;ba uz tuv&#x101;ko, ta�u tai ir j&#x101;b&#x16B;t.</p><p>Laul&#x101;tie, vadot dz&#x12B;vi, kur&#x101; bijis maz prieka, kura bijusi pilna savstarp&#x113;jas neuztic&#x113;�an&#x101;s, nepatikas un galu gal&#x101; klaja naida, nav pratu�i laik&#x101; iz�&#x137;irties. Trauc&#x113;ja nauda. Ies&#x101;kum&#x101; sieviete bija v&#x12B;ra apg&#x101;d&#x12B;b&#x101; un t&#x101;p&#x113;c pacieta r&#x16B;g�to dz&#x12B;vi. P&#x113;c tam laiki main&#x12B;j&#x101;s, vi&#x146;� s&#x101;ka nodzerties, bet vi&#x146;a de�i otr&#x101;di deva &#x123;imenei piekl&#x101;j&#x12B;gus ien&#x101;kumus. Ar t&#x101;d&#x101;m gr&#x16B;t&#x12B;b&#x101;m kop&#x12B;gi sar&#x16B;p&#x113;to mantu bija �&#x113;l dal&#x12B;t.</p><p>Virs nomira no ku&#x146;&#x123;a �&#x16B;las, nenodz&#x12B;vojis l&#x12B;dz 50 gadu vecumam. P&#x113;c gada ar onkolo&#x123;isku slim&#x12B;bu nomira ar&#x12B; sieva. Abi visu m&#x16B;�u gr&#x101;va viens otru un beig&#x101;s sekm&#x12B;gi sagr&#x101;va.</p><p>Cilv&#x113;ka dv&#x113;selei ir ne tikai ties&#x12B;bas uz harmoniju m&#x12B;�lest&#x12B;b&#x101;, t&#x101;s galvenais uzdevums ir rad&#x12B;t �o harmoniju, pret&#x113;j&#x101; gad&#x12B;jum&#x101; kopdz&#x12B;vei nav j&#x113;gas.</p><p>J&#x16B;s m&#x12B;&#x13C;oto cilv&#x113;ku varat zaud&#x113;t, bet dv&#x113;sel&#x113; saglab&#x101;sies harmonisks prieks par j&#x16B;su m&#x12B;lest&#x12B;bu, cer&#x12B;ba, ka iesp&#x113;ja�ma, kaut p&#x113;c simt gadiem, jauna tik�an&#x101;s�</p><p>J&#x16B;s �aj&#x101; dz&#x12B;v&#x113; varat nesatikt savu m&#x12B;lest&#x12B;bu, un tom&#x113;r m&#x12B;lest&#x12B;bai dv&#x113;sel&#x113; j&#x101;saglab&#x101;jas k&#x101; sapnim par laimi, k&#x101; gai�am, skaistam sapnim. Bez t&#x101; dv&#x113;sel&#x113; nav harmonijas. M&#x16B;su dz&#x12B;vei nav j&#x113;gas.</p></section><section><title><p id="AutBody_0bookmark67">j&#x16B;su pus&#x12B;te</p></title><p>K&#x101; parasti izturamies pret cilv&#x113;ku, ar kuru kop&#x101; ejam pa dz&#x12B;vi? Tas jau k&#x13C;uvis par normu, ka vism&#x12B;&#x13C;&#x101;kajiem un vistuv&#x101;kajiem cilv&#x113;kiem tiek m&#x16B;su visnepat&#x12B;kam&#x101;kie v&#x101;r�di un noska&#x146;ojumi, p&#x101;r vi&#x146;u galvu izg&#x101;�am visslikt&#x101;ko, kas ir dv&#x113;sel&#x113;. Vism&#x12B;&#x13C;&#x101;ko cilv&#x113;ku priek�&#x101; atkailin&#x101;m savas nejauk&#x101;k&#x101;s &#x12B;pa�&#x12B;bas. Tas ir &#x13C;oti slikti.</p><p>Protams, visu var izskaidrot: kur� gan cits, ja ne tuvs cilv&#x113;ks, var mums pal&#x12B;dz&#x113;t gr&#x16B;t&#x101; br&#x12B;d&#x12B;, sp&#x113;j m&#x16B;s pie&#x146;emt t&#x101;dus, k&#x101;di esam, neizskaistin&#x101;tus? Kur� gan cits, ja ne vism&#x12B;&#x13C;&#x101;kais, sp&#x113;j m&#x16B;s nomierin&#x101;t, atbalst&#x12B;t, pal&#x12B;dz&#x113;t at�g&#x16B;ties utt.? J&#x101;, t&#x101; patie�&#x101;m ir. Cilv&#x113;ks, k&#x101; vienm&#x113;r, viegl&#x101;k uztver to paties&#x12B;bu, kura vi&#x146;am visvair&#x101;k pat&#x12B;k.</p><p>Tom&#x113;r ir ar&#x12B; k&#x101;da cita paties&#x12B;ba. Vistuv&#x101;kajam, vism&#x12B;�&#x13C;&#x101;kajam cilv&#x113;kam j&#x101;dod viss lab&#x101;kais, kas mums ir, ja v&#x113;�lamies b&#x16B;t laim&#x12B;gi. "Mana pus&#x12B;te" t&#x101; sak&#x101;m par savu laul&#x101;to. Laul&#x12B;bas laime ir vissvar&#x12B;g&#x101;k&#x101; m&#x16B;su dz&#x12B;ves da&#x13C;a, t&#x101; ir ne tikai svar&#x12B;ga, no tas ir atkar&#x12B;gs, vai m&#x16B;su liktenis ir laim&#x12B;gs vai nelaim&#x12B;gs.</p></section><section><title><p id="AutBody_0bookmark68">Laimes veido�ana</p></title><p>Padom&#x101;, tas ta�u ir dk dabiski censties no visa sp&#x113;ka dar&#x12B;t tuvam cilv&#x113;kam labu, patikamu, dom&#x101;t un r&#x16B;p&#x113;ties par vi&#x146;u vair&#x101;k nek&#x101; par jebkuru citu. Nu k&#x101;p&#x113;c m&#x113;s to nedar&#x101;m?! Savu dv&#x113;seles k&#x16B;trumu attaisnojam ar visu, kas pagad&#x101;s: ar gr&#x16B;tu dz&#x12B;vi, nepatik�an&#x101;m, sliktu vesel&#x12B;�bu, sp&#x113;ku izs&#x12B;kumu utt. Ta�u attaisnojuma nav.</p><p>Cik no diennakts laika j&#x16B;s velt&#x12B;jat savas laimes kaldin&#x101;�anai? Necik?! Tad k&#x101;p&#x113;c �&#x113;lojaties, ka laimes nav�</p><p>Viss ir doma. j&#x16B;s esat sev izraudz&#x12B;ju�ies partneri, dz&#x12B;ves pavadoni, ar ko dal&#x12B;sit likteni, j&#x16B;s kop&#x12B;gi k&#x101;rtosit karmis�kos par&#x101;dus un rad&#x12B;sit b&#x113;rnus. Ko j&#x16B;s dom&#x101;jat par vi&#x146;u?</p><p>Neviens cilv&#x113;ks nav pati piln&#x12B;ba, katram no mums ir savi tr&#x16B;kumi, &#x12B;patn&#x12B;bas un d&#x12B;vain&#x12B;bas. Kad s&#x101;kam dz&#x12B;vot kop&#x101; tik tuvu un cie�i k&#x101; v&#x12B;rs un sieva, tie�i m&#x16B;su slikt&#x101;s &#x12B;pa�&#x12B;bas liek sevi just pirm&#x101;m k&#x101;rt&#x101;m.</p><p>Ja divi cilv&#x113;ki ir viens otra pus&#x12B;tes, vi&#x146;i partnera tr&#x16B;�kumus neiev&#x113;ro, uztver tos dabiski un harmoniski. Ta�u, ja &#x12B;stas pus&#x12B;tes neesat, ja harmoniski saskan tikai tr&#x12B;s ener�&#x123;&#x113;tiskie centri, tad visu p&#x101;r&#x113;jo n&#x101;ksies piel&#x101;got.</p></section><section><title><p id="AutBody_0bookmark69">Tr&#x16B;kumi pozit&#x12B;vo &#x12B;pa�&#x12B;bu turpin&#x101;jums</p></title><p>Ir sens labs ieteikums, kas dom&#x101;ts siev&#x101;m: uz vienas lapas uzrakstiet visas sava v&#x12B;ra pozit&#x12B;v&#x101;s &#x12B;pa�&#x12B;bas, uz otras visas negat&#x12B;v&#x101;s &#x12B;pa�&#x12B;bas. Otro lapu sadedziniet, bet pirmo vienm&#x113;r n&#x113;s&#x101;jiet l&#x12B;dzi, un izlasiet vakaros pirms gul&#x113;tie�anas un no r&#x12B;ta, kad gatavojat brokastis.</p><p>�&#x101; pamatot&#x101; ieteikuma j&#x113;ga ir &#x13C;oti vienk&#x101;r�a: dom&#x101;m par v&#x12B;ru j&#x101;b&#x16B;t pozit&#x12B;v&#x101;m, tad j&#x16B;su attiec&#x12B;bas att&#x12B;st&#x12B;sies labv&#x113;l&#x12B;gi. Ja dom&#x101;sit par tr&#x16B;kumiem, tad pozit&#x12B;va b&#x16B;s doma par to, k&#x101; tuvam cilv&#x113;kam varat pal&#x12B;dz&#x113;t atbr&#x12B;vo�ties no tr&#x16B;kuma, kur� trauc&#x113; vi&#x146;am pa�am. Ja �is tr&#x16B;�kums vi&#x146;am netrauc&#x113;, bet trauc&#x113; tikai jums, tad doma par izlabo�anu b&#x16B;s graujo�a un nom&#x101;co�a attiec&#x12B;b&#x101; uz j&#x16B;su "pus&#x12B;ti". �&#x12B; graujo�&#x101; iedarb&#x12B;ba ietekm&#x113;s ar&#x12B; j&#x16B;su at�tiec&#x12B;bas.</p><p>Pied&#x101;v&#x101;jam sp&#x113;li ar nosaukumu "M&#x16B;su tr&#x16B;kumi m&#x16B;�su pozit&#x12B;vo &#x12B;pa�&#x12B;bu turpin&#x101;jums". Kad redzat k&#x101;du sava laul&#x101;t&#x101; drauga tr&#x16B;kuma izpausmi, padom&#x101;jiet, k&#x101;das po�zit&#x12B;v&#x101;s &#x12B;pa�&#x12B;bas turpin&#x101;jums tas ir.</p><p>Graujo�a doma: V&#x12B;rs net&#x12B;ros traukus atkal nav ielicis iz�lietn&#x113;. Vi&#x146;� ir tik izklaid&#x12B;gs!</p><p>Pozit&#x12B;va doma: Vi&#x146;� ir &#x12B;sts zin&#x101;tnieks (vad&#x12B;t&#x101;js, m&#x101;ksli�nieks, meistars). Vi&#x146;a galva vienm&#x113;r ir pilna gudr&#x101;m do�m&#x101;m un t&#x101;la no �&#x101;diem s&#x12B;kumiem Bet tie�i par to es vi&#x146;u m&#x12B;lu, man nav gr&#x16B;ti p&#x113;c vi&#x146;a nokopt traukus.</p><p>Graujo�a doma: Mans v&#x12B;rs ir tik &#x101;trsird&#x12B;gs, vi&#x146;� atkal iekarsa par niekiem. P&#x113;c piec&#x101;m min&#x16B;t&#x113;m atkal man sk&#x16B;pst&#x12B;s rokas, vi&#x146;� dom&#x101;, ka var tik viegli aizmirst visus aizvainojo�os v&#x101;rdus, kurus izg&#x101;za p&#x101;r manu galvu, bet man vi&#x146;u pat redz&#x113;t negribas!</p><p>Pozit&#x12B;va doma: Vi&#x146;� vienm&#x113;r ir tik temperament&#x12B;gs un ener&#x123;isks, un es zinu, cik &#x13C;oti vi&#x146;� mani m&#x12B;l. Vi&#x146;� ir tie�s un atkl&#x101;ts k&#x101; b&#x113;rns, un par to es vi&#x146;u m&#x12B;lu!</p><p>Graujo�a doma: Vi&#x146;� ir tik apnic&#x12B;gs, atkal dusmojas par to, ka k&#x101;da krekla kroka nav izgludin&#x101;ta. Ta�u to, ka dz&#x12B;vokli pirms vi&#x146;a atn&#x101;k�anas uzkopu ta, ka viss mirdz un laist&#x101;s, pat nepaman&#x12B;ja, bet piesienas par s&#x12B;kumiem!</p><p>Pozit&#x12B;va doma: Vi&#x146;� vienm&#x113;r ir tik k&#x101;rt&#x12B;gs, katra lieta vi&#x146;am nolikta sav&#x101; viet&#x101;, ja es ko l&#x16B;dzu, vi&#x146;� vienm&#x113;r skrupulozi izpilda l&#x16B;gumu. Es vi&#x146;u m&#x12B;lu tie�i par to, ka vi&#x146;� itin vis&#x101; tiecas p&#x113;c ide&#x101;la.</p><p>Iegaum&#x113;sim: m&#x113;s esam izv&#x113;l&#x113;ju�ies cilv&#x113;ku vai m&#x16B;s kop&#x101; savedis liktenis tas nav svar&#x12B;gi. Tagad m&#x113;s karmu dal&#x101;m uz pus&#x113;m, un, lai kas notiktu, ir j&#x101;pal&#x12B;dz vi&#x146;am tikt gal&#x101; ar gr&#x16B;t&#x12B;b&#x101;m, jo l&#x12B;dz ar to pal&#x12B;dzam ar&#x12B; sev!</p><p>Nedr&#x12B;kst n&#x12B;st cilv&#x113;ku, ar kuru noris tik tuva energoapmai&#x146;a, k&#x101; tas notiek seksu&#x101;l&#x101; kontakta laik&#x101;, t&#x101;p&#x113;c ka t&#x101; ir sevis grau�ana! Un pat t&#x101;das j&#x16B;tas k&#x101; netic&#x12B;ba, ba�as, nepatika, dzi&#x13C;� aizvainojams nav pie&#x13C;aujamas, jo ar&#x12B; t&#x101;s grauj ener&#x123;iju. K&#x101;p&#x113;c gan br&#x12B;n&#x101;des par to, ka esat slimi, ka slimi ir j&#x16B;su b&#x113;rni!</p></section><section><title><p id="AutBody_0bookmark70">Negat&#x12B;vo vibr&#x101;ciju p&#x101;rvar&#x113;�ana</p></title><p>Visi negafivie faktori ir j&#x101;p&#x101;rvar, t&#x101; ir ak&#x16B;ta nepiecie��am&#x12B;ba! Ja tas nav iesp&#x113;jams, t&#x101;tad vajag �&#x137;irties. Sav�starp&#x113;ja grau�ana gadu desmitu garum&#x101; nav pie&#x13C;aujama, jo past&#x101;v&#x12B;gs negat&#x12B;vs impulss grauj kaimi&#x146;us un darba�biedrus, b&#x113;rnus un &#x123;imenes saites. K&#x101; ar&#x12B;, ja v&#x113;laties, t&#x101; ir Visuma grau�ana, proti, pa�aizliedz&#x12B;gs darbs tum�o sp&#x113;ku lab&#x101;. Ja to lab&#x101; tik br&#x12B;ni�&#x137;&#x12B;gi str&#x101;d&#x101;sit, �ie sp&#x113;ki j&#x16B;s piepulcin&#x101;s sev.</p><p>M&#x113;s bie�i br&#x12B;n&#x101;mies: tik labs cilv&#x113;ks, bet vi&#x146;u piemekl&#x113; tik daudzas nepatik�anas un slim&#x12B;bas. Bet "labais cilv&#x113;ks" past&#x101;v&#x12B;gi produc&#x113; graujo�as vibr&#x101;cijas. Vi&#x146;� dom&#x101; (1. va�riants):</p><p>&#x2756;��� cik slikta ir vald&#x12B;ba;</p><p>&#x2756;��� cik daudz &#x13C;aunuma ir visapk&#x101;rt;</p><p>&#x2756;��� visi cilv&#x113;ki ir &#x13C;auni cits pret citu;</p><p>&#x2756;��� man dz&#x12B;v&#x113; nav paveicies;</p><p>&#x2756;���� man nekad neb&#x16B;s t&#x101;, ko v&#x113;los;</p><p>&#x2756;��� nekas labs nav gaid&#x101;ms;</p><p>&#x2756;��� cik daudz man liku�i ciest slikti cilv&#x113;ki;</p><p>&#x2756;��� man l&#x12B;dz&#x101;s nav nevienas saskan&#x12B;gas dv&#x113;seles, man vienm&#x113;r ir slikti.</p><p>Un b&#x16B;s slikti, un nevar b&#x16B;t labi, ja dz&#x12B;vojat �&#x101;d&#x101;s vibr&#x101;cij&#x101;s. J&#x16B;s jaut&#x101;sit: ko dar&#x12B;t, ja viss teiktais ir paties&#x12B;ba? Ja jums �&#x12B; paties&#x12B;ba pat&#x12B;k, varat taj&#x101; dz&#x12B;vot. Saska&#x146;&#x101; ar herm&#x113;tisko Atbilst&#x12B;bas principu j&#x16B;s pa�i esat sev izv&#x113;l&#x113;ju��ies vibr&#x101;ciju, t&#x101;d&#x113;j&#x101;di novelkot apli, no kura nesp&#x113;jat vairs izk&#x13C;&#x16B;t.</p><p>Bet ziniet, ka ir ar&#x12B; cita pades&#x12B;ba, cita vibr&#x101;cija. Dz&#x12B;vojot taj&#x101;, cilv&#x113;ks dom&#x101; nedaudz cit&#x101;di (2. variants):</p><p>&#x2756;��� vald&#x12B;ba nav nek&#x101;da lab&#x101;, bet es neesmu polid&#x137;is, un t&#x101;p&#x113;c man ir svarigi dar&#x12B;t savu darbu: ja tas b&#x16B;s harmo�nisks laika un telpas m&#x113;rog&#x101;, harmonisks ar mani, pat&#x12B;�kams Dievam, tad es var&#x113;�u dot saviem sp&#x113;kiem atbil�sto�u ieguld&#x12B;jumu visas m&#x16B;su dz&#x12B;ves harmoniz&#x113;�an&#x101;;</p><p>&#x2756;���� nedr&#x12B;kst &#x13C;auties &#x13C;aunuma vibr&#x101;cijai, labie sp&#x113;ki ir stipri un atbalsta m&#x16B;s, ja vien esam uz tiem noska&#x146;oju�ies;</p><p>&#x2756;���� visi cilv&#x113;ki grib b&#x16B;t priec&#x12B;gi un laim&#x12B;gi, ta�u ne visi prot prieku un laimi atrast sev&#x12B;;</p><p>&#x2756;���� man ir bijis j&#x101;iztur daudzi p&#x101;rbaud&#x12B;jumi, un es esmu pateic&#x12B;gs liktenim, tas pal&#x12B;dz&#x113;ja manai dv&#x113;selei augt un nostiprin&#x101;ties, ac&#x12B;mredzot esmu to peln&#x12B;jis;</p><p>&#x2756;���� paldies Tam Kungam, ka gr&#x16B;to padar&#x12B;jis nevajadz&#x12B;gu, bet vajadz&#x12B;go t&#x101;du, kas nav gr&#x16B;ts;</p><p>&#x2756;��� es atbilstu savas dz&#x12B;ves l&#x12B;menim; ja tas mani neapmie�rina, man kaut kas j&#x101;maina sev&#x12B;;</p><p>&#x2756;��� esmu pateic&#x12B;gs visiem dz&#x12B;v&#x113; sastaptajiem cilv&#x113;kiem, kuri nor&#x101;d&#x12B;ju�i uz maniem tr&#x16B;kumiem, liku�i saprast, cik neharmonisks esmu pats ar sevi; ienaidnieki ir m&#x16B;�su lab&#x101;kie skolot&#x101;ji, vi&#x146;i nekad nemelo, par&#x101;dot m&#x16B;su v&#x101;j&#x101;s vietas;</p><p>&#x2756;��� katrs cilv&#x113;ks v&#x113;las, lai vi&#x146;u saprot, es cen�os saprast cilv&#x113;kus, un vi&#x146;i man atkl&#x101;j savas lab&#x101;k&#x101;s &#x12B;pa�&#x12B;bas;</p><p>&#x2756;��� kad man ir skumji, dodos dab&#x101;, v&#x113;r�os pie Augst&#x101;ka�jiem sp&#x113;kiem, pie Dieva, l&#x16B;dzu pal&#x12B;dz&#x12B;bu un atbalstu.</p><p>Kurai vibr&#x101;cijai no �iem diviem variantiem j&#x16B;s vair&#x101;k atbilstat? Ja pirmajai, esat nelaim&#x12B;gs cilv&#x113;ks, gr&#x101;v&#x113;js. Ja otrajai, j&#x16B;su rado�ais sp&#x113;ks noteikti jums sag&#x101;d&#x101;s v&#x113;l daudz prieka.</p><p>K&#x101; j&#x16B;s vibr&#x113;jat atdec&#x12B;b&#x101; uz savu "otro pus&#x12B;ti"? K&#x101;da ir j&#x16B;su vibr&#x101;cija graujo�a vai rado�a? J&#x16B;s dom&#x101;jat (1. variants):</p><p>&#x2756;��� m&#x12B;lest&#x12B;ba ir b&#x113;rniem dom&#x101;ta pasaci&#x146;a, vien&#x12B;gi jaun&#x12B;bas dzi&#x146;as, p&#x113;c tam ieradums un garlaic&#x12B;ba;</p><p>&#x2756;��� ide&#x101;la nav, manai sievai (v&#x12B;ram) ir &#x13C;oti daudz tr&#x16B;kumu;</p><p>&#x2756;��� k&#x101; man apnikusi vi&#x146;as (vi&#x146;a) gau�an&#x101;s (burk�&#x137;&#x113;�ana, dz&#x12B;ro�ana, �&#x16B;po�ana, run&#x101;�ana pa telefonu, darbs, 1aisko�an&#x101;s, iekars&#x12B;gums, skum&#x12B;gums utt.);</p><p>&#x2756;��� es jau sen vairs negaidu no vi&#x146;as (vi&#x146;a) uzman&#x12B;bu, maigumu, g&#x101;d&#x12B;bu, m&#x12B;lest&#x12B;bu;</p><p>&#x2756;��� es j&#x16B;tos labi, kad vi&#x146;a (vi&#x146;�) ir komand&#x113;jum&#x101;, esmu mier&#x12B;g&#x101;ka(-s) un j&#x16B;tos br&#x12B;v&#x101;k, man pat sp&#x113;ka ir vair&#x101;k, lai apdar&#x12B;tu savus darbus;</p><p>&#x2756;��� es dz&#x12B;voju kop&#x101; ar savu sievu (v&#x12B;ru) tikai t&#x101;p&#x113;c, ka m&#x12B;lu b&#x113;rnus, vi&#x146;u d&#x113;&#x13C; esmu gatavs(-a) uztur&#x113;t diplom&#x101;tiskas attiec&#x12B;bas;</p><p>&#x2756;��� es zinu, ka esam da�&#x101;di cilv&#x113;ki, ta�u neko citu dz&#x12B;ve nepied&#x101;v&#x101;ja;</p><p>&#x2756;��� no sievas (v&#x12B;ra) esmu pieredz&#x113;jusi(-is) tik daudzas p&#x101;�rest&#x12B;bas, ka man vairs nav ne sp&#x113;ka, ne v&#x113;l&#x113;�an&#x101;s d&#x101;v&#x101;t vi&#x146;ai (vi&#x146;am) sirds siltumu, vi&#x146;a (vi&#x146;�) pad (pats) man&#x12B; visu ir sabrad&#x101;jusi(-is).</p><p>�&#x101;da paties&#x12B;ba ir graujo�a. Ar �&#x101;du vibr&#x101;ciju ir labi vie�n&#x12B;gi p&#x101;rdot dv&#x113;seli s&#x101;tanam, "braukt pie joda", nevis gai�d&#x12B;t laim&#x12B;gu r&#x12B;tdienu, lai gan r&#x12B;tdiena var un tai vajag b&#x16B;t laim&#x12B;g&#x101;kai.</p><p>M&#x113;&#x123;in&#x101;sim vibr&#x113;t cit&#x101;di (2. variants):</p><p>&#x2756;��� m&#x12B;lest&#x12B;ba ir liela likte&#x146;a d&#x101;vana, es ar pateic&#x12B;bu pie&#x146;e�mu visu, kas man&#x101; dz&#x12B;v&#x113; ir bijis skaists, es ticu, ka r&#x12B;tdie�na b&#x16B;s prieka un laimes pilna;</p><p>&#x2756;��� tr&#x16B;kumi ir ar&#x12B; man, galvenais ir harmonija, kurai j&#x101;b&#x16B;t man&#x12B; pa�&#x101;, tad es slim&#x12B;gi nerea&#x123;&#x113;�u uz citu cilv&#x113;ku &#x12B;pat�n&#x12B;b&#x101;m;</p><p>&#x2756;��� vi&#x146;a (vi&#x146;as) gau�an&#x101;s (iekars&#x12B;gums utt.) vispirms trau�c&#x113; vi&#x146;ai (vi&#x146;am) pa�ai (pa�am), es grib&#x113;tu sev tuvam cilv&#x113;kam pal&#x12B;dz&#x113;t cit&#x101;m ac&#x12B;m paraudz&#x12B;ties uz da�&#x101;m liet&#x101;m;</p><p>&#x2756;��� varb&#x16B;t es izr&#x101;du par maz maiguma un g&#x101;d&#x12B;bas, un t&#x101;�p&#x113;c m&#x16B;su attiec&#x12B;bas pasliktin&#x101;s;</p><p>&#x2756;��� da�reiz ir der&#x12B;gi k&#x101;du laiku padz&#x12B;vot �&#x137;irti, lai atp&#x16B;s�tos no past&#x101;v&#x12B;g&#x101;s saskares, ir der&#x12B;gi mier&#x12B;g&#x101; gar&#x101; izv&#x113;r�t&#x113;t, ko m&#x113;s viens otram noz&#x12B;m&#x113;jam, atjaunot sp&#x113;kus, savest k&#x101;rt&#x12B;b&#x101; dv&#x113;seli, lai attiec&#x12B;bas k&#x13C;&#x16B;tu harmonis�k&#x101;kas;</p><p>&#x2756;��� es dz&#x12B;voju kop&#x101; ar sievu (v&#x12B;ru), t&#x101;p&#x113;c ka apst&#x101;k&#x13C;i pa�st&#x101;v&#x12B;gi m&#x101;ca mani b&#x16B;t paciet&#x12B;gam(-ai) pret cilv&#x113;kiem [laipnam(-ai), labest&#x12B;gam(-ai), ener&#x123;iskam(-ai), l&#x113;n&#x12B;gam(-ai), sapr&#x101;t&#x12B;gam(-ai), taisn&#x12B;gam(-ai)], saprast sevi un apk&#x101;rt&#x113;jo pasauli; es grib&#x113;tu saviem b&#x113;rniem b&#x16B;t par ieciet&#x12B;bas (laipn&#x12B;bas, labest&#x12B;bas utt.) paraugu, es gri�b&#x113;tu, lai sav&#x101; m&#x101;j&#x101; vi&#x146;i justos labi;</p><p>&#x2756;���� m&#x113;s esam da�&#x101;di cilv&#x113;ki: ac&#x12B;mredzot tie�i tur sl&#x113;pjas m&#x16B;su kopdz&#x12B;ves j&#x113;ga tas, kur� ir cit&#x101;ds nek&#x101; tu, j&#x101;sa�prot un j&#x101;pie&#x146;em, j&#x101;pan&#x101;k ar vi&#x146;u harmonija, j&#x101;m&#x113;�&#x123;ina uz pasauli paraudz&#x12B;ties caur partnera prizmu;</p><p>&#x2756;���� p&#x101;rest&#x12B;bas, ko nodar&#x101;m viens otram, r&#x101;da, cik maz sa�protam sevi un partneri, cik maz dz&#x12B;v&#x113; visp&#x101;r saj&#x113;�dzam.</p><p>Vibr&#x113;jot �&#x101;d&#x101; veid&#x101;, par zaud&#x113;t&#x101;ju nevar k&#x13C;&#x16B;t. Pat tad, ja p&#x113;c k&#x101;da laika jums tom&#x113;r n&#x101;ksies �&#x137;irties, j&#x16B;su dv&#x113;sele b&#x16B;s tik stipra, ka sp&#x113;s nov&#x113;l&#x113;t vien&#x12B;gi visu labu cilv&#x113;kam, ar kuru kop&#x101; noiets tik t&#x101;ls ce&#x13C;�. Bet tas ir &#x13C;od svar&#x12B;gi: nekr&#x101;t dv&#x113;sel&#x113; &#x13C;aunumu. Lai k&#x101;da b&#x16B;tu j&#x16B;su �&#x137;ir�an&#x101;s, vienm&#x113;r paturiet pr&#x101;t&#x101;, ka l&#x12B;dztekus pasaul&#x12B;gajam tais�n&#x12B;gumam ir debesu taisn&#x12B;gums, un tie�i saska&#x146;&#x101; ar Aug�st&#x101;ko taisn&#x12B;gumu viss ar&#x12B; notiek, ta�u cilv&#x113;ks ir dumj� un v&#x101;j�, vi&#x146;� ne vienm&#x113;r sp&#x113;j izprast Dieva ieceri.</p><p>Nedr&#x12B;kst �&#x137;irdes, ar skand&#x101;lu dalot kop&#x12B;go mantu, no�l&#x101;dot, nodarot otram p&#x101;rest&#x12B;bas un apvainojot otru cil�v&#x113;ku. Un to nedr&#x12B;kst dar&#x12B;t ne tikai mor&#x101;lu un &#x113;tisku ap�sv&#x113;rumu d&#x113;&#x13C;, bet ar&#x12B; t&#x101;p&#x113;c, ka j&#x16B;su kop&#x12B;g&#x101; karma p&#x113;c ener&#x123;&#x113;tiskajiem likumiem v&#x113;l gadu (gadu ilgs ener&#x123;iju nomai&#x146;as cikls l&#x12B;dz&#x12B;gi k&#x101; lapu nokri�ana kokam un jaunu lapu izaug�ana) p&#x113;c �&#x137;ir�an&#x101;s b&#x16B;s vienota, nedal&#x101;ma. T&#x101;�p&#x113;c, raidot savam biju�ajam v&#x12B;ram negat&#x12B;vas domas un l&#x101;stus, j&#x16B;s l&#x12B;dz ar to graujat gan sevi, gan vi&#x146;u. V&#x113;l nav zin&#x101;ms, vai �&#x12B;s nepatik�anas p&#x113;c gada beigsies, t&#x101;p&#x113;c j&#x16B;s varat uz visu atliku�o dz&#x12B;vi sevi nolemt vien&#x101;m vien&#x12B;g&#x101;m neveiksm&#x113;m un slim&#x12B;b&#x101;m. Un nevienu citu, iz&#x146;emot sevi, nevar&#x113;sit vainot.</p><p>V&#x113;lreiz atg&#x101;din&#x101;m: nodibinot ar k&#x101;du seksu&#x101;lu kon�taktu, j&#x16B;s izveidojat sp&#x113;c&#x12B;gu un netrauc&#x113;tu ener&#x123;ijas ap�mai&#x146;u. To var att&#x113;lot �&#x101;di: j&#x16B;su &#x137;erme&#x146;us savieno resna �&#x13C;&#x16B;tene, un pa to br&#x12B;vi pl&#x16B;st jebkuras ener&#x123;ijas, bet j&#x16B;s esat divi savienotie trauki.</p><p>Ja �&#x137;iroties nav iesp&#x113;jams vienoties ar labu, atdodiet visu, c&#x12B;n&#x12B;ties ir j&#x113;ga tikai par b&#x113;rnu interes&#x113;m, vi&#x146;iem j&#x101;dz&#x12B;vo kop&#x101; ar to no vec&#x101;kiem, uz kuru gulstas galven&#x101;s r&#x16B;pes un atbild&#x12B;ba par vi&#x146;iem. Atteik�an&#x101;s no materi&#x101;la�j&#x101;m priek�roc&#x12B;b&#x101;m jums turpm&#x101;k pav&#x113;rs liel&#x101;kas iesp&#x113;jas ieg&#x16B;t jaunu laimi, jo �aj&#x101; gad&#x12B;jum&#x101; j&#x16B;s sav&#x101; "r&#x12B;tdien&#x101;" nevelkat l&#x12B;dzi vakardienas diskomforta ener&#x123;iju.</p></section><section><title><p>&#x122;imenes dz&#x12B;ves harmonija</p></title><p>Attiec&#x12B;bas sadz&#x12B;v&#x113;</p><p>Sadz&#x12B;ves attiec&#x12B;b&#x101;s ar savu "pus&#x12B;ti" &#x12B;pa�i labs ir herm&#x113;�tiskais Polarit&#x101;tes princips. Ja &#x123;imenes ku&#x123;a harmonisko gaitu iztrauc&#x113;ju�i nikni neapmierin&#x101;t&#x12B;bas v&#x113;ji vai uz s&#x113;k&#x13C;a uzdzinusi viena laul&#x101;t&#x101; nemit&#x12B;g&#x101; kurn&#x113;�ana, &#x13C;aujiet ne�gat&#x12B;vajai ener&#x123;ijai sakoncentr&#x113;ties sp&#x113;c&#x12B;g&#x101; impuls&#x101;, bet p&#x113;c tam pievienojiet vibr&#x101;ciju ar pret&#x113;ju z&#x12B;mi. Viss �is impulss saska&#x146;&#x101; ar dabas likumiem p&#x101;rv&#x113;rt&#x12B;sies pozit&#x12B;v&#x101; celsmes ener&#x123;ij&#x101; (sk. gr&#x101;matas "Z&#x101;les dv&#x113;selei" tre�o no�da&#x13C;u). T&#x101; j&#x16B;s sp&#x113;sit konfliktu atrisin&#x101;t ar maz&#x101;m p&#x16B;l&#x113;m un abu sapra�an&#x101;s reakcijas ievad&#x12B;t stereotipu gultn&#x113;.</p><p>Piem&#x113;ram, sieva iedegusies un pau� neapmierin&#x101;t&#x12B;bu ar to, ka kaut ko neesat izdar&#x12B;jis vai esat izdar&#x12B;jis aplami. Uzklausiet vi&#x146;u, pats paliekot mier&#x12B;gs. Tas vi&#x146;u satracina v&#x113;l vair&#x101;k, vi&#x146;a s&#x101;k atcer&#x113;des visu, ko jebkad esat dar&#x12B;jis t&#x101;, k&#x101; nevajag. Cen�oties neiekaist, j&#x16B;s vi&#x146;ai pal&#x12B;dzat: "Tu v&#x113;l aizmirsi to un to gad&#x12B;jumu�" j&#x16B;s sak&#x101;t.</p><p>Kad kaisl&#x12B;bas ir nokait&#x113;tas l&#x12B;dz baltkv&#x113;lei, j&#x16B;s p&#x113;k�&#x146;i pieejat kl&#x101;t, vi&#x146;u cie�i apskaujat un sak&#x101;t: "Es tevi, d&#x101;rg&#x101;, dk &#x13C;oti m&#x12B;lu, tu man esi liela gudriniece, man bie�&#x101;k tevi j&#x101;klausa." Viss neg&#x101;cijas sp&#x113;ks uzreiz p&#x101;rtop par lielu m&#x12B;�lest&#x12B;bu. Ne�aubieties par to pat tad, ja sieva cent&#x12B;sies neizr&#x101;d&#x12B;t, cik &#x13C;oti main&#x12B;jies vi&#x146;as noska&#x146;ojums. Ticiet tas noteikti ir main&#x12B;jies. N&#x101;kamreiz jums pietiks sievu nosk&#x16B;pst&#x12B;t uz vaiga, lai briesto�&#x101; v&#x113;tra vi&#x146;as dv&#x113;sel&#x113; noplaktu, p&#x101;rtopot par vieglu vi&#x13C;&#x146;o�anos. T&#x101;d&#x113;j&#x101;di nostr&#x101;�d&#x101;s stereotips vienas ener&#x123;ijas p&#x101;rv&#x113;r�an&#x101;s par otru ener&#x123;iju. �o pa&#x146;&#x113;mienu var izmantot ar&#x12B; sievietes.</p><p>Ir bezj&#x113;dz&#x12B;gi un nav pat iesp&#x113;jams min&#x113;t piem&#x113;rus vi�siem dz&#x12B;ves gad&#x12B;jumiem.</p><p>Lai las&#x12B;t&#x101;js par&#x101;da izdomu �aj&#x101; proces&#x101;, galu gal&#x101; no t&#x101; ir atkar&#x12B;ga ne tikai vi&#x146;a, bet ar&#x12B; &#x123;imenes laime. No t&#x101;, cik liel&#x101; m&#x113;r&#x101; j&#x16B;su dv&#x113;sele ir harmoniska m&#x12B;lest&#x12B;b&#x101; un &#x123;imenes atdec&#x12B;b&#x101;s, visbie�&#x101;k ir atkar&#x12B;gi gan pan&#x101;kumi darb&#x101;, gan virz&#x12B;�an&#x101;s uz aug�u pa karjeras k&#x101;pn&#x113;m, gan veiksme visda�&#x101;d&#x101;ko jaut&#x101;jumu risin&#x101;�an&#x101;.</p><p>Atcer&#x113;simies, ka seksualit&#x101;te turkl&#x101;t ir ar&#x12B; rado�a ener�&#x123;ija! Ja m&#x12B;lest&#x12B;ba ir harmoniska, rado�&#x101; ener&#x123;ija tiek sti�mul&#x113;ta; ja m&#x12B;lest&#x12B;b&#x101; noris grau�ana un apspie�ana, tas pats notiek ar&#x12B; rado�ajos procesos. Ta�u nesteidzieties sa�v&#x101;s neveiksm&#x113;s vainot k&#x101;du citu. Vai j&#x16B;s pa�i m&#x12B;lest&#x12B;bas un &#x123;imenes attiec&#x12B;b&#x101;s esat biju�i pietiekami rado�i? Vai varb&#x16B;t j&#x16B;s rado�as izpausmes gaid&#x101;t no partnera?</p><p>Iegaum&#x113;jiet! Jo rado�&#x101;ks esat vis&#x101;s dz&#x12B;ves jom&#x101;s, jo j&#x16B;su rado�&#x101; ener&#x123;ija vairojas!</p></section><section><title><p id="AutBody_0bookmark71">M&#x12B;lest&#x12B;bas "paisumi" un "b&#x113;gumi"</p></title><p>Visam ir savs paisuma un b&#x113;guma ritms. Tas piln&#x12B;b&#x101; attiecas gan uz m&#x12B;&#x13C;oto cilv&#x113;ku attiec&#x12B;b&#x101;m, gan &#x123;imenes attiec&#x12B;b&#x101;m. Tas attiecas ar&#x12B; uz j&#x16B;su j&#x16B;t&#x101;m.</p><p>&#x13B;oti svar&#x12B;gi ir &#x12B;pa�i asu un niknuma pilnu j&#x16B;tu paisuma br&#x12B;d&#x12B; neapjukt, paman&#x12B;t, ko j&#x16B;t j&#x16B;su partneris, saglab&#x101;t savald&#x12B;bu un iej&#x16B;t&#x12B;bu. Turpm&#x101;ko savstarp&#x113;jo attiec&#x12B;bu harmoniska pamata veido�an&#x101; tas ir &#x13C;oti svar&#x12B;gi!</p><p>B&#x113;guma br&#x12B;d&#x12B;, k&#x101;ds iest&#x101;jas pat vissp&#x113;c&#x12B;g&#x101;kaj&#x101;s un vis�spilgt&#x101;kaj&#x101;s m&#x12B;&#x13C;oto cilv&#x113;ku j&#x16B;t&#x101;s, ir svar&#x12B;gi nenob&#x12B;ties no sava p&#x113;k�&#x146;&#x101; atsaluma, bet v&#x113;l jo vair&#x101;k no partnera atsa�luma. Tas ir j&#x101;pie&#x146;em k&#x101; dabisks st&#x101;voklis, j&#x101;dod iesp&#x113;ja sev un otram pakav&#x113;ties sev&#x12B;, nevajag uzb&#x101;zties ar mu&#x13C;�&#x137;&#x12B;giem jaut&#x101;jumiem: "K&#x101;p&#x113;c tu �odien klus&#x113;? Par ko tu dom&#x101;? Tu mani vairs nem&#x12B;li? Tev ir cita?" Noteikti uzrad&#x12B;sies cita, ja ar&#x12B; turpm&#x101;k b&#x16B;sit tik netaktiska.</p><p>J&#x101;pamekl&#x113; k&#x101;di maigi, izsmalcin&#x101;ti pa&#x146;&#x113;mieni, k&#x101; pie�v&#x113;rst v&#x12B;ra uzman&#x12B;bu, k&#x101; sag&#x101;d&#x101;t priec&#x12B;gus br&#x12B;�us cit&#x101;d&#x101; veid&#x101;: ar pat&#x12B;kamu sarunu, jaunu gar�&#x12B;gu malt&#x12B;ti, te&#x101;tra apmekl&#x113;jumu vai ciemo�anos.</p><p>Neb&#x16B;t uzm&#x101;c&#x12B;giem ne &#x12B;pa�as pacil&#x101;t&#x12B;bas, ne dzi&#x13C;as no�m&#x101;kt&#x12B;bas br&#x12B;�os, b&#x16B;t attur&#x12B;giem tas ir visk&#x101;rot&#x101;kais st&#x101;�voklis, k&#x101;du vien varat d&#x101;v&#x101;t partnerim, t&#x101; ir saj&#x16B;ta, ka vi&#x146;u saprot! Tas ir saist&#x12B;ts ar&#x12B; ar sava m&#x12B;&#x13C;ot&#x101; (vai m&#x12B;&#x13C;ot&#x101;s) j&#x16B;tu br&#x12B;v&#x12B;bas respekt&#x113;�anu.</p></section><section><title><p id="AutBody_0bookmark72">"Ko s&#x113;si, to p&#x13C;ausi"</p></title><p>M&#x12B;lest&#x12B;b&#x101;, t&#x101;pat k&#x101; jebkur&#x101; m&#x16B;su dz&#x12B;ves sf&#x113;r&#x101;, negroz&#x101;�mi darbojas C&#x113;lo&#x146;u un Seku likumi.</p><p>J&#x16B;s savulaik nepr&#x101;t&#x12B;gi bij&#x101;t iem&#x12B;l&#x113;jusies(-ies) �aj&#x101; v&#x12B;�riet&#x12B; (sieviet&#x113;). Kop� apprec&#x113;�an&#x101;s nemaz nav pag&#x101;jis tik daudz laika, bet saj&#x16B;sma ir noplakusi. V&#x113;l vair&#x101;k radusies saj&#x16B;ta, ka esat apkr&#x101;pti, ka kop&#x101; ar jums tagad dz&#x12B;vo nevis tas valdzino�ais, br&#x12B;ni�&#x137;&#x12B;gais, interesantais cilv&#x113;ks, bet visnejauk&#x101;ko &#x12B;pa�&#x12B;bu iemiesojums. Kur tad �&#x12B;s &#x12B;pa�&#x12B;bas radu�&#x101;s? Vai kur palicis viss labais? Pirm�c&#x113;lonis, k&#x101; parasti, mekl&#x113;jams j&#x16B;su uztver&#x113; un noska�&#x146;ojum&#x101;.</p><p>K&#x101; j&#x16B;s pret savu sievu iztur&#x113;j&#x101;ties pirms k&#x101;z&#x101;m? Bet tagad? K&#x101;da j&#x16B;s cent&#x101;ties izskat&#x12B;ties sava v&#x12B;rie�a ac&#x12B;s pirms k&#x101;z&#x101;m? Un tagad? "K&#x101; sauc, t&#x101; atskan," apgalvo sak&#x101;mv&#x101;rds. "Ko s&#x113;si, to p&#x13C;ausi."</p><p>K&#x101;p&#x113;c m&#x113;s dk maz r&#x16B;p&#x113;jamies par sevi: ko s&#x113;jam un k&#x101; atsaucamies? Ak, j&#x101;, m&#x113;s uzskat&#x101;m, ka sievai (v&#x12B;ram) m&#x16B;s j&#x101;pie&#x146;em un j&#x101;saprot t&#x101;dus, k&#x101;di esam! T&#x101;p&#x113;c uz�skat&#x101;m par nepiecie�amu visas darba un jebkuras citas nepatik�anas nest m&#x101;j&#x101;s, uzvelt t&#x101;s savai "pus&#x12B;tei" un v&#x113;l izr&#x101;d&#x12B;t sa�utumu, kad vi&#x146;� (vai vi&#x146;a) nev&#x113;las zel&#x113;t visus �os net&#x12B;rumus, kuri neattiecas uz j&#x16B;su person&#x12B;go attie�c&#x12B;bu sf&#x113;ru.</p><p>M&#x12B;lest&#x12B;ba ir pats svar&#x12B;g&#x101;kais m&#x16B;su dz&#x12B;ves temats! To nedr&#x12B;kst p&#x101;rv&#x113;rst par atkritumu kasti.</p><p>Jums bijusi &#x13C;oti gr&#x16B;ta diena. Dar&#x12B;jumu partneri pie�kr&#x101;pu�i, esat atlaists no darba, piln&#x12B;gi viss ir bijis slikti. Jums ir nedaudz j&#x101;atp&#x16B;�as un j&#x101;sakoncentr&#x113; jauni rado�ie sp&#x113;ki, ar skaidru, svaigas ener&#x123;ijas pilnu galvu j&#x101;pie&#x146;em svar&#x12B;gi l&#x113;mumi. Nop&#x113;rciet ziedus m&#x12B;&#x13C;otajai. Iem&#x101;cieties priec&#x101;ties par to gai�o j&#x16B;su dz&#x12B;ves sali&#x146;u, kuru vi&#x146;as per�son&#x101; esat iemantojis. Sakiet m&#x12B;&#x13C;otajai, ka jums ir zin&#x101;mas nepatik�anas, bet grib&#x113;tos �o vakaru velt&#x12B;t vi&#x146;ai. J&#x16B;s r&#x12B;�kosities gudri un l&#x12B;dz ar to b&#x16B;sit sp&#x113;c&#x12B;g&#x101;ks par saviem ienaidniekiem.</p><p>Ta�u nevajag m&#x12B;&#x13C;ot&#x101;s sievietes kl&#x101;tb&#x16B;tn&#x113; visu nakti dzert degv&#x12B;nu un lam&#x101;t p&#x101;ridar&#x12B;t&#x101;jus, likt vi&#x146;ai to visu noklaus&#x12B;ties un bezpal&#x12B;dz&#x12B;gi v&#x101;rt&#x12B;ties dub&#x13C;os. Nekas ne�paliek bez sek&#x101;m. �&#x101;da nakts v&#x113;l nosp&#x113;l&#x113;s savu graujo�o lomu j&#x16B;su attiec&#x12B;b&#x101;s, atsauksies uz j&#x16B;su vesel&#x12B;bu un j&#x16B;su dz&#x12B;vi.</p><p>To ir tik vienk&#x101;r�i saprast! Viss, kas ir graujo�s, var vie�n&#x12B;gi graut! K&#x101;p&#x113;c j&#x16B;s graujo�as ener&#x123;ijas no citas dz&#x12B;ves sf&#x113;ras p&#x101;rn&#x113;s&#x101;t uz &#x123;imenes sf&#x113;ru? Kas t&#x101; par &#x113;rm&#x12B;bu skat&#x12B;ties TV zi&#x146;as un dzert vakara t&#x113;ju?! Kas t&#x101; par riebekl&#x12B;bu lam&#x101;t politi&#x137;us, atrodoties gult&#x101; kop&#x101; ar iem&#x12B;�&#x13C;oto!</p><p>K&#x101;p&#x113;c m&#x16B;su m&#x12B;lest&#x12B;ba, m&#x16B;su &#x123;imene br&#x16B;k? T&#x101;p&#x113;c, ka m&#x113;s taj&#x101; n&#x101;kam ar sve�&#x101;m ener&#x123;ij&#x101;m un pat nepaman&#x101;m, k&#x101; saplos&#x101;m, novaz&#x101;jam un izn&#x12B;cin&#x101;m m&#x16B;su &#x123;imenes laimes harmonijas trauslo ener&#x123;iju. "K&#x101;di s&#x12B;kumi!" j&#x16B;s teiksit. Visa m&#x16B;su dz&#x12B;ve, &#x12B;pa�i &#x123;imenes dz&#x12B;ve, veidojas no s&#x12B;kumiem.</p><p>Paraugieties, cik viegli ir sabrad&#x101;t maigo m&#x12B;lest&#x12B;bas zie�du. No rila j&#x16B;s s&#x12B;kumu d&#x113;&#x13C; sastr&#x12B;d&#x113;j&#x101;ties. Dien&#x101; j&#x16B;s sa�r&#x16B;gtin&#x101;ja darb&#x101;. J&#x16B;s sev teic&#x101;t: "Viss v&#x113;r�as pret mani!" Un vakar&#x101; ierad&#x101;ties m&#x101;j&#x101;s k&#x101; uz kaujas lauku, ar v&#x113;l&#x113;��anos vismaz �eit nodibin&#x101;t savu k&#x101;rt&#x12B;bu. Bet j&#x16B;s gaid&#x12B;ja ar p&#x101;rest&#x12B;bas saj&#x16B;tu, ar jums grib&#x113;ja izl&#x12B;gt. B&#x16B;tu pieticis viena smaida, viena sirsn&#x12B;ga v&#x101;rda, lai j&#x16B;s atkal b&#x16B;tu lai�m&#x12B;gs. Ta�u j&#x16B;s bij&#x101;t tik nikns k&#x101; v&#x113;l nekad, skand&#x101;ls iz�dev&#x101;s varens. Abi palik&#x101;t pie p&#x101;rliec&#x12B;bas, ka m&#x101;j&#x101;s j&#x16B;s nesaprot, ka ac&#x12B;mredzot m&#x12B;lest&#x12B;bas nav�</p><p>Nu ko, tagad varat mekl&#x113;t savu nelaimju pseidoc&#x113;lo&#x146;us vec&#x101;kos, horoskopos, ban&#x101;los savstarp&#x113;jos p&#x101;rme�tumos� Bet j&#x16B;s glu�i vienk&#x101;r�i nepap&#x16B;l&#x113;j&#x101;ties padom&#x101;t par savu laimi k&#x101; par kaut ko t&#x101;du, kam nepiecie�ama r&#x16B;p&#x12B;ba un saudz&#x12B;ga attieksme. T&#x101;p&#x113;c ka m&#x12B;lest&#x12B;bas zieds ir galven&#x101; m&#x16B;su sp&#x113;ka, dz&#x12B;v&#x12B;bas ener&#x123;ijas, rado�&#x101;s un celsmes ener&#x123;ijas kr&#x101;tuve.</p><p>Pozit&#x12B;va attieksme pret savu "pus&#x12B;ti" ir nevis v&#x113;lama, bet piln&#x12B;gi nepiecie�ama, lai b&#x16B;tu laim&#x12B;gs un g&#x16B;tu pan&#x101;�kumus, lai b&#x16B;tu sp&#x113;c&#x12B;gs un vesel&#x12B;gs.</p><p>M&#x12B;lest&#x12B;ba ir &#x12B;pa�a dz&#x12B;ves sf&#x113;ra, to nedr&#x12B;kst sajaukt ne ar ko citu. Pat tad, ja kop&#x101; str&#x101;d&#x101;jat un esat dar&#x12B;jumu partneri, jums katr&#x101; zi&#x146;&#x101; j&#x101;vienojas, ka dar&#x12B;jumi un m&#x12B;�lest&#x12B;ba t&#x101;s ir divas da�&#x101;das dz&#x12B;ves, kur&#x101;s ir sp&#x113;k&#x101; at�&#x137;i�r&#x12B;gi sp&#x113;les noteikumi (sk. 2. noda&#x13C;u). Darba attiec&#x12B;b&#x101;m atv&#x113;liet &#x12B;pa�u laiku un vietu. Piln&#x12B;gi cit&#x101; viet&#x101; un cit&#x101; laik&#x101; viens otram esiet m&#x12B;&#x13C;otie.</p><p>Pozit&#x12B;vismam laul&#x101;to attiec&#x12B;b&#x101;s j&#x101;b&#x16B;t vienm&#x113;r, pat sma�gu str&#x12B;du br&#x12B;�os (kam gan t&#x101;di negad&#x101;s!). J&#x16B;s varat dusmoties, bet nedr&#x12B;kstat ien&#x12B;st. J&#x16B;s varat apvainoties, bet aizvainojums nedr&#x12B;kst k&#x101; smags, m&#x16B;�&#x12B;gs akmens uz�gulties sirdij.</p><p>Pozit&#x12B;va attieksme pret savu likte&#x146;a partneri t&#x101;, ja gribat, ir pozit&#x12B;va sava likte&#x146;a pie&#x146;em�ana, uztic&#x113;�an&#x101;s liktenim, tic&#x12B;ba Augst&#x101;kajiem sp&#x113;kiem, kuri j&#x16B;s vada, sar�g&#x101; un ar m&#x12B;lest&#x12B;bas starpniec&#x12B;bu pal&#x12B;dz saprast pa�as gal�ven&#x101;s paties&#x12B;bas par m&#x16B;su Pasaules iek&#x101;rtojumu.</p></section><section><title><p id="AutBody_0bookmark73">M&#x12A;LEST&#x12A;BAS ENER&#x122;IJA</p></title><p>M&#x113;s jau run&#x101;j&#x101;m par to, ka seksu&#x101;l&#x101; kontakta br&#x12B;d&#x12B; cilv&#x113;ki var apvienot savas karmas vai apmain&#x12B;ties ar karmiskaj&#x101;m ener&#x123;ij&#x101;m. J&#x16B;s atceraties, ka seksu&#x101;l&#x101; ener&#x123;ija cilv&#x113;kam dota ne tikai t&#x101;d&#x113;&#x13C;, lai vi&#x146;� g&#x16B;tu baudu, bet ar&#x12B; k&#x101; rado�a ener&#x123;ija, un t&#x101; ir j&#x101;izmanto paredz&#x113;tajam m&#x113;r&#x137;im.</p><p>Ja iebilstat pret sapr&#x101;t&#x12B;gumu &#x113;�an&#x101;, seks&#x101; un cit&#x101;s bau�d&#x101;s, ja uzskat&#x101;t, ka "dz&#x12B;ve dota tikai vienreiz un ir j&#x101;&#x146;em viss, ko t&#x101; sniedz", tad veriet �o gr&#x101;matu ciet, t&#x101; nav do�m&#x101;ta jums. Nekaitiniet sevi, dz&#x12B;vojiet t&#x101;, k&#x101; jums t&#x12B;k, j&#x16B;s esat br&#x12B;vs un varat r&#x12B;koties, k&#x101; v&#x113;laties.</p><p>Ta�u, ja patiesi gribat tikt skaidr&#x12B;b&#x101; par sav&#x101;m m&#x12B;lest&#x12B;�bas attiec&#x12B;b&#x101;m, tad jums noteikti pal&#x12B;dz&#x113;s tas, ko izlas&#x12B;sit, k&#x101; ir pal&#x12B;dz&#x113;jis daudziem citiem pirms jums.</p><p>Pal&#x16B;koties uz ierasto no cita redzes lenka tas ir lab&#x101;kais probl&#x113;mas risin&#x101;�anas pa&#x146;&#x113;miens.</p></section><section><title><p id="AutBody_0bookmark74">Karmas main&#x12B;�an&#x101;s seksu&#x101;lo kontaktu br&#x12B;�os</p></title><p>Harmonisk&#x101; laul&#x12B;b&#x101;, pateicoties laul&#x101;to ener&#x123;iju vie�not&#x12B;bai, abi pal&#x12B;dz viens otram deld&#x113;t karmu, v&#x113;l vair&#x101;k pats karmas p&#x101;rvar&#x113;�anas process noris maig&#x101;k, &#x101;tr&#x101;k, bet da�k&#x101;rt cilv&#x113;ki to visp&#x101;r nemana. Tad m&#x113;s sak&#x101;m, ka �is p&#x101;ris ir laim&#x12B;gs.</p><p>�&#x101;da maiga karmisko par&#x101;du deld&#x113;�ana aptver gan veiksmi dar&#x12B;jumos, gan visu sadz&#x12B;ves jaut&#x101;jumu risin&#x101;��anu, gan finan�u un vesel&#x12B;bas sf&#x113;ru. Pat tad, ja vienam partnerim pirms tik�an&#x101;s bijusi nopietna slim&#x12B;ba, laim&#x12B;g&#x101; laul&#x12B;b&#x101; t&#x101; var mazin&#x101;ties tikt&#x101;l, ka par to glu�i vienk&#x101;r�i aizmirst.</p><p>Ir labi zin&#x101;ms, ka nepatik�anas darb&#x101; viegl&#x101;k p&#x101;rdz&#x12B;�vot, ja ir laim&#x12B;ga &#x123;imene. Cilv&#x113;kiem, kuriem veicas m&#x12B;�lest&#x12B;b&#x101;, daudz ret&#x101;k gad&#x101;s &#x137;ibeles darb&#x101;. Divu cilv&#x113;ku harmoniskai ener&#x123;ijai piem&#x12B;t milz&#x12B;gs rado�s sp&#x113;ks, un t&#x101; labv&#x113;l&#x12B;gi ietekm&#x113; visas abu laul&#x101;to dz&#x12B;ves jomas.</p><p>Turpret&#x12B; ja laul&#x101;to attiec&#x12B;bas nav pietiekami harmonis�kas vi&#x146;i bie�i str&#x12B;das, slikti saprot viens otra vajadz&#x12B;bas, j&#x16B;t sap&#x12B;kumu un pat niknumu, tad abu partneru kar�misko ener&#x123;iju apvienojums nav tik veiksm&#x12B;gs. Iesp&#x113;�jams, ka notiek apmai&#x146;a ar slim&#x12B;b&#x101;m.</p><p>Piem&#x113;ram, v&#x12B;rietis, kuram kop� b&#x113;rn&#x12B;bas ir sirdskaite, p&#x113;c apprec&#x113;�an&#x101;s alla� skubina sievu, dusmojas, ja vi&#x146;a laik&#x101; netiek gal&#x101; ar m&#x101;jas darbiem. P&#x113;c pieciem gadiem sievai s&#x101;kas smagas sirdsl&#x113;kmes, turpret&#x12B; v&#x12B;rietis par savu kaiti ir pat aizmirsis.</p><p>Ko �&#x101;dos gad&#x12B;jumos dar&#x12B;t? J&#x101;m&#x101;c&#x101;s harmoniz&#x113;t savu dz&#x12B;vi. Katr&#x101; konkr&#x113;taj&#x101; gad&#x12B;jum&#x101; noteikti j&#x101;atrod kop�dz&#x12B;ves ener&#x123;&#x113;tiskais risin&#x101;jums. Nevad&#x101;mais ener&#x123;iju ap�mai&#x146;as process un vesel&#x12B;bas grau�ana ar sve�&#x101;m vibr&#x101;ci�j&#x101;m vienam no laul&#x101;tajiem var laup&#x12B;t dz&#x12B;v&#x12B;bu.</p><p>Nedr&#x12B;kst glu�i vienk&#x101;r�i paciest. Ja nok&#x101;rtot &#x123;imenes attiec&#x12B;bas un pan&#x101;kt harmoniju nav iesp&#x113;jams, lab&#x101;k ir iz�&#x137;irties, lai partneri nesare�&#x123;&#x12B;tu viens otra karmu. M&#x113;s nedom&#x101;jam dot ieteikumus visiem dz&#x12B;ves gad&#x12B;jumiem. Tie ir p&#x101;r&#x101;k individu&#x101;li.</p><p>Kas attiecas uz gad&#x12B;juma rakstura, nenok&#x101;rtotiem sek�su&#x101;lajiem kontaktiem, karmisk&#x101; apmai&#x146;a tajos m&#x113;dz b&#x16B;t visai savdab&#x12B;ga.</p><p>Jo sp&#x113;c&#x12B;g&#x101;ka ir m&#x12B;lest&#x12B;bas, kaisles ener&#x123;ija un v&#x113;l&#x113;�an&#x101;s vienam otru ieg&#x16B;t, jo vair&#x101;k j&#x16B;s iespie�aties partnera karm&#x101; un absol&#x16B;ti neprognoz&#x113;jami apmain&#x101;ties ar karmisko inform&#x101;ciju.</p><p>Jo vair&#x101;k jums seksa partneru, jo liel&#x101;ka ir iesp&#x113;ja iek&#x13C;&#x16B;t sve�&#x101;s negat&#x12B;v&#x101;s vibr&#x101;cij&#x101;s, lai gan dro�i vien var ietr&#x101;p&#x12B;t ar&#x12B; sve�&#x101; veiksm&#x113;. &#x12B;pa�i lielas briesmas saind&#x113;ties ar sve�u karmu ir vienlaic&#x12B;gos v&#x113;trainos sakaros. Ja jums ir vair&#x101;ki partneri, tad b&#x16B;s lab&#x101;k, ja tie ir past&#x101;v&#x12B;gi partneri.</p><p>Past&#x101;v&#x12B;go kontaktu laik&#x101; noris zin&#x101;ma ener&#x123;iju ap�mai&#x146;as procesu harmoniz&#x101;cija, un j&#x16B;s, lai cik d&#x12B;vaini tas b&#x16B;tu, uz&#x146;emat tikai to, kas atbilst j&#x16B;su karmiskajiem uzdevumiem. T&#x101;p&#x113;c sve�as karmas iespie�an&#x101;s procesa graujo�&#x101; ietekme nedaudz mazin&#x101;s. Tom&#x113;r briesmas pa�lielin&#x101;s cit&#x101; pl&#x101;ksn&#x113;.</p><p>No r&#x12B;ta tik&#x101;ties ar m&#x12B;&#x13C;&#x101;ko, vakar&#x101; j&#x16B;su r&#x12B;c&#x12B;b&#x101; ir sieva. Dro�i vien j&#x16B;taties k&#x101; "spicais" z&#x113;ns� Ta�u paraudz&#x12B;simies uz situ&#x101;ciju no cita rakursa: abas sievietes, ja ari nezina noteikti, tad katr&#x101; zi&#x146;&#x101; nojau� par otras eksistenci. "K&#x101; tas iesp&#x113;jams?" j&#x16B;s jaut&#x101;sit. &#x13B;oti vienk&#x101;r�i. Sve�as ener&#x123;ijas kl&#x101;tb&#x16B;tni sav&#x101; seksa partner&#x12B; sp&#x113;j&#x12B;gi fiks&#x113;t piln&#x12B;gi visi. Ta�u daudzi negrib to iev&#x113;rot, cerot, ka vi&#x146;iem tas tikai t&#x101; �&#x137;iet (vai cerot laul&#x101;to notur&#x113;t &#x123;imen&#x113;).</p><p>T&#x101;tad visi nojau�, bet tas nevairo labas un rado�as j&#x16B;tas. Visbie�&#x101;k divu s&#x101;ncen�u ener&#x123;ijas ir pret&#x113;jas, agres&#x12B;vas, v&#x113;r�stas uz to, lai otru izn&#x12B;cin&#x101;tu, izdz&#x12B;tu, lai j&#x16B;s piln&#x12B;b&#x101; p&#x101;r�&#x146;emtu sav&#x101; var&#x101;. �&#x12B;s divas savstarp&#x113;ji ploso�as ener&#x123;ijas tagad mitin&#x101;s jums iek�ien&#x113;. V&#x12B;rie�iem, kuri piekopj dubultu dz&#x12B;vi, parasti nov&#x113;rojamas da�&#x101;das uro&#x123;enit&#x101;l&#x101;s slim&#x12B;bas.</p><p>Tie�i tas pats notiek ar&#x12B; ar sieviet&#x113;m, kur&#x101;m ir dubulta (tr&#x12B;sk&#x101;r�a utt.) seksu&#x101;l&#x101; dz&#x12B;ve.</p><p>Turkl&#x101;t, t&#x101;pat k&#x101; venerisko slim&#x12B;bu gad&#x12B;jum&#x101;, agres&#x12B;v&#x101;s ener&#x123;ijas ar p&#x101;rn&#x113;s&#x101;t&#x101;ja pal&#x12B;dz&#x12B;bu var nodot t&#x101;l&#x101;k. No r&#x12B;ta esat kop&#x101; ar m&#x12B;&#x13C;&#x101;ko, vakar&#x101; ar sievu. D&#x101;mas viena otru neieredz. Rezult&#x101;t&#x101;: sievai dzemdes audz&#x113;js, m&#x12B;�&#x13C;&#x101;kajai oln&#x12B;cas cista.</p><p>Seksu&#x101;lajam kontaktam j&#x101;b&#x16B;t saisdtam tikai ar pozit&#x12B;�v&#x101;m emocij&#x101;m. Ja laul&#x101;tie kop&#x101; nodz&#x12B;voju�i 10 20 gadus un visus �os gadus sieviete pret seksu nav izjutusi neko citu k&#x101; vien&#x12B;gi riebumu, abiem laul&#x101;tajiem noteikti b&#x16B;s t&#x101;s vai citas ar im&#x16B;nsist&#x113;mu vai mugurkaulu saist&#x12B;tas sli�m&#x12B;bas.</p><p>Diem�&#x113;l ne jau katrs cilv&#x113;ks ir korekts attieksm&#x113; pret laul&#x101;to uztic&#x12B;bu. Ko dar&#x12B;t, ja jums gad&#x12B;jies �&#x101;ds gr&#x113;ks? Vai ir iesp&#x113;jams att&#x12B;r&#x12B;ties no karmas, kura var&#x113;ja pielipt jums? Ir.</p><p>Klasisk&#x101;s jogas vingrin&#x101;jums, ja to praktiz&#x113;sit m&#x113;nesi, &#x13C;aus att&#x12B;r&#x12B;des no gad&#x12B;juma rakstura seksu&#x101;la kontakta lai�k&#x101; iemantot&#x101;m sve�&#x101;m ener&#x123;ij&#x101;m.</p><p id="AutBody_0bookmark75">Vingrin&#x101;jums An&#x101;l&#x101; sl&#x113;dz&#x113;jmusku&#x13C;a ritmiska savilk�ana</p><p>Vingrin&#x101;jumu lab&#x101;k izpild&#x12B;t st&#x101;vus, k&#x101;jas kop&#x101;, rokas gar s&#x101;niem.</p><p>Katrs an&#x101;l&#x101; sl&#x113;dz&#x113;jmusku&#x13C;a sec&#x12B;gas savilk�anas un at�br&#x12B;vo�anas gr&#x16B;diens pace&#x13C; iek�&#x113;jo ener&#x123;iju l&#x12B;dz noteiktam l&#x12B;menim. Sieviet&#x113;m nepiecie�ami pieci gr&#x16B;dieni, lai pl&#x16B;s�mu paceltu l&#x12B;dz pakausim, v&#x12B;rie�iem �etri.</p><p>Gr&#x16B;dienu starplaik&#x101; &#x101;nuss piln&#x12B;b&#x101; j&#x101;atsl&#x101;bina.</p><p>P&#x113;c katras s&#x113;rijas (v&#x12B;rie�iem tie ir �etri gr&#x16B;dieni, sievie�t&#x113;m pieci) j&#x101;b&#x16B;t saj&#x16B;tai, ka galvu piepilda aug�upejo�a ener&#x123;ijas pl&#x16B;sma.</p><p>P&#x113;c tam j&#x101;atsl&#x101;bin&#x101;s, &#x101;nuss nedaudz j&#x101;nofiks&#x113;, j&#x101;izdara mier&#x12B;ga un l&#x113;na izelpa, sekojot tam, k&#x101; t&#x12B;r&#x101; ener&#x123;ija iz�pl&#x16B;st pa visu &#x137;ermeni.</p><p>Ieteicams vingrin&#x101;jumu izdar&#x12B;t divas reizes dien&#x101;: no r&#x12B;tiem un vakaros 2-5 gr&#x16B;dienu s&#x113;rijas.</p><p>�im vingrin&#x101;jumam ir t&#x12B;ro�a un nostiprino�a iedarb&#x12B;ba. Tas ar&#x12B; veicina uro&#x123;enit&#x101;l&#x101;s sf&#x113;ras slim&#x12B;bu nov&#x113;r�anu. B&#x16B;s labi, ja �o vingrin&#x101;jumu izdar&#x12B;sit p&#x113;c r&#x12B;tarosmes, kas ap�rakst&#x12B;ta gr&#x101;mat&#x101; "Z&#x101;les dv&#x113;selei".</p><p>�o t&#x12B;ro�o vingrin&#x101;jumu ieteicams izdar&#x12B;t ar&#x12B; tad, ja p&#x113;c ilgiem kopdz&#x12B;ves gadiem esat iz�&#x137;&#x12B;ru�ies ar seksa partneri vai laul&#x101;to.</p></section><section><title><p id="AutBody_0bookmark76">Sastinguma ener&#x123;ija</p></title><p>�&#x137;ir�an&#x101;s stresu cilv&#x113;kam nekad nav viegli p&#x101;rdz&#x12B;vot. Pat tad, ja pats esat bijis iniciators, j&#x16B;s neatst&#x101;j nom&#x101;co�a, skum&#x12B;ga zaud&#x113;juma saj&#x16B;ta, vainas apzi&#x146;a un �aubas par to, vai l&#x113;mums bijis pareizs. Par to nav j&#x101;br&#x12B;n&#x101;s, jo j&#x16B;su m&#x12B;&#x13C;ot&#x101; cilv&#x113;ka ener&#x123;ija, kas palikusi �&#x16B;nu atmi&#x146;&#x101;, aicina un velk pie sevis.</p><p>Tiek uzskat&#x12B;ts, ka seksa partneru ener&#x123;ijas dabisk&#x101; vei�d&#x101; atbr&#x12B;vojas viena no otras triju l&#x12B;dz septi&#x146;u gadu laik&#x101; p&#x113;c piln&#x12B;gas iz�&#x137;ir�an&#x101;s (kad vi&#x146;i vairs nedz&#x12B;vo zem viena jumta).</p><p>Fiziolo&#x123;isk&#x101; cikla gait&#x101; sieviet&#x113;m trijos gados un v&#x12B;�rie�iem �etros gados organism&#x101; piln&#x12B;b&#x101; nomain&#x101;s asins sast&#x101;vs. Astrolo&#x123;iskais septi&#x146;u gadu cikls ir laiks, kur&#x101; ener&#x123;ijas piln&#x12B;b&#x101; atjaunojas smalkaj&#x101;, &#x113;teriskaj&#x101; l&#x12B;men&#x12B;.</p><p>Cilv&#x113;ki var neredz&#x113;ties jau vair&#x101;kus gadus, var dz&#x12B;vot katrs sav&#x101; pasaules mal&#x101;, bet ener&#x123;ijas, ko vi&#x146;i atst&#x101;ju�i viens otr&#x101;, joproj&#x101;m past&#x101;v un laiku pa laikam atg&#x101;dina par sevi. Ja tiek izdar&#x12B;ti P&#x12B;tera Keldera ieteiktie vingri�n&#x101;jumi (sk. gr&#x101;matu "Z&#x101;les dv&#x113;selei") un veikti iepriek� min&#x113;tie t&#x12B;r&#x12B;�anas vingrin&#x101;jumi, tad gada laik&#x101; p&#x113;c iz�&#x137;ir��an&#x101;s biju�ie partneri piln&#x12B;b&#x101; atbr&#x12B;vojas no ener&#x123;&#x113;tisk&#x101;s atkar&#x12B;bas.</p><p>Izplat&#x12B;tais viedoklis, ka, iz�&#x137;iroties ar vienu partneri, t&#x16B;l&#x12B;t steidzami vajag ieg&#x16B;t n&#x101;kamo, lai "velnu izdz&#x12B;tu ar belcebulu", pa�os pamatos ir nepareizs. &#x13B;aut sev&#x12B; sadur�ties t&#x101;du divu partneru ener&#x123;ij&#x101;m, ar kuriem jums ir para�l&#x113;la seksu&#x101;l&#x101; dz&#x12B;ve, ir visnota&#x13C; b&#x12B;stami vesel&#x12B;bai, par ko m&#x113;s jau run&#x101;j&#x101;m.</p><p>Ener&#x123;&#x113;tiski nevainojama uzved&#x12B;ba princip&#x101; paredz vienu seksa partneri. V&#x113;l vair&#x101;kp&#x113;c iz�&#x137;ir�an&#x101;s ar vienu partneri ieteicama zin&#x101;ma attur&#x113;�an&#x101;s no seksu&#x101;laj&#x101;m attiec&#x12B;b&#x101;m t&#x101;du laiku, kas atbilst j&#x16B;su l&#x12B;dz�in&#x113;jo sakaru ilgumam: no viena m&#x113;ne�a l&#x12B;dz pusgadam, ja l&#x12B;dz�in&#x113;jais sakars (past&#x101;v&#x12B;gs vai epizodisks) ildzis l&#x12B;dz trim gadiem; aptuveni vienu gadu, ja vair&#x101;k nek&#x101; tr&#x12B;s gadus.</p><p>Attur&#x12B;bas laik&#x101; ieteicams savest k&#x101;rt&#x12B;b&#x101; gan savas do�mas un j&#x16B;tas, gan &#x137;erme&#x146;a saj&#x16B;tas un �&#x16B;nu atmi&#x146;u.</p><p>Bez attiec&#x12B;ga att&#x12B;r&#x12B;�anas darba pat atsevi�&#x137;s seksu&#x101;lais kontakts var saglab&#x101;t savu ener&#x123;iju partnera &#x137;ermen&#x12B; l&#x12B;dz septi&#x146;iem gadiem un pat ilg&#x101;k (tajos gad&#x12B;jumos, kad cil�v&#x113;ki negrib to aizmirst).</p><p>Att&#x12B;r&#x12B;�anas noteikumu neiev&#x113;ro�ana noved pie graujo��iem procesiem, kas skar ne tikai pa�a vesel&#x12B;bu, bet ar&#x12B; j&#x16B;su jauno partneru vesel&#x12B;bu, j&#x16B;su attiec&#x12B;bas ar vi&#x146;iem, apk&#x101;rt&#x113;jiem cilv&#x113;kiem un b&#x113;rniem. B&#x113;rniem tas izpau�as k&#x101; nevad&#x101;mas emocion&#x101;las eksplozijas un v&#x101;jas sekmes m&#x101;c&#x12B;b&#x101;s. Pieaugu�ajiem k&#x101; neveiksmes darb&#x101;, dar&#x12B;ju�mos.</p><p>Pal&#x16B;koju�ies apk&#x101;rt, pav&#x113;roju�i savu draugu un pazi&#x146;u likte&#x146;us, j&#x16B;s visam teiktajam atrad&#x12B;sit daudzus apstipri�n&#x101;jumus.</p><p>Dro�i vien nav slikti ar skubu baud&#x12B;t dz&#x12B;vi. Bet nu jums j&#x101;izv&#x113;las v&#x113;traina, piedz&#x12B;vojumiem pilna dz&#x12B;ve, ta�u bez t&#x101;s laimes, par kuru tiek sap&#x146;ots, no vienas puses, vai dz&#x12B;ve ar klusuma un vientul&#x12B;bas br&#x12B;�iem, bet ar laimes un &#x12B;sta dv&#x113;seles prieka sasnieg�anu, no otras puses. Fak�tiski nav t&#x101;du cilv&#x113;ku, kas izv&#x113;l&#x113;tos pirmo variantu. Katrs ir gatavs nedaudz paciesties, lai iemantotu savu &#x12B;sto laimi. Faktiski ikviens dod priek�roku nevis int&#x12B;mo sakaru dau�dzumam, bet kvalit&#x101;tei. Ta�u cik bie�i sapr&#x101;ts klus&#x113;, kad asin&#x12B;s kv&#x113;lo dzi&#x146;u uguns.</p><p>Saska&#x146;&#x101; ar herm&#x113;tisko Ritma principu cilv&#x113;ks dien&#x101; ir akt&#x12B;vs, bet nakt&#x12B; vi&#x146;am j&#x101;atp&#x16B;�as. Cilv&#x113;ks, ja vi&#x146;� ir &#x12B;pa�i akt&#x12B;vs, var negul&#x113;t ar&#x12B; tr&#x12B;s diennaktis, bet p&#x113;c tam vi&#x146;am tom&#x113;r nepiecie�ama atp&#x16B;ta. T&#x101;pat notiek ar&#x12B; dz&#x12B;ves pe�riodos: v&#x113;trainu aktivit&#x101;ti, kad cilv&#x113;kam j&#x101;sasprindzina visi sp&#x113;ki, nomaina klusuma periods.</p><p>Klusums bie�i tiek uztverts k&#x101; sastingums, ta�u taj&#x101; ir k&#x101;ds interesants moments. Ja miera, piespiedu bezdar�b&#x12B;bas period&#x101; cilv&#x113;ks ir sp&#x113;j&#x12B;gs ieskat&#x12B;ties sev&#x12B;, p&#x101;rdom&#x101;t savu dz&#x12B;vi, nov&#x113;rt&#x113;t savu r&#x12B;c&#x12B;bu, izprast savas v&#x113;lmes, tad miera periods k&#x13C;&#x16B;s par jaunu platformu svaigu sp&#x113;ku uzkr&#x101;�anai, jauniem pl&#x101;niem. Un tad �&#x137;ietam&#x101; miera pe�riods &#x12B;sten&#x12B;b&#x101; cilv&#x113;kam ir gar&#x12B;gas aktivit&#x101;tes laiks.</p><p>P&#x113;c �&#x101;da "sastinguma" v&#x113;rojams ener&#x123;&#x113;tisks pac&#x113;lums. Bie�i tas ir saist&#x12B;ts ar profesion&#x101;lu izaugsmi, ar jaunu ideju un veiksm&#x12B;gu risin&#x101;jumu atra�anu. Cilv&#x113;ks j&#x16B;t, ka vi&#x146;� ir izaudzis, ieguvis jaunu, dzi&#x13C;&#x101;ku izpratni par dz&#x12B;vi, ga�r&#x12B;gi nostiprin&#x101;jies, k&#x13C;uvis sp&#x113;c&#x12B;g&#x101;ks un gudr&#x101;ks.</p><p>T&#x101;p&#x113;c period&#x101;, kad piev&#x113;r�aties savai dv&#x113;selei, jums paveras iesp&#x113;ja daudz ko paveikt n&#x101;kam&#x101;s personisk&#x101;s laimes lab&#x101;. Ja dz&#x12B;v&#x113;, m&#x12B;lest&#x12B;b&#x101; kaut kas nav izdevies, la�b&#x101;k ir k&#x101;du laiku pab&#x16B;t vienam, pozit&#x12B;vi p&#x101;rdom&#x101;t savu pieredzi, no jauna izpl&#x101;not to, kas tika k&#x101;rots. Iesp&#x113;jams, ir v&#x113;rts izv&#x113;rt&#x113;t savus uzskatus par &#x123;imeni un seksu&#x101;laj&#x101;m attiec&#x12B;b&#x101;m. Tas ir taisni nepiecie�ams t&#x101;d&#x113;&#x13C;, lai neizdar&#x12B;tu l&#x12B;dz&#x12B;gas k&#x13C;&#x16B;das.</p><p>Cilv&#x113;ks vienm&#x113;r programm&#x113; savu dz&#x12B;vi. Diem�&#x113;l gan�dr&#x12B;z vienm&#x113;r vi&#x146;� to dara neapzin&#x101;ti.</p><p>Vis&#x101;m dom&#x101;m un domi&#x146;&#x101;m, vis&#x101;m �aub&#x101;m un priek��nojaut&#x101;m, vis&#x101;m mu&#x13C;&#x137;&#x12B;gaj&#x101;m fant&#x101;zij&#x101;m visam piem&#x12B;t ener&#x123;ija. �&#x12B; ener&#x123;ija koncentr&#x113;jas vienuviet k&#x101; m&#x101;ko�n&#x12B;tis. Sasniedzis noteiktu "kridsko masu", �is "m&#x101;kon&#x12B;tis" materializ&#x113;jas. J&#x16B;s ieg&#x16B;stat v&#x113;lamo.</p><p>Un tad k&#x13C;&#x16B;st skaidrs, ka to j&#x16B;s nepavisam neesat grib&#x113;�ju�i. Ta�u atcer&#x113;simies visas j&#x16B;su j&#x16B;tas un v&#x113;lmes, nejau�&#x101;s domas, "priek�nojautas" un bailes, k&#x101; ar&#x12B; daudz&#x101;s, turkl&#x101;t visda�&#x101;d&#x101;k&#x101;s �aubas par attiec&#x12B;go jaut&#x101;jumu. Atsauku�i to visu atmi&#x146;&#x101;, j&#x16B;s dr&#x12B;z vien saprat&#x12B;sit, ka ir materializ&#x113;ju�&#x101;s visas t&#x101;s idejas, kuru ener&#x123;iju tik r&#x16B;p&#x12B;gi kr&#x101;j&#x101;t.</p><p>Lai lietprat&#x12B;gi veiktu programm&#x113;�anu, ir ne tikai pareizi j&#x101;veido savas domas. T&#x101; prasa ar&#x12B; daudz ener&#x123;ijas, jo stin�gri j&#x101;kontrol&#x113; noska&#x146;ojums un apzi&#x146;a nenogursto�i j&#x101;�notur pozit&#x12B;v&#x101; st&#x101;vokl&#x12B;.</p><p>T&#x101;tad "sastinguma" laiks ir visnota&#x13C; piem&#x113;rots �&#x101;dam sare�&#x123;&#x12B;tam iek�&#x113;jam darbam. Vienatn&#x113; pavad&#x12B;tais laiks &#x13C;aus ielikt savas n&#x101;kam&#x101;s laimes pamatus, p&#x101;rvar&#x113;t iek�&#x113;�j&#x101;s karmisk&#x101;s probl&#x113;mas. Un tad laime noteikti atn&#x101;ks, tie�i t&#x101;da laime, par k&#x101;du sap&#x146;ojat!</p></section><section><title><p id="AutBody_0bookmark77">M&#x12A;LEST&#x12A;BAS KARMAS P&#x100;RVAR&#x112;�ANA Negat&#x12B;va karma m&#x12B;lest&#x12B;b&#x101;</p></title><p>Cik bie�i par negat&#x12B;vu karmu m&#x12B;lest&#x12B;b&#x101; d&#x113;v&#x113;jam savu analfab&#x113;tismu, izlaid&#x12B;bu, izdab&#x101;�anu mirk&#x13C;a iegrib&#x101;m! M&#x113;s esam gatavi tai uzvelt ar&#x12B; savu neaudzin&#x101;t&#x12B;bu, rupj&#x12B;�bu, nev&#x113;r&#x12B;bu pret m&#x12B;&#x13C;otajiem, nev&#x113;l&#x113;�anos atteikties kaut no vienas d&#x12B;vain&#x12B;bas, nev&#x113;l&#x113;�anos par&#x101;d&#x12B;t pretimn&#x101;k�a�nu, neprasmi ar v&#x101;rdu, smaidu, r&#x12B;c&#x12B;bu sag&#x101;d&#x101;t prieku.</p><p>Un tom&#x113;r negat&#x12B;va karma m&#x12B;lest&#x12B;b&#x101; past&#x101;v. K&#x101;ds to sauc par "bezlaul&#x12B;bas aubi" un m&#x113;&#x123;ina "no&#x146;emt". Ta�u nav t&#x101;das karmas, no kuras var&#x113;tu atbr&#x12B;voties ar "no&#x146;em��anu". Energoterapeits, psihologs, parapsihologs var vie�n&#x12B;gi pal&#x12B;dz&#x113;t cilv&#x113;kam atdst&#x12B;t sev&#x12B; t&#x101;s ener&#x123;ijas, kuru vi�&#x146;am pietr&#x16B;kst, vai atbr&#x12B;voties no t&#x101;diem ener&#x123;&#x113;tiskajiem st&#x101;vok&#x13C;iem, kuri trauc&#x113; iemantot laimi m&#x12B;lest&#x12B;b&#x101;. Un to�m&#x113;r ar karmas par&#x101;da dz&#x113;�anu saist&#x12B;tais galvenais darbs j&#x101;veic pa�a cilv&#x113;ka dv&#x113;sel&#x113;.</p><p>M&#x113;s jau run&#x101;j&#x101;m par to, ka karma nav sods. Karma k&#x101; nelabv&#x113;l&#x12B;gi dz&#x12B;ves apst&#x101;k&#x13C;i dota t&#x101;d&#x113;&#x13C;, lai m&#x113;s apzin&#x101;tos noteiktus Visuma likumus, kurus esam p&#x101;rk&#x101;pu�i vai tur�pin&#x101;m p&#x101;rk&#x101;pt. "Bezlaul&#x12B;bas aube tiek no&#x146;emta" tad, kad p&#x113;k�&#x146;i saprotat visiem kop� b&#x113;rn&#x12B;bas zin&#x101;mo paties&#x12B;bu.</p><p>Tas n&#x101;k k&#x101; insaits, moment&#x101;na apskaidr&#x12B;ba galv&#x101;, kad Pasaule p&#x113;k�&#x146;i ieg&#x16B;st jaunas kr&#x101;sas un jaunu j&#x113;gu.</p><p>J&#x16B;s sevi uzskat&#x12B;j&#x101;t par negl&#x12B;tu, bet p&#x113;k�&#x146;i saprotat, ka cilv&#x113;ku dai&#x13C;u dara ne tik daudz &#x101;r&#x113;jais, cik iek�&#x113;jais skais�tums. J&#x16B;s saprotat, ka jums piem&#x12B;t �&#x101;ds skaistums, cilv&#x113;ki draudz&#x12B;g&#x101; sarun&#x101; un pat nejau�&#x101; v&#x101;rdu p&#x101;rmai&#x146;&#x101; piev&#x113;r� jums uzman&#x12B;bu. Koncertos, izst&#x101;d&#x113;s jums n&#x101;k kl&#x101;t, ar jums sarun&#x101;jas, jo saj&#x16B;t j&#x16B;su dv&#x113;seles neatk&#x101;rtojamo skaistumu. (T&#x101;p&#x113;c ka j&#x16B;s pad tagad to saj&#x16B;tat un nesat sev&#x12B;, izstarojot uz &#x101;ru!)</p><p>J&#x16B;s j&#x16B;tat laimes tuvo�anos. T&#x101; ir kaut kur l&#x12B;dz&#x101;s, �&#x137;iet, jau saman&#x101;ma t&#x101;s elpa. Ir svar&#x12B;gi �o br&#x12B;di neaizbaid&#x12B;t, iegaum&#x113;t, �o saj&#x16B;tu patur&#x113;t, atcer&#x113;ties. J&#x16B;s pade�&#x101;m dr&#x12B;z b&#x16B;sit laim&#x12B;ga.</p><p>V&#x12B;rietim neveicas m&#x12B;lest&#x12B;b&#x101;, vi&#x146;� satiek vienas vien&#x12B;gas skaistas tuk�paures, kuras p&#x113;c tam veiksm&#x12B;gi vi&#x146;u kr&#x101;pj ar citiem. Un p&#x113;k�&#x146;i vi&#x146;� pats sev saka: "Man apniku�as �&#x12B;s vienas nakts skaistules, kaut man&#x101; dz&#x12B;v&#x113; uzrastos sieviete, pat ar b&#x113;rnu, bet lai ar vi&#x146;u veidotos sirsn&#x12B;gas, nopietnas attiec&#x12B;bas. Es gribu par k&#x101;du g&#x101;d&#x101;t, audzin&#x101;t b&#x113;rnus, gribu, lai k&#x101;ds par mani dom&#x101;, vakaros gaida p&#x101;rn&#x101;kam no darba�"</p><p>Zin&#x101;mu laiku saglab&#x101;jas ap&#x101;tija pret visu l&#x12B;dz�in&#x113;jo v&#x113;t�raino dz&#x12B;vi. V&#x12B;rietis vair&#x101;s no draugiem, cen�as vair&#x101;k b&#x16B;t viens. Visbeidzot s&#x101;k dom&#x101;t, vai tikai t&#x101; nav depresija. Ta�u, p&#x101;rbaud&#x12B;jis j&#x16B;tas, skaidri zina, ka ir uz�&#x137;&#x12B;ris jaunu dz&#x12B;ves lappusi un t&#x101;s priek�&#x101; j&#x16B;tas labi, vi&#x146;� nojau�, kas taj&#x101; j&#x101;ieraksta. Vi&#x146;� b&#x12B;stas aizbaid&#x12B;t �o br&#x12B;ni�&#x137;&#x12B;go saj&#x16B;tu, vi&#x146;� dz&#x12B;vo laimes gaid&#x101;s. Un laime noteikti atn&#x101;ks.</p><p>J&#x16B;su iem&#x12B;&#x13C;otais ir prec&#x113;jies, j&#x16B;s tiekaties jau daudzus gadus, saprotat, ka vi&#x146;a &#x123;imene faktiski neeksist&#x113;, dus�mojaties par to, ka vi&#x146;� �aj&#x101; situ&#x101;cij&#x101; nesp&#x113;j pie&#x146;emt dros�m&#x12B;gu l&#x113;mumu. Tas velkas tik ilgi, bet j&#x16B;s v&#x113;l&#x113;tos &#x123;imeni un b&#x113;rnus. "K&#x101;p&#x113;c turos pie �&#x101; m&#x12B;kstmie�a�" jau kuro reizi nodom&#x101;jat.</p><p>Un p&#x113;k�&#x146;i saprotat, ka patie�&#x101;m nesp&#x113;jat vi&#x146;a viet&#x101; iedom&#x101;ties nevienu citu. "Lai b&#x16B;tu kas b&#x16B;dams," j&#x16B;s no�lemjat un nemekl&#x113;jat vi&#x146;am aizst&#x101;j&#x113;ju, neuztraucaties par savu divdom&#x12B;go st&#x101;vokli. "Es patie�&#x101;m m&#x12B;lu �o cilv&#x113;ku, esmu laim&#x12B;ga jau t&#x101;p&#x113;c vien, ka vi&#x146;� ir." Kaut kas ir noticis, to gr&#x16B;ti izskaidrot, bet likte&#x146;a p&#x101;rmai&#x146;as jau iez&#x12B;m&#x113;ju�&#x101;s, jo main&#x12B;jies j&#x16B;su st&#x101;voklis, noska&#x146;ojums, domas. Kas no�tiks? Nav svar&#x12B;gi, svar&#x12B;gi ir tas, ka �is jaunais noska&#x146;o�jums, kas ien&#x101;k j&#x16B;su dz&#x12B;v&#x113;, noteikti b&#x16B;s harmonisk&#x101;ks, jo j&#x16B;taties harmonisk&#x101;k. Iek�&#x113;j&#x101; harmonija nenov&#x113;r�ami projic&#x113;s harmoniju j&#x16B;su &#x101;r&#x113;j&#x101; telp&#x101;.</p><p>T&#x101;p&#x113;c apzin&#x101;ti dom&#x101;sim tikai par to, ko patie�&#x101;m v&#x113;la�mies, ne&#x13C;ausim sav&#x101;m dom&#x101;m ri&#x146;&#x137;ot ap negat&#x12B;v&#x101;m ener&#x123;ij&#x101;m. Sekosim tam, kas ir m&#x16B;su galv&#x101;, ko m&#x113;s tur audz&#x113;jam. Domu kontrol&#x113;�ana ir gr&#x16B;ts darbs. Neko dar&#x12B;t, pap&#x16B;lieties sav&#x101; lab&#x101;! Galu gal&#x101; tas ir daudz pat&#x12B;kam&#x101;k nek&#x101; ciest t&#x101;p&#x113;c, ka esat "nelaim&#x12B;gi".</p></section><section><title><p id="AutBody_0bookmark78">Vientul&#x12B;bas karmas p&#x101;rvar&#x113;�ana</p></title><p>J&#x16B;s vairs neesat jauna. Daudz draugu, daudz tik�anos un atvadu, bet nav m&#x12B;lest&#x12B;bas, nav t&#x101;da cilv&#x113;ka, kuru gri�b&#x113;tos patur&#x113;t, bez kura dz&#x12B;ve nav iedom&#x101;jama. No v&#x12B;ra esat �&#x137;&#x12B;rusies, jums ir divi b&#x113;rni, visus sp&#x113;kus velt&#x12B;jat vi�&#x146;iem, bet esat dz&#x12B;vs cilv&#x113;ks un ilgojaties p&#x113;c laimes. J&#x16B;s saprotat, ka ar&#x12B; b&#x113;rnu laime daudz&#x113;j&#x101;d&#x101; zi&#x146;&#x101; ir atkar&#x12B;ga no t&#x101;, vai vi&#x146;u m&#x101;te ir laim&#x12B;ga.</p><p>J&#x16B;s vairs neesat jauns, dz&#x12B;ve varb&#x16B;t nav ievirz&#x12B;jusies t&#x101;, k&#x101; tika sap&#x146;ots. &#x13B;oti gribas maiguma, savstarp&#x113;jas sa�pra�an&#x101;s, labesdbas pilnu v&#x101;rdu, blakus eso�a cilv&#x113;ka sil�tuma. J&#x16B;s esat saglab&#x101;jis neizt&#x113;r&#x113;tu m&#x12B;lest&#x12B;bu, sirds d&#x101;s�numu, sp&#x113;ju r&#x16B;p&#x113;ties, ko gribas k&#x101;dam dot un justies laim&#x12B;gam t&#x101;p&#x113;c, ka esi k&#x101;dam vajadz&#x12B;gs.</p><p>M&#x113;&#x123;in&#x101;sim p&#x101;rvar&#x113;t vientul&#x12B;bas karmu.</p><p>Cent&#x12B;simies raid&#x12B;t izplat&#x12B;jum&#x101; m&#x12B;lest&#x12B;bas, gaid&#x12B;�anas, laimes alku impulsu un dom&#x101;sim, ka to s&#x16B;t&#x101;m saskan&#x12B;gai dv&#x113;selei, kura sp&#x113;tu ar pateic&#x12B;bu pie&#x146;emt m&#x16B;su d&#x101;sno ener&#x123;&#x113;tisko velti.</p><p>Ja j&#x16B;tat, ka v&#x113;l&#x113;�an&#x101;s p&#x101;rvar&#x113;t vientul&#x12B;bu jums ir &#x13C;oti sp&#x113;c&#x12B;ga, veiciet �&#x101;du ener&#x123;&#x113;tisko darbu, lai piesaist&#x12B;tu dv&#x113;seli, kura ar&#x12B; j&#x16B;s mekl&#x113; izpladjum&#x101;.</p><p>1.� M&#x113;&#x123;iniet iedom&#x101;ties to cilv&#x113;ku, kuru v&#x113;l&#x113;tos redz&#x113;t sev blakus. Nevajag izt&#x113;lodes vi&#x146;a seju, fig&#x16B;ru un dr&#x113;bes, nav v&#x113;rts dom&#x101;t, cik naudas vi&#x146;am kabat&#x101;, vai vi&#x146;am ir ma�&#x12B;na, dz&#x12B;voklis, savs veikals pils&#x113;tas centr&#x101;.</p><p>Centiedes iedom&#x101;taj&#x101; cilv&#x113;k&#x101; sajust radniec&#x12B;gu dv&#x113;seli, uztvert vi&#x146;a elpu un apjaust, cik t&#x101; ir tuva. Tai j&#x101;b&#x16B;t vib�r&#x101;cijai, kas saskan ar j&#x16B;s&#x113;jo t&#x101;d&#x101; m&#x113;r&#x101;, ka kop&#x12B;g&#x101; melodi�ja ir harmoniska un vairs nav no�&#x137;irama div&#x101;s atsevi��&#x137;&#x101;s da&#x13C;&#x101;s.</p><p>2.� Iedom&#x101;jieties, ka �&#x12B; elpa, �&#x12B; vibr&#x101;cija atrodas aiz j&#x16B;su kreis&#x101; pleca (sieviet&#x113;m) vai nedaudz priek�&#x101; labajam plecam (v&#x12B;rie�iem). M&#x113;&#x123;iniet dom&#x101;s ar to sarun&#x101;ties. St&#x101;s�tiet, ko j&#x16B;tat un k&#x101;du v&#x113;l&#x113;tos redz&#x113;t savu dz&#x12B;vi tuv&#x101;kaj&#x101; laik&#x101;. Izt&#x113;lojieties, ka jums atbild.</p><p>J&#x16B;s ar izbr&#x12B;nu secin&#x101;sit, ka to atbildi, kuru esat iedo�m&#x101;ju�ies, p&#x113;c savas gribas nevar main&#x12B;t. Tai vibr&#x101;cijai, kuru esat rad&#x12B;ju�i, ir raksturs, kuru nevar main&#x12B;t, ja ne�maina pa�u vibr&#x101;ciju. J&#x16B;s savam draugam varat pat pras&#x12B;t padomu, ik reizi j&#x16B;toties pat&#x12B;kami p&#x101;rsteigti, cik labi vi&#x146;� j&#x16B;s saprot.</p><p>3. J&#x16B;su izdom&#x101;t&#x101; ener&#x123;&#x113;tisk&#x101; vibr&#x101;cija, j&#x16B;su sapnis, j&#x16B;su jaunais draugs jums jau sniedz harmoniju. Un tagad, ejot ciemos, uz diskot&#x113;ku, te&#x101;tri, koncertu vai atrodoties m&#x101;j&#x101;s vai uz ielas, saj&#x16B;tiet �o harmoniju sev&#x12B;, centieties to ne�zaud&#x113;t.</p><p>Atbilsto�i ener&#x123;&#x113;tiskajam Atbilst&#x12B;bas likumam j&#x16B;s pievilksit vibr&#x101;ciju, kura b&#x16B;s &#x13C;oti l&#x12B;dz&#x12B;ga tai, kas atbilst j&#x16B;su gai�ajam sapnim.</p><p>Veicot ener&#x123;&#x113;tisko darbu, jums j&#x101;iev&#x113;ro �&#x101;di noteikumi.</p><p>1.� Koncentr&#x113;�an&#x101;s izt&#x113;les proces&#x101; nedr&#x12B;kst b&#x16B;t p&#x101;rm&#x113;�r&#x12B;ga. Ener&#x123;ijai, ar kuru str&#x101;d&#x101;jat, j&#x101;b&#x16B;t vieglam sapnim, gai�ai cer&#x12B;bai. Galv&#x101; nedr&#x12B;kst b&#x16B;t sasprindzin&#x101;jums vai smagums. Dom&#x101;s un saj&#x16B;t&#x101;s j&#x101;b&#x16B;t p&#x113;c iesp&#x113;jas vair&#x101;k gaismas un klusa prieka.</p><p>2.�� Dv&#x113;sele katr&#x101; zi&#x146;&#x101; j&#x101;atbr&#x12B;vo no merkantiliem un pragmatiskiem uzdevumiem. Pat tad, ja esat nogurusi no dz&#x12B;ves tr&#x16B;kum&#x101; un nabadz&#x12B;b&#x101;, neizt&#x113;lojiedes princi ar biezu maku. Var gad&#x12B;ties, ka maks j&#x16B;su sap&#x146;os k&#x13C;&#x16B;st par domin&#x113;jo�o, un tad princis p&#x113;k�&#x146;i var p&#x101;rtapt, piem&#x113;�ram, par suteneru. Un j&#x16B;s p&#x101;rsteigta secin&#x101;sit, ka vi&#x146;&#x101; ir l&#x101; vibr&#x101;cija, kuru gaid&#x12B;j&#x101;t.</p><p>Ja v&#x113;laties ar prec&#x12B;bu pal&#x12B;dz&#x12B;bu izk&#x13C;&#x16B;t no tr&#x16B;kuma, ne�izt&#x113;lojiedes daudz naudas, tas vienm&#x113;r beidzas slikti. Iedom&#x101;jieties sev harmonisku dv&#x113;seli, iedom&#x101;jieties, ka kop&#x101; j&#x16B;s veidojat br&#x12B;ni�&#x137;&#x12B;gu skan&#x113;jumu un j&#x16B;su dz&#x12B;ves melodija ir tik skaista, ka visi citi labv&#x113;l&#x12B;gie faktori tai glu�i vienk&#x101;r�i n&#x101;k l&#x12B;dzi. Tas b&#x16B;s neuzkr&#x12B;to�i un neuz�m&#x101;c&#x12B;gi. N&#x101;k l&#x12B;dzi, nevis k&#x13C;&#x16B;st par j&#x16B;su sap&#x146;a centr&#x101;lo tematu! "Ja b&#x16B;sim kop&#x101;, mums viss b&#x16B;s labi!" t&#x101;da ir j&#x16B;su saj&#x16B;ta.</p><p>Ja katr&#x101; zi&#x146;&#x101; gribat puisi ar ma�&#x12B;nu, tad tieciet skaidr&#x12B;b&#x101;, ko tom&#x113;r v&#x113;laties vair&#x101;k: m&#x12B;lesdbu vai ma�&#x12B;nu. Ja m&#x12B;lesfibu, tad ma�&#x12B;na lai atvirz&#x101;s otraj&#x101; pl&#x101;n&#x101;; ja ma�&#x12B;nu, tad k&#x101;lab jums puisis, varb&#x16B;t lab&#x101;k iet uz �oferu kursiem.</p><p>3.�� Cendeties neizdom&#x101;t katru reizi jaunu vibr&#x101;ciju at�kar&#x12B;b&#x101; no noska&#x146;ojuma, bet varat vienu un to pa�u cil�v&#x113;ku no sava sap&#x146;a izt&#x113;loties da�&#x101;d&#x101; noska&#x146;ojum&#x101;. Ja dom&#x101;s un v&#x113;lm&#x113;s pinaties, tas noz&#x12B;m&#x113;, ka v&#x113;l neesat sa�pratu�i, kas jums ir vajadz&#x12B;gs, un tad j&#x16B;su darbs ir priek��laic&#x12B;gs, tas var tikai trauc&#x113;t dabiskajai j&#x16B;su dz&#x12B;ves notiku�mu gaitai.</p><p>4.� Nevienam nest&#x101;stiet, ka veicat �&#x101;du ener&#x123;&#x113;tisko dar�bu. T&#x101; ir &#x13C;oti smalka vibr&#x101;cija; ja k&#x101;ds par to zina, nevi&#x13C;us piesl&#x113;dzas v&#x113;l viena vibr&#x101;cija (ener&#x123;ija), un nav zin&#x101;ms, k&#x101; t&#x101; ietekm&#x113;s j&#x16B;su darbu.</p><p>5.� Un, visbeidzot, nevajag �aub&#x12B;des par to, izdosies vai neizdosies v&#x113;lamo &#x12B;stenot dz&#x12B;v&#x113;. Izturieties pret savu dar�bu k&#x101; pret kaut ko t&#x101;du, kas sag&#x101;d&#x101; labpatiku, k&#x101; pret mazu pat&#x12B;kamu nosl&#x113;pumu, ro�ainu sapni, kas pal&#x12B;dz jums dz&#x12B;vot. Bet rezult&#x101;tu atst&#x101;jiet Augst&#x101;ko sp&#x113;ku zi&#x146;&#x101;.</p><p>B&#x16B;s labi, ja, veicot �o darbu, vienlaikus v&#x113;rs&#x12B;sities pie Dieva ar l&#x16B;g�anu. J&#x16B;su noska&#x146;ojumam j&#x101;b&#x16B;t klusam un gai�am, l&#x16B;g�anai l&#x113;npr&#x101;t&#x12B;gai.</p><p>"Kungs, pateicos Tev par visu, kas man dz&#x12B;v&#x113; dots (var piemin&#x113;t gan priec&#x12B;go un veiksm&#x12B;go, gan skum&#x12B;go, ne�patik�anas v&#x113;rt&#x113;jot k&#x101; p&#x101;rbaud&#x12B;jumu). Visu slikto es ac&#x12B;m�redzot esmu peln&#x12B;jis, viss labais man dots k&#x101; nenov&#x113;rt&#x113;�jama velte.</p><p>Es pateicos Tev, Kungs.</p><p>Man &#x13C;oti grib&#x113;tos dz&#x12B;v&#x113; sastapt m&#x12B;lest&#x12B;bu. Lai m&#x113;s ar vi&#x146;u b&#x16B;tu saskan&#x12B;gi, lai es var&#x113;tu vi&#x146;ai (vi&#x146;am) d&#x101;v&#x101;t laimi, bet vi&#x146;� (vi&#x146;a) sniegtu laimi man. Lai starp mums b&#x16B;tu sapra�an&#x101;s un cie&#x146;a, lai m&#x16B;su m&#x12B;lest&#x12B;ba �aj&#x101; br&#x12B;ni��&#x137;&#x12B;gaj&#x101; pasaul&#x113; vairotu harmoniju.</p><p>Ja esmu t&#x101;das m&#x12B;lest&#x12B;bas cien&#x12B;gs (cien&#x12B;ga), l&#x16B;dzu, Kungs, at&#x13C;auj man sastapt vi&#x146;u, jo es gribu m&#x12B;l&#x113;t un d&#x101;v&#x101;t prieku tuvam cilv&#x113;kam (gribu b&#x113;rnus un d&#x101;v&#x101;t vi&#x146;iem prieku utt.)."</p><p>Pazem&#x12B;ba Augst&#x101;ko sp&#x113;ku priek�&#x101;, savas lepn&#x12B;bas (t&#x101; izpau�as k&#x101; neapmierin&#x101;t&#x12B;ba ar dz&#x12B;vi) apvald&#x12B;�ana ir t&#x101;s &#x12B;pa�&#x12B;bas, kas parasti j&#x101;iemanto cilv&#x113;kam, pirms tiek "no�&#x146;emta bezlaul&#x12B;bas aube". J&#x16B;su lauk&#x101; eso�o da�&#x101;do nega�t&#x12B;vo ener&#x123;iju neitraliz&#x113;�ana ir labs darbs, ta�u tas neko nedos, ja nedks veikts iek�&#x113;js darbs. Ar prasm&#x12B;gu iek�&#x113;jo darbu var p&#x101;rvar&#x113;t jebkuras neg&#x101;cijas. "Mekl&#x113;jiet, un jums tiks dots," teica J&#x113;zus Kristus, run&#x101;jot par iek�&#x113;j&#x101;s harmonijas mekl&#x113;�anu.</p></section><section><title><p id="AutBody_0bookmark79">4. nodala dz&#x12A;ves ce&#x13B;�. vesel&#x12A;ba un laime</p></title><p>�...</p></section><section><title><p id="AutBody_0bookmark81">KARMISK&#x100; APM&#x100;C&#x12A;BA</p></title><p>Cilv&#x113;kiem dz&#x12B;ve iegroz&#x101;s da�&#x101;di. Tas, vai dz&#x12B;ve b&#x16B;s lai�m&#x12B;ga, ir atkar&#x12B;gs no daudziem apst&#x101;k&#x13C;iem, ar&#x12B; no cilv&#x113;ka karmas.</p><p>Ja k&#x101;dreiz kaut kur esat iedarbin&#x101;ju�i graujo�u procesu, tas noteikti pie jums atgriez&#x12B;sies, lai par&#x101;d&#x12B;tu, ka de�i j&#x16B;s esat izjauku�i pasaules harmoniju. J&#x16B;s k&#x101;dreiz kaut kur k&#x101;du esat pazemoju�i, aizvainoju�i, tracin&#x101;ju�i, pak&#x13C;&#x101;vu�i savai gribai, apspiedu�i. J&#x16B;s k&#x101;du esat s&#x16B;t&#x12B;ju�i n&#x101;v&#x113;, no�devu�i m&#x12B;lest&#x12B;bu, esat pieglaimoju�ies, gl&#x101;bu�i savu &#x101;du. Varb&#x16B;t ne vienm&#x113;r to esat dar&#x12B;ju�i pa�i, da�reiz esat biju�i klus&#x113;jo�i liecinieki, da�reiz �&#x101;das r&#x12B;c&#x12B;bas upuri.</p><p>J&#x16B;s nedcat? Vienm&#x113;r esat bijis krietns cilv&#x113;ks? K&#x101; t&#x101;d&#x101; gad&#x12B;jum&#x101; zin&#x101;t, ka tas ir slikti? Ak j&#x101;, esat las&#x12B;ju�i gr&#x101;mat&#x101;s un m&#x101;c&#x12B;ju�ies skol&#x101;, tur jums teica, ka t&#x101; dar&#x12B;t ir slikti. Bet k&#x101;p&#x113;c dv&#x113;seli p&#x101;r&#x146;em stindzino�as �ausmas, kad sa�k&#x101;t sev: esmu nodevis draugus, esmu s&#x16B;t&#x12B;jis cilv&#x113;kus n&#x101;�v&#x113;. Un neieredz&#x113;jis, un nicin&#x101;jis� �o saj&#x16B;tu &#x137;ermen&#x12B; nav iesp&#x113;jams izst&#x101;st&#x12B;t. To var vien&#x12B;gi sajust.</p><p>J&#x16B;s dom&#x101;jat, ka var izt&#x113;loties?</p><p>Tad izt&#x113;lojieties t&#x101;lu augo�u dienvidu koku, ko ne rei�zes neesat redz&#x113;ju�i. Izt&#x113;lojieties, ka no t&#x101; nopl&#x16B;cat augli,</p><p>noko�at gabalu, mut&#x113; iepl&#x16B;st pat&#x12B;kama sula. Ko juta j&#x16B;su &#x137;ermenis? Acis, m&#x113;le� Tikai to, ko savulaik bija jutusi.</p><p>Protams, tas nenoz&#x12B;m&#x113;, ka visas dz&#x12B;ves riebekl&#x12B;bas esat iepazinu�i tie�i. Tom&#x113;r ar da�&#x101;m esat sask&#x101;ru�ies. Tie�i t&#x101;p&#x113;c esat iegaum&#x113;ju�i �o m&#x101;c&#x12B;bstundu, ko dv&#x113;sele un j&#x16B;su &#x137;ermenis atceras.</p><p>M&#x113;s uz Zemes nedz&#x12B;vojam tikai vienu reizi, jo mums ir &#x13C;oti daudz j&#x101;apg&#x16B;st. No t&#x101;, cik &#x101;tri iegaum&#x113;jam mums doto m&#x101;c&#x12B;bu, ir atkar&#x12B;ga m&#x16B;su karma, m&#x16B;su uzvaras p&#x101;r zemiskaj&#x101;m kaisl&#x12B;b&#x101;m, k&#x101; ar&#x12B; m&#x16B;su sak&#x101;ves �aj&#x101; gr&#x16B;taj&#x101; c&#x12B;&#x146;&#x101;. No karmas ir atkar&#x12B;gs, k&#x101;di uzdevumi mums j&#x101;risina �&#x101; iemiesojuma laik&#x101;.</p><p>Karmisk&#x101;s apm&#x101;c&#x12B;bas sh&#x113;ma ir vienk&#x101;r�a.</p><p><emphasis>1.</emphasis> m&#x101;c&#x12B;bstunda. J&#x16B;s apvaino. J&#x16B;s ien&#x12B;stat, nododat, noga�lin&#x101;t, g&#x16B;stat apmierin&#x101;jumu, p&#x113;c tam j&#x16B;tat dzi&#x13C;u vil�anos un tuk�umu.</p><p><emphasis>2.</emphasis> m&#x101;c&#x12B;bstunda. J&#x16B;s apvaino. J&#x16B;s ien&#x12B;stat, nododat. Noga�lin&#x101;t nesp&#x113;jat, negribat, j&#x16B;tat d&#x12B;vainu nelabumu. Tas t&#x101;p&#x113;c, ka atmi&#x146;&#x101; atausa agr&#x101;k&#x101; tuk�uma saj&#x16B;ta. Un tom&#x113;r ir pret&#x12B;gi.</p><p><emphasis>3.</emphasis> m&#x101;c&#x12B;bstunda. J&#x16B;s apvaino. J&#x16B;s ien&#x12B;stat, bet vairs neat�riebjaties, j&#x16B;tat d&#x12B;vainu �&#x113;lumu pret p&#x101;ridar&#x12B;t&#x101;ju k&#x101; pret zem&#x101;ku rad&#x12B;jumu. Un tom&#x113;r naids sa&#x113;d dv&#x113;seli.</p><p><emphasis>4.�</emphasis> m&#x101;c&#x12B;bstunda. J&#x16B;s apvaino. J&#x16B;s piedodat. Dusmoties jums �&#x137;iet mu&#x13C;&#x137;&#x12B;gi, j&#x16B;s j&#x16B;tat, ka tas nemaz dzi&#x13C;i neaizskar.</p><p><emphasis>5.�</emphasis> m&#x101;c&#x12B;bstunda. J&#x16B;s neviens neapvaino, nevienam tas nen&#x101;k ne pr&#x101;t&#x101;. M&#x101;c&#x12B;ba ir apg&#x16B;ta. J&#x16B;s visi slav&#x113;, par jums j&#x16B;smo, j&#x16B;s esat lab&#x101;ks par visiem. Bet ko dar&#x101;t j&#x16B;s, k&#x101;da ir j&#x16B;su reakcija? Neman&#x101;mi ir s&#x101;kusies n&#x101;kam&#x101; m&#x101;c&#x12B;b�stunda. Cik ilga t&#x101; b&#x16B;s, tas ir atkar&#x12B;gs tikai no jums, no t&#x101;, cik &#x101;tri to apg&#x16B;sit. Vai k&#x13C;&#x16B;sit neiedom&#x101;jami lepns vai uz�reiz izprat&#x12B;sit slavas v&#x113;rt&#x12B;bu?</p><p>Protams, t&#x101; ir vienk&#x101;r�ota sh&#x113;ma, re&#x101;laj&#x101; dz&#x12B;v&#x113; viss ir daudz sare�&#x123;&#x12B;t&#x101;k, ta�u �is process nep&#x101;rprotami &#x13C;oti daudz ko j&#x16B;su tagad&#x113;j&#x101; dz&#x12B;v&#x113; nosaka.</p><p>Varb&#x16B;t �aj&#x101; iemiesojum&#x101; j&#x16B;s piemekl&#x113;ju�as daudzas nelaimes un to p&#x101;rvar&#x113;�anai vajadz&#x113;ja daudz v&#x12B;ri�&#x137;&#x12B;bas.</p><p>Varb&#x16B;t jums nav dota laime ieg&#x16B;t &#x123;imeni un b&#x113;rnus, j&#x16B;s �aj&#x101; pasaul&#x113; nevienam neesat vajadz&#x12B;gi, visu j&#x16B;su b&#x16B;�t&#x12B;bu p&#x101;r&#x146;em vientul&#x12B;ba.</p><p>Varb&#x16B;t jums nav izdevies neko iekr&#x101;t un nemit&#x12B;gi j&#x101;�dom&#x101; par to, kur nopeln&#x12B;t vismaz k&#x101;du mazumi&#x146;u die�ni�&#x137;ajai iztikai.</p><p>Varb&#x16B;t nav izdevies dz&#x12B;v&#x113; atrast savu darb&#x12B;bas lauku, darbu, kas sniedz gandar&#x12B;jumu.</p><p>Vai esat laim&#x12B;gi? "J&#x101;, protams/' j&#x16B;s teiksit ar sarkastisku smaidu. Bet tas ta�u nav provokatorisks jaut&#x101;jums�</p><p>Daudziem cilv&#x113;kiem dz&#x12B;ve ne tuvu nav tik b&#x113;d&#x12B;ga, ta�u vi&#x146;u neapmierin&#x101;t&#x12B;ba t&#x101;p&#x113;c nav maz&#x101;ka. Daudziem ir sol&#x12B;di ien&#x101;kumi, &#x123;imene un darbs. Vi&#x146;us nav piemekl&#x113;�ju�as &#x12B;pa�as nelaimes. Tom&#x113;r vi&#x146;i nav mier&#x101; ar likteni, v&#x113;las ko vair&#x101;k, skau� un dusmojas, reti priec&#x101;jas, vi&#x146;u acis nestaro laim&#x113;. K&#x101;p&#x113;c?</p><p>Izr&#x101;d&#x101;s, ne jau smagi karmiskie par&#x101;di un lielas dz&#x12B;ves gr&#x16B;t&#x12B;bas nosaka, b&#x16B;sit vai neb&#x16B;sit laim&#x12B;gi. Var p&#x101;rvar&#x113;t daudzas karmisk&#x101;s probl&#x113;mas un tom&#x113;r jusdes laim&#x12B;gs. Bet iesp&#x113;jams, ka cilv&#x113;kam nav nek&#x101;du &#x101;r&#x113;ju probl&#x113;mu, ta�u vi&#x146;� ir nelaim&#x12B;gs. Pati neprasme priec&#x101;ties par dz&#x12B;vi b&#x16B;t&#x12B;b&#x101; ir smaga karmiska kropl&#x12B;ba.</p><p>Laime ir kaut ko rad&#x12B;t</p><p>K&#x101;dos apst&#x101;k&#x13C;os cilv&#x113;ku p&#x101;r&#x146;em saj&#x16B;sma un laime? Kad ir savstarp&#x113;ja m&#x12B;lest&#x12B;ba. J&#x101;, bet tikai pirmo pusgadu, ne ilg&#x101;k. Tik�an&#x101;s p&#x113;c ilgas at�&#x137;irt&#x12B;bas. Pirmo pusstundu, ne ilg&#x101;k.</p><p>Varb&#x16B;t bag&#x101;tibas ieg&#x16B;�ana, jauns dz&#x12B;voklis, ma�&#x12B;na, &#x101;r�pils&#x113;tas m&#x101;ja? Liels prieks un laime ilgst l&#x12B;dz tam br&#x12B;dim, kad cilv&#x113;ks nenov&#x113;r�ami saprot: jauna bag&#x101;t&#x12B;ba rada ar&#x12B; jaunas probl&#x113;mas.</p><p>B&#x113;rna piedzim�ana, k&#x101;zu diena, sv&#x113;tku d&#x101;vanas. Tas viss ir br&#x12B;ni�&#x137;&#x12B;gi. Bet vai ir kas ilgsto�&#x101;ks, kas t&#x101;ds, kas p&#x101;r&#x146;em visu j&#x16B;su b&#x16B;t&#x12B;bu ilgi, k&#x13C;&#x16B;st par laimes avotu?</p><p>Izr&#x101;d&#x101;s, t&#x101;das laimes glu�i vienk&#x101;r�i nav. T&#x101;da nav iesp&#x113;jama. Sapnis par m&#x16B;�&#x12B;gu laimi nav nekas cits k&#x101; viena no m&#x16B;su Pasaules il&#x16B;zij&#x101;m.</p><p>Laime k&#x101; apmierin&#x101;jums par v&#x113;lam&#x101; sasnieg�anu ilgst tikai &#x12B;su mirkli. P&#x113;c tam rodas jaunas idejas par jaunu laimi.</p><p>Ilgsto�a laime atn&#x101;k kop&#x101; ar rado�u attieksmi pret dz&#x12B;�vi. Rado�a pacil&#x101;t&#x12B;ba ir vien&#x12B;gais &#x12B;stena prieka priek�nosa�c&#x12B;jums. Cilv&#x113;ks ir laim&#x12B;gs, kad vi&#x146;am dzimst rado�as ide�jas, tad iepl&#x16B;st jauni sp&#x113;ki, &#x137;ermeni p&#x101;r&#x146;em viegluma saj&#x16B;ta, atrais&#x101;s iesp&#x113;jas, rodas pa&#x13C;&#x101;v&#x12B;ba, cer&#x12B;ba, ka viss v&#x113;lamais ir sasniedzams.</p><p>Saj&#x16B;ta, ka nep&#x101;rtraukti virzies no viena sasnieguma uz n&#x101;kamo virsotni, ka v&#x113;lies k&#x101; no neizs&#x12B;ksto�as akas smelt aizvien jaunas rado�as ieceres, t&#x101; ir vien&#x12B;g&#x101; bez�gal&#x12B;g&#x101; dz&#x12B;ves laime. K&#x101; to sasniegt?</p><p>Visi celi ved uz Romu. Visas gar&#x12B;g&#x101;s izaugsmes sist&#x113;mas cilv&#x113;ku ved uz apskaidr&#x12B;bu, veido &#x12B;pa�u attieksmi pret pasauli, rado�o sp&#x113;ku pac&#x113;lumu. Visas ved� ta�u ne jau visi var un grib iet.</p><p>M&#x101;kslinieks j&#x16B;smo par gleznu, kuru vi&#x146;� redz gara ac&#x12B;m vai apk&#x101;rt&#x113;j&#x101; pasaul&#x113;. Laime un saj&#x16B;sma liek visu, ko vi&#x146;� j&#x16B;t un redz, att&#x113;lot uz audekla, lai v&#x113;l k&#x101;ds b&#x16B;tu p&#x101;rsteigts un saj&#x16B;smin&#x101;ts. "Tas ir br&#x12B;ni�&#x137;&#x12B;gi, bet es neesmu m&#x101;kslinieks," j&#x16B;s teiksit.</p><p>Tom&#x113;r ikviens var b&#x16B;t savas dz&#x12B;ves veidot&#x101;js un, pro�tams, just rad&#x12B;�anas prieku. �im nol&#x16B;kam ir nepiecie��ams�</p><p id="AutBody_0bookmark82">Vingrin&#x101;jums K&#x101; veidojama rado�a pieeja dz&#x12B;vei</p><p>1.� Past&#x101;v&#x12B;gi nov&#x113;rot savas domas un r&#x12B;c&#x12B;bu.</p><p>2.���������� Censties patur&#x113;t galv&#x101; tikai pat&#x12B;kamas un rado�as domas.</p><p>3.��������� Analiz&#x113;t ikvienu savu r&#x12B;c&#x12B;bu. �ai nol&#x16B;k&#x101; sev atbild&#x113;t uz �&#x101;diem jaut&#x101;jumiem:</p><p>&#x2756;��� K&#x101;p&#x113;c un k&#x101;d&#x101; nol&#x16B;k&#x101; dar&#x12B;ju tie�i to?</p><p>&#x2756;��� K&#x101;du d&#x113;�u, apzin&#x101;tu m&#x113;r&#x137;i grib&#x113;ju sasniegt?</p><p>&#x2756;��� K&#x101;das bija manas apsl&#x113;pt&#x101;s, neapzin&#x101;t&#x101;s v&#x113;lmes?</p><p>&#x2756;��� Vai es sasniedzu v&#x113;lamo m&#x113;r&#x137;i? Ja ne, vai mana r&#x12B;c&#x12B;ba bija pareiza?</p><p>&#x2756;��� Vai esmu pietuvojies v&#x113;lamajam?</p><p>&#x2756;��� Vai ar savu aplamo r&#x12B;c&#x12B;bu neesmu ieguvis pret&#x113;ju rezul�t&#x101;tu (t&#x101;du, kas att&#x101;lina no v&#x113;lam&#x101;)?</p><p>&#x2756;��� K&#x101;p&#x113;c man gad&#x101;s t&#x101;s vai cit&#x101;s "nejau�&#x101;s" nepatik�anas?</p><p>&#x2756;��� K&#x101;du Visuma likumu es p&#x101;rk&#x101;pju?</p><p>&#x2756;��� Ko vajadz&#x113;tu sev&#x12B; main&#x12B;t, lai es k&#x13C;&#x16B;tu harmonisk&#x101;ks?</p><p>&#x2756;���� Cik &#x13C;oti man ir nepiecie�ams tas, par ko sap&#x146;oju?</p><p>&#x2756;��� Vai v&#x113;lam&#x101; sasnieg�ana manai dv&#x113;selei sag&#x101;d&#x101;s prieku par jaunaj&#x101;m rado�aj&#x101;m iesp&#x113;j&#x101;m?</p><p>&#x2756;��� K&#x101;du es iedom&#x101;jos laimi, p&#x113;c kuras tik &#x13C;oti tiecos?</p><p>&#x2756;��� K&#x101;di ir mani ilgotie pl&#x101;ni, t&#x101;lejo�ie m&#x113;r&#x137;i, cildenie cendeni?</p><p>&#x2756;��� Vai es grib&#x113;tu kaut ko vair&#x101;k?</p><p>Tas st&#x101;voklis, kad kaut ko rad&#x101;t, ir l&#x12B;dz&#x12B;gs jebkuram sa�j&#x16B;smas un laimes st&#x101;voklim, piem&#x113;ram, br&#x12B;dim, kad me�dit&#x113;jam, skait&#x101;m l&#x16B;g�anu, saj&#x16B;tam apskaidr&#x12B;bu, m&#x12B;lam, sl&#x113;dzam veiksm&#x12B;gu dar&#x12B;jumu, j&#x16B;tam gandar&#x12B;jumu par pa�veiktu darbu. Tam ir rakstur&#x12B;gs jaunu sp&#x113;ku piepl&#x16B;dums, v&#x113;l&#x113;�an&#x101;s dz&#x12B;vot, rad&#x12B;t.</p><p>Vai bie�i pie sevis atk&#x101;rtojat: "Kungs, paldies par to, ka man ir dots �is br&#x12B;ni�&#x137;&#x12B;gais mirklis!" Proti, koncentr&#x113;�jaties uz to, kas dz&#x12B;v&#x113; ir labs! �&#x101;da koncentr&#x113;�an&#x101;s nav nekas cits k&#x101; veiksmes nostiprin&#x101;�ana, k&#x101; sp&#x113;ku pie�pl&#x16B;duma, rado�&#x101;s pacil&#x101;t&#x12B;bas, bet t&#x101;tad laimes notur&#x113;��ana.</p><p>Ir �&#x101;da dz&#x12B;ves m&#x12B;kla: uz slikto, pat ja tas ir nenoz&#x12B;m&#x12B;gs s&#x12B;kums, koncentr&#x113;jamies viegli un ar lielu sp&#x113;ku; kon�centr&#x113;�an&#x101;s uz labo nepadodas, labo glu�i vienk&#x101;r�i ne�iev&#x113;rojam. K&#x101;p&#x113;c?</p><p>Rado�s st&#x101;voklis t&#x101; ir akt&#x12B;va attieksme pret savu dz&#x12B;�vi, pret savu karmu, optimistiska orient&#x101;cija, m&#x12B;lest&#x12B;ba pret dz&#x12B;vi k&#x101; m&#x12B;lest&#x12B;ba pret Rad&#x12B;t&#x101;ju, pateic&#x12B;ba par katru likte&#x146;a m&#x101;c&#x12B;bstundu.</p><p>�o prieku neviens nevar jums at&#x146;emt. Visbriesm&#x12B;g&#x101;�kajos apst&#x101;k&#x13C;os, vissmag&#x101;kaj&#x101; situ&#x101;cij&#x101; j&#x16B;s sp&#x113;jat pie&#x146;emt visu likte&#x146;a lemto. Kas ieg&#x16B;st �o gara sp&#x113;ku, tas ieg&#x16B;st lielu laimi. Tas nenoz&#x12B;m&#x113;, ka atkr&#x12B;t jebkuras probl&#x113;mas. T&#x101;s ir vienm&#x113;r un visiem. Un tom&#x113;r galvenais eks&#x101;mens ir nok&#x101;rtots, jau ir dv&#x113;seles sp&#x113;ki un iesp&#x113;ja iet pa ce&#x13C;u, kas ved uz Gaismu. �aj&#x101; ce&#x13C;&#x101; var sasniegt jebkuru ilgoto laimi.</p><p>Min&#x113;sim vienk&#x101;r�u piem&#x113;ru. Sp&#x113;c&#x12B;gai, ener&#x123;iskai sie�vietei nekur neveicas. No vis&#x101;m pus&#x113;m spie�as virs&#x16B; dz&#x12B;�ves probl&#x113;mas: t&#x101;s rada v&#x12B;rs, b&#x113;rni, radinieki, vec&#x101;ki. Lai gan ir kvalific&#x113;ta speci&#x101;liste (in�eniere p&#x113;c aicin&#x101;juma), vi&#x146;a nosl&#x113;pumain&#x101; k&#x101;rt&#x101; nevar atrast darbu, non&#x101;kusi spied&#x12B;gos materi&#x101;lajos apst&#x101;k&#x13C;os. Vi&#x146;as nervi ir saspringti, vi&#x146;a �aud&#x101;s �urpu un turpu, galv&#x101; viena vien&#x12B;ga neat�laid&#x12B;ga doma: "Man ir vajadz&#x12B;gs naud&#x12B;gs darbs, tad visas savas probl&#x113;mas atrisin&#x101;�u." Ta�u ar darbu nekas nesa�n&#x101;k.</p><p>Tad cilv&#x113;ks s&#x101;k dom&#x101;t rado�i: "Bet ko man princip&#x101; t&#x101;du lielu dz&#x12B;v&#x113; grib&#x113;tos? Grib&#x113;tos interesantu darbu, lai var&#x113;tu likt liet&#x101; savus sp&#x113;kus un zin&#x101;�anas. Grib&#x113;tos cie&#x146;u un atzin&#x12B;bu, lai cilv&#x113;kiem mans darbs n&#x101;ktu par labu. Es b&#x16B;tu laim&#x12B;ga, ja redz&#x113;tu, ka savus sp&#x113;kus ne��&#x137;ie�u velt&#x12B;gi. Bet nauda? Protams, t&#x101; n&#x101;ks k&#x101; piedeva. Un probl&#x113;mas? Protams, t&#x101;s atrisin&#x101;sies."</p><p>S&#x101;kot dom&#x101;t �&#x101;d&#x101; veid&#x101;, sieviete sevi saprata un� no�mierin&#x101;j&#x101;s. Visu b&#x16B;t&#x12B;bu p&#x101;r&#x146;&#x113;ma gai�ums, tieksme &#x12B;ste�not savu padeso v&#x113;l&#x113;�anos. Nervozit&#x101;te un bezizejas sa�j&#x16B;ta pagaisa. Bet p&#x113;c trim dien&#x101;m vi&#x146;ai piezvan&#x12B;ja un pied&#x101;v&#x101;ja darbu.</p><p>Ar rado�u attieksmi pret dz&#x12B;vi nevar p&#x101;rs&#x101;dn&#x101;des, to nevar izsmelt, t&#x101; ir neizs&#x12B;ksto�a labpatika. Kad jums t&#x101; ir, visi pasaul&#x12B;gie prieki uzplaukst, k&#x13C;&#x16B;st br&#x12B;ni�&#x137;&#x12B;gi. Kad t&#x101;s nav, ir gr&#x16B;d �aj&#x101; pasaul&#x113; samekl&#x113;t kaut ko t&#x101;du, kas sp&#x113;tu sag&#x101;d&#x101;t apmierin&#x101;jumu.</p><p>Rado�u st&#x101;vokli nav iesp&#x113;jams sasniegt bez augsta ener&#x123;&#x113;tisk&#x101; potenci&#x101;la, jo rado�ais process tas ir liels sp&#x113;ku sasprindzin&#x101;jums, br&#x12B;va, pies&#x101;tin&#x101;ta ener&#x123;ija. Cik bie�i paman&#x101;m, ka �odien &#x12B;s&#x101; laik&#x101; esam pasp&#x113;ju�i pa�veikt daudzus svar&#x12B;gus darbus, bet vakar pa visu dienu nevar&#x113;j&#x101;m sa&#x146;emties un padar&#x12B;t s&#x12B;kus darbi&#x146;us. Ne jau laika mums pietr&#x16B;kst, bet gan rado�&#x101;s ener&#x123;ijas.</p><p>Laiks tas ir &#x101;trums, ar k&#x101;du ener&#x123;ija p&#x101;rvietojas no vienas vietas uz otru vietu. Ja sp&#x113;ka ir daudz, dz&#x12B;ve k&#x16B;s&#x101;, laiks skrien &#x101;tri. Ja turkl&#x101;t tas ir celsmes sp&#x113;ks un v&#x113;rsts uz Gaismu, cilv&#x113;ks ir apmierin&#x101;ts ar dz&#x12B;vi un t&#x101;s rezult&#x101;�tiem. Vi&#x146;am viss padodas, t&#x101;p&#x113;c ka vi&#x146;� nes Gaismu un vi&#x146;am pal&#x12B;dz Dievs. Neveiksmes �&#x101;ds cilv&#x113;ks uz&#x146;em k&#x101; ieganstu uzs&#x101;kt jaunu darbu. Vi&#x146;� neveiksm&#x113; mekl&#x113; savu k&#x13C;&#x16B;du un nekad neuzskata, ka visa pasaule ir vain&#x12B;ga, ka vi&#x146;� k&#x13C;&#x16B;d&#x12B;jies.</p><p>Ja rad&#x12B;�ana ir ener&#x123;ija, tad j&#x101;mekl&#x113; ce&#x13C;i, pa kuriem ejot to var uzkr&#x101;t. �ie ce&#x13C;i ir zin&#x101;mi.</p></section><section><title><p>Ener&#x123;ijas uzkr&#x101;�anas ce&#x13C;i</p></title><p>Fizisk&#x101; aktivit&#x101;te</p><p>Kust&#x12B;bu aktivit&#x101;te, fizisks darbs, &#x12B;pa�i dab&#x101;, sports no�stiprina j&#x16B;su sp&#x113;kus, palielina ener&#x123;&#x113;tisko potenci&#x101;lu. Ta�ru tikai l&#x12B;dz br&#x12B;dim, kam&#x113;r tas viss sag&#x101;d&#x101; prieku, kam&#x113;r p&#x101;rlieku nesasprindzin&#x101;ties, kam&#x113;r darbs nekaitina. Ja s&#x101;kat dusmoties, iesl&#x113;dzas grau�anas procesi, rodas sa�sprindzin&#x101;jums, kas iet p&#x101;ri sp&#x113;kiem, veicina &#x101;tru orga�nisma noveco�anos.</p><p>J&#x16B;s agr&#x101; stund&#x101; izn&#x101;kat no savas vasarn&#x12B;ci&#x146;as. R&#x12B;ta saule silda j&#x16B;su seju. Klusums. Svaiguma dvesma, maigs v&#x113;ji&#x146;� atnes pu&#x137;u arom&#x101;tu. J&#x16B;s bas&#x101;m k&#x101;j&#x101;m st&#x101;vat uz lieve&#x146;a sasilu�ajiem koka pak&#x101;pieniem. K&#x101;ju pirksti un p&#x113;das atp&#x16B;�as un uzs&#x16B;c koka siltumu. No zemes ce&#x13C;as viegla migli&#x146;a. J&#x16B;s nost&#x101;jaties uz taci&#x146;as, ejat pa m&#x12B;ksto, silto z&#x101;li, ieelpojat r&#x12B;ta v&#x113;ji&#x146;a svaigumu un vieglumu, klaus&#x101;ties, k&#x101; san bites, redzat, k&#x101; tauren&#x12B;tis nos&#x113;�as uz zieda. J&#x16B;s j&#x16B;tat, k&#x101; vis&#x101; &#x137;ermen&#x12B; iepl&#x16B;st silts prieks, elpot ir viegli un br&#x12B;vi.</p><p>J&#x16B;s raug&#x101;ties zilaj&#x101;s debes&#x12B;s, dzi&#x13C;i ievelkat elpu, un katr&#x101; organisma �&#x16B;n&#x101; iepl&#x16B;st saj&#x16B;sma Augst&#x101;kie sp&#x113;ki s&#x16B;ta jums savu sv&#x113;t&#x12B;bu, �&#x12B; ener&#x123;ija p&#x101;r&#x146;em &#x137;ermeni, pie�pildot ar rado�iem impulsiem. Tagad j&#x16B;s apstaig&#x101;sit d&#x101;r�zu un izv&#x113;l&#x113;sities darbu, kuru nepiecie�ams un gribas dar&#x12B;t vispirms. S&#x101;ksit str&#x101;d&#x101;t bez steigas, bez sasprin�dzin&#x101;juma, cen�oties priec&#x101;ties par &#x137;erme&#x146;a saj&#x16B;t&#x101;m. I'&#x113;c tam darbs j&#x16B;s aizraus, liks str&#x101;d&#x101;t &#x101;tr&#x101;k un intens&#x12B;�v&#x101;k. Pabeigu�i darbu, j&#x16B;tat gandar&#x12B;jumu par to, ka viss I ik br&#x12B;ni�&#x137;&#x12B;gi izdevies. &#x136;ermeni p&#x101;r&#x146;em salds, puls&#x113;jo�s gurdenums. Atlieciet noguru�o muguru, ieelpojiet svai�go v&#x113;ju un saj&#x16B;tiet, cik lieliski esat pavad&#x12B;ju�i laiku. Saskare ar zemi, gaisu, sauli jums devusi sp&#x113;ku piepl&#x16B;dumu, pils&#x113;t&#x101; atgriez&#x12B;sities rado�as aktivit&#x101;tes pilni.</p><p>Sporta nodarb&#x12B;bas ir labi veikt apm&#x113;ram t&#x101;d&#x101; pa�&#x101; gar&#x101;.</p><p>Pastaiga me�&#x101;, r&#x12B;ta skr&#x113;jiens, jebkuras nodarb&#x12B;bas, kas saisfitas ar kust&#x113;�anos un &#x137;erme&#x146;a tren&#x113;�anu, palielina cilv&#x113;ka rado�o potenci&#x101;lu, ta�u tiJkai t&#x101;d&#x101; gad&#x12B;jum&#x101;, kad t&#x101;s veicat lab&#x101; gar&#x12B;g&#x101; noska&#x146;ojum&#x101;.</p></section><section><title><p id="AutBody_0bookmark83">"Cigun" un joga</p></title><p>Nodarb&#x12B;bas, kas saist&#x12B;tas ar sensoro jut&#x12B;gumu, orga�nisma psihisko sp&#x113;ku sasprindzin&#x101;jumu, v&#x113;l varen&#x101;k un efekt&#x12B;v&#x101;k stimul&#x113; rado�os sp&#x113;kus. Vingrin&#x101;jumi p&#x113;c "ci�gun" un jogas sist&#x113;mas pal&#x12B;dz jau m&#x113;r&#x137;tiec&#x12B;gi kr&#x101;t ener�&#x123;iju. Ja veicat �&#x101;dus vingrin&#x101;jumus, neaizmirstiet, ka vis�maz reizi gad&#x101; to vajadz&#x113;tu dar&#x12B;t dab&#x101; un p&#x113;c iesp&#x113;jas lab&#x101;k sajust, iegaum&#x113;t savu kust&#x12B;bu saist&#x12B;bu ar zemes, v&#x113;ja, &#x16B;dens, saules elpu. Tad, atk&#x101;rtojot �os vingrin&#x101;ju�mus pils&#x113;tas apst&#x101;k&#x13C;os, j&#x16B;s katru reizi sa&#x146;emsit ener&#x123;iju no dabas kop&#x113;j&#x101; ener&#x123;ijas avota.</p><p>Vai jums ir k&#x101;da aizrau�an&#x101;s? Kokgrie�ana, t&#x113;lniec&#x12B;ba, dizains, ad&#x12B;�ana, �&#x16B;�ana. Jebkura sirdij tuva darbo�an&#x101;s pal&#x12B;dz uzkr&#x101;t ener&#x123;iju, jo stimul&#x113; j&#x16B;su jut&#x12B;gumu. J&#x16B;s aiz�raujaties, j&#x16B;su organism&#x101; puls&#x113; rado�ie impulsi, j&#x16B;s nemi�t&#x12B;gi pilnveidojaties, apg&#x16B;stat iem&#x12B;&#x13C;ot&#x101;s nodarbo�an&#x101;s vis�smalk&#x101;k&#x101;s nianses tas viss palielina j&#x16B;su ener&#x123;&#x113;tisk&#x101;s iesp&#x113;jas.</p><p>Jebkuras elpo�anas sist&#x113;mas, ar&#x12B; visi m&#x16B;su gr&#x101;mat&#x101;s min&#x113;tie vingrin&#x101;jumi, paaugstina sensoro jut&#x12B;gumu un t&#x101;tad ar&#x12B; rado�o sp&#x113;ku uzkr&#x101;�anu.</p></section><section><title><p>Saskarsme ar jaunradi</p></title><p>Tas ir emociju izkop�anas ce&#x13C;�. Saskarsme ar m&#x101;kslu te&#x101;tri, m&#x16B;ziku, skaistumu, labu prozas gr&#x101;matu, dzeju vairo j&#x16B;su gar&#x12B;gos sp&#x113;kus. Ja jums pa�iem pat&#x12B;k dejot, dzied&#x101;t, sp&#x113;l&#x113;t k&#x101;du m&#x16B;zikas instrumentu, dariet to p&#x113;c iesp&#x113;jas bie�&#x101;k! Katru reizi, kad nododaties rado�ajam procesam, j&#x16B;s savu dv&#x113;seli atverat Augst&#x101;kajiem sp&#x113;�kiem. Cendeties v&#x113;rsties ar l&#x16B;g�anu pie Gaismas sp&#x113;kiem, un tad katru reizi, kad lab&#x101; noska&#x146;ojum&#x101; "s&#x113;d&#x12B;sides pie molberta", j&#x16B;su jaunradi ap&#x146;ems Augst&#x101;ko sp&#x113;ku mir�dzums. Centieties nepie&#x13C;aut negadvas un graujo�as vib�r&#x101;cijas, tad pats Dievs vad&#x12B;s j&#x16B;su otu.</p></section><section><title><p>Darbs ar pr&#x101;tu</p></title><p>Pr&#x101;ta darbs, sava ce&#x13C;a, savu uzdevumu izpratne un ap�zin&#x101;�an&#x101;s pal&#x12B;dz mums smelties sp&#x113;kus mazos, mikro�skopiskos ikdienas prieci&#x146;os. Ja izprotam sevi un savu dz&#x12B;vi, �&#x12B; izpratne mums dod milz&#x12B;gu jaunrades ener&#x123;iju, v&#x113;l&#x113;�anos dz&#x12B;vot, rad&#x12B;t, p&#x101;rvar&#x113;t karmu, atbilsto�i sav&#x101;m iesp&#x113;j&#x101;m pal&#x12B;dz&#x113;t ar&#x12B; citiem to dar&#x12B;t.</p><p>Tic&#x12B;ba dz&#x12B;v&#x12B;bas sp&#x113;ka galvenais avots</p><p>Tic&#x12B;ba Augst&#x101;kajiem sp&#x113;kiem, tic&#x12B;ba Dievam ir sapr&#x101;ta, nevis intelekta darb&#x12B;bas izpausme. Sapr&#x101;ts t&#x101; ir har�monijas apzin&#x101;�an&#x101;s. Intelekts tie ir lo&#x123;iski spriedumi, kas var ne tikai rad&#x12B;t, bet ar&#x12B; graut.</p><p>To, kas ir sapr&#x101;t&#x12B;gs, ne vienm&#x113;r var saprast, bet tas vien�m&#x113;r ir saj&#x16B;tams. Dab&#x101; viss ir sapr&#x101;t&#x12B;gs. Sapr&#x101;t&#x12B;go m&#x113;s uz�tveram k&#x101; labu, k&#x101; sam&#x113;rojamu un harmonisku.</p><p>Intelektu&#x101;lais bie�i ir pretrun&#x101; ar sapr&#x101;t&#x12B;go, bet t&#x101;tad ar Dievi�&#x137;o. Klasisks piem&#x113;rs ir purvu nosusin&#x101;�ana. Inte�lekts izdom&#x101;ja, ka tas b&#x16B;s labi, bet tas bija nesapr&#x101;t&#x12B;gi.</p><p>Zemes dz&#x12B;&#x13C;u iztuk�o�anu, r&#x16B;pniec&#x12B;bas atkritumus, m&#x16B;�su uztura un dr&#x113;bju m&#x101;ksl&#x12B;gumu to visu ir izdom&#x101;jis intelekts, nevis sapr&#x101;ts. Sint&#x113;tiskais audums labi valk&#x101;jas un ir &#x113;rts, bet tas nav organismam vesel&#x12B;gs, diem�&#x113;l tas] vienm&#x113;r nedaudz izjauc organisma dabisko ener&#x123;&#x113;tisko j l&#x12B;meni.</p><p>Intelektu&#x101;li noz&#x12B;m&#x113; &#x101;tri, izdev&#x12B;gi, ienes&#x12B;gi, bet p&#x113;cl tam� P&#x113;c tam mums b&#x16B;s slikti, ta�u tas jau b&#x16B;s p&#x113;c tam.</p><p>Sapr&#x101;t&#x12B;gi noz&#x12B;m&#x113; harmoniski. Sapr&#x101;dgais nekad neboj&#x101; m&#x16B;su pasaules Dievi�&#x137;o dabu, vienm&#x113;r &#x146;em v&#x113;r&#x101; visu | t&#x101;s sast&#x101;vda&#x13C;u sam&#x113;r&#x12B;gumu un nevienu no t&#x101;m negrauj.</p><p>Tic&#x12B;ba Dievam nav tikai l&#x16B;g�ana "Kungs, pal&#x12B;dzi�" Ti-' �&#x12B;ba Dievam t&#x101; ir tic&#x12B;ba, ka m&#x16B;su Pasaules uzb&#x16B;ve ir sapr&#x101;t&#x12B;ga. Ja �o sapr&#x101;t&#x12B;gumu nesaskat&#x101;t, akli un mu&#x13C;&#x137;i esat j&#x16B;s, nevis sp&#x113;ki, kas �o Pasauli rad&#x12B;ju�i.</p><p>M&#x113;s dom&#x101;jam, ka esam daudz sasniegu�i zin&#x101;tn&#x113;. Cik tas ir smiekl&#x12B;gi! M&#x113;s nesp&#x113;jam pat izvair&#x12B;ties no slim&#x12B;b&#x101;m! Nemit&#x12B;gi izdom&#x101;jam prets&#x101;pju tabletes, lai visp&#x101;r neko nejustu� Tostarp vis&#x101;m m&#x16B;su organisma sare�&#x123;&#x12B;t&#x101;s la�boratorijas �&#x16B;n&#x101;m piem&#x12B;t sp&#x113;ja pa�atjaunoties, bet m&#x113;s �o organisma darbu nej&#x16B;tam, nevald&#x101;m p&#x101;r to, nesp&#x113;jam vad&#x12B;t pat savu �&#x16B;nu darb&#x12B;bu. Attiec&#x12B;b&#x101; uz sava &#x137;erme&#x146;a dabu esam tikpat bezsp&#x113;c&#x12B;gi k&#x101; akmens laikmeta cilv&#x113;ki!</p><p>Tic&#x12B;bu Dievam nejauksim ar reli&#x123;isko fan&#x101;tismu, k&#x101; ar&#x12B; ar uztic&#x12B;bu Bazn&#x12B;cai. Gar&#x12B;dznieki ir dkai cilv&#x113;ki, bet jeb�kura reli&#x123;ija ir saist&#x12B;ta ar politiku. J&#x113;dzienu "vien&#x12B;gais Dievs" nejauksim ar reli&#x123;iskajiem un politiskajiem vir�zieniem.</p><p>Jebkura reli&#x123;ija ir tikai viens no variandem tam, k&#x101; cil�v&#x113;ki izprot Dievu. Bet Dievs ir neaptverams un t&#x101;p&#x113;c skaists, Vi&#x146;u nevar iespiest reli&#x123;isko ritu&#x101;lu ietvaros, lai</p><p>gan reli&#x123;iskie ritu&#x101;li, neap�aubami, ietver Dievi�&#x137;as ener&#x123;ijas.</p><p>Tic&#x12B;ba Dievam, Augst&#x101;kajiem sp&#x113;kiem, Pasaules sapr&#x101;l&#x12B;gam iek&#x101;rtojumam ir sp&#x113;c&#x12B;gs gar&#x12B;g&#x101;s ener&#x123;ijas avots. �&#x12B; I i �&#x12B;ba sp&#x113;j cilv&#x113;kam dot sp&#x113;kus jebkuros, pat visneiedo�m&#x101;jam&#x101;kos dz&#x12B;ves p&#x101;rbaud&#x12B;jumos.</p><p>T&#x101;p&#x113;c atrad&#x12B;sim savu sp&#x113;ka avotu, no vis&#x101;m daudz�veid&#x12B;gaj&#x101;m iesp&#x113;j&#x101;m izv&#x113;l&#x113;simies t&#x101;s, kas visvair&#x101;k atbilst m&#x16B;su person&#x12B;bai un raksturam. Ar br&#x12B;di, kad ieg&#x16B;ts ener�&#x123;ijas avots, var savu dz&#x12B;vi s&#x101;kt veidot uz labo pusi.</p><p>Rado�ais impulss, kas jums par&#x101;d&#x12B;sies, tikl&#x12B;dz ieg&#x16B;sit vair&#x101;k sp&#x113;ka, &#x13C;aus ne tikai atrast savu Ce&#x13C;u, bet ar&#x12B; atg&#x16B;t zaud&#x113;to vesel&#x12B;bu.</p><p>Vajadz&#x12B;ba nemit&#x12B;gi piepild&#x12B;t sevi ar Gaismas sp&#x113;kiem ir nepiecie�ams cilv&#x113;ka laimes nosac&#x12B;jums. Ja cilv&#x113;k&#x101; ir daudz rado�&#x101;s ener&#x123;ijas, vi&#x146;� sp&#x113;j atrisin&#x101;t bez iz&#x146;&#x113;mu�ma visas probl&#x113;mas, apg&#x16B;t visas likte&#x146;a m&#x101;c&#x12B;bstundas un p&#x101;rvar&#x113;t vissare�&#x123;&#x12B;t&#x101;ko karmu.</p></section><section><title><p id="AutBody_0bookmark84">RADO�A PIEEJA VESEL&#x12A;BAI</p></title><p>Katram cilv&#x113;kam piem&#x12B;t rado�as sp&#x113;jas. &#x12A;sten&#x12B;b&#x101; tie�i las ir vi&#x146;a dz&#x12B;v&#x12B;bas sp&#x113;ks. Rado�a pieeja t&#x101; ir v&#x113;l&#x113;�an&#x101;s un prasme apliecin&#x101;t savu person&#x12B;bu taj&#x101; telp&#x101;, kur&#x101; m&#x113;s dz&#x12B;vojam. Ja v&#x113;laties, rado�a pieeja t&#x101; ir pati v&#x113;l&#x113;�an&#x101; dz&#x12A;VOt.</p><p>Rado�&#x101; potenci&#x101;la realiz&#x113;�ana, savu sp&#x113;ju apliecin&#x101;��ana vienm&#x113;r veicina indiv&#x12B;da dz&#x12B;v&#x12B;bas sp&#x113;ka nostiprin&#x101;��anu un vairo�anu.</p><p>Tikai realiz&#x113;jot savas rado�&#x101;s ieceres, cilv&#x113;ks sp&#x113;j ieg&#x16B;t harmonisku psihisko st&#x101;vokli. Citiem v&#x101;rdiem sakot, per�son&#x12B;bai nemit&#x12B;gi j&#x101;tiecas sev izdom&#x101;t aizvien jaunus un interesant&#x101;kus uzdevumus, bet p&#x113;c tam pan&#x101;kt to atrisi�n&#x101;�anu. Ja t&#x101; nenotiek, person&#x12B;ba s&#x101;k degrad&#x113;ties.</p><p>Protams, da�&#x101;dos dz&#x12B;ves posmos un da�&#x101;d&#x101; vecum&#x101;, da�&#x101;d&#x101;s att&#x12B;st&#x12B;bas pak&#x101;p&#x113;s un da�&#x101;du likte&#x146;u laik&#x101; cilv&#x113;ki sev izvirza visdaudzveid&#x12B;g&#x101;kos uzdevumus. Nav svar&#x12B;gi, k&#x101;di tie ir-skaistas kleitas ieg&#x101;de vai izgl&#x12B;t&#x12B;bas ieg&#x16B;�ana, b&#x113;rnu audzin&#x101;�ana vai p&#x101;rcel�an&#x101;s uz citu pils&#x113;tu. Sva�r&#x12B;gi, lai pats uzdevuma risin&#x101;�anas process sag&#x101;d&#x101;tu prie�ku, rad&#x12B;tu dv&#x113;seles pac&#x113;lumu, tiek�anos veikt kaut ko jaunu, sare�&#x123;&#x12B;t&#x101;ku un interesant&#x101;ku.</p><p>Dro�i vien nav vajadz&#x12B;bas atg&#x101;din&#x101;t, ka tad, ja visa "dv&#x113;seles jaunrade" izpau�as materi&#x101;lo v&#x113;rt&#x12B;bu kr&#x101;�an&#x101;, to sauc par mantu kultu. Ja "rado�o ieceru realiz&#x101;cija" m&#x12B;lest&#x12B;b&#x101; izpau�as k&#x101; bezgal&#x12B;ga partneru mai&#x146;a, tad t&#x101; ir� savu ener&#x123;iju grau�ana. �&#x101;da "v&#x113;lmju att&#x12B;st&#x12B;ba" ir t&#x101; pati degrad&#x101;cija.</p><p>Sare�&#x123;&#x12B;t&#x101;ks uzdevums ir jauns, pavisam cita l&#x12B;me&#x146;a uzdevums. Ja ieg&#x16B;ta izgl&#x12B;t&#x12B;ba, var sasniegt materi&#x101;lo neat�kar&#x12B;bu. Ja izs&#x12B;kusi m&#x12B;lest&#x12B;ba, ir nobriedusi nepiecie�am&#x12B;ba iepaz&#x12B;t sevi, savas psihisk&#x101;s &#x12B;patn&#x12B;bas un dv&#x113;seles vaja�dz&#x12B;bas. Ja esi iepazinis sevi, var noska&#x146;oties uz tik�anos ar sev atbilsto�u cilv&#x113;ku. Un t&#x101; t&#x101;l&#x101;k, process ir bezgal&#x12B;gs gan laika, gan uzdevumu daudzveid&#x12B;bas zi&#x146;&#x101;.</p><p>�&#x101;da rado�a person&#x12B;bas att&#x12B;st&#x12B;ba r&#x101;da, ka cilv&#x113;ka psihe ir norm&#x101;la, ka dv&#x113;sele tiecas p&#x113;c harmonijas ne tikai v&#x101;r�dos, bet ar&#x12B; darbos.</p><p>No cilv&#x113;ka psihisk&#x101;s harmonijas ir atkar&#x12B;ga vi&#x146;a fi�zisk&#x101; vesel&#x12B;ba.</p><p>T&#x101;tad, ja pret dz&#x12B;vi izturamies rado�i, tiecamies izkopt savas vajadz&#x12B;bas, m&#x16B;su izredzes b&#x16B;t fiziski veseliem pa�lielin&#x101;s. Turpret&#x12B; slim&#x12B;bas tiek iemantotas vienveid&#x12B;gos un stinguma pilnos dv&#x113;seles dz&#x12B;ves posmos.</p><p>Nav svar&#x12B;gi, k&#x101; veidojas liktenis. Dv&#x113;seles dz&#x12B;ve t&#x101; ir cilv&#x113;ka iek�&#x113;j&#x101; dz&#x12B;ve. &#x13B;oti bie�i tie�i tad, kad likte&#x146;a gait&#x101; ir iest&#x101;jies klusums, dv&#x113;sel&#x113; noris v&#x113;trains att&#x12B;st&#x12B;bas process.</p><p>Pie&#x146;emsim, ka esat neapmierin&#x101;ti ar darbu, tur iest&#x101;jies piln&#x12B;gs sastingums. Bet domas darbojas &#x13C;oti spraigi, jo �&#x101;da situ&#x101;cija j&#x16B;s neapmierina. J&#x16B;s aizvien no jauna ana�liz&#x113;jat savu darb&#x12B;bu, cen�ades saprast un sajust, ko turp�m&#x101;k gribat no sava darba. Tie�i t&#x101; izpau�as rado�a dz&#x12B;ves uztvere-k&#x101; m&#x16B;�&#x12B;gi harmonijas mekl&#x113;jumi un jauna vir�z&#x12B;�an&#x101;s uz piln&#x12B;bu.</p><p>Vienlaikus j&#x16B;su dz&#x12B;ve &#x101;r&#x113;ji var b&#x16B;t pilna ar lielu da�&#x101;�d&#x12B;bu: kontaktiem, braucieniem, komand&#x113;jumiem, sa�springtu darbu, bet dv&#x113;sele gu&#x13C;. Tur nekas nenotiek, ne�kas nemain&#x101;s. Ikdienas notikumu virpul&#x12B; t&#x101; pat nepasp&#x113;j sajust, vai t&#x101;da dz&#x12B;ve tai pat&#x12B;k. T&#x101;tad l&#x12B;dz slim&#x12B;bai atlicis l&#x12B;kai viens solis.</p><p>Liel&#x101;k&#x101;s upes pl&#x16B;st pazem&#x113;. Pats svar&#x12B;g&#x101;kais m&#x16B;su lik�ten&#x12B; norisin&#x101;s nevis &#x101;r&#x113;j&#x101;, bet iek�&#x113;j&#x101; telp&#x101;. Un parasti apk&#x101;rt&#x113;jiem tas paliek nepaman&#x12B;ts.</p></section><section><title><p id="AutBody_0bookmark86">Rado�o sp&#x113;ku potenci&#x101;ls</p></title><p>Cilv&#x113;ks ir laim&#x12B;gs, kad dz&#x12B;ve vi&#x146;am sag&#x101;d&#x101; gandar&#x12B;�jumu. Savuk&#x101;rt tas rodas, kad var likt liet&#x101; sp&#x113;kus un sp&#x113;jas. Cilv&#x113;ks vienm&#x113;r sev&#x12B; j&#x16B;t snaudo�u, bet da�k&#x101;rt ikdienas r&#x16B;pju apsl&#x113;ptu rado�o sp&#x113;ju potenci&#x101;lu un v&#x113;�las to realiz&#x113;t.</p><p>Atcer&#x113;simies, cik neapzin&#x101;ti k&#x16B;s&#x101; pusaud�u rado�ie sp&#x113;ki. �aj&#x101; vecum&#x101; dz&#x12B;v&#x12B;bas ener&#x123;ija burtiski verd, pati I )aba �aj&#x101; vecum&#x101; aktiviz&#x113; cilv&#x113;ka sp&#x113;kus. Dabai vajag, lai pasaul&#x113; n&#x101;k vesel&#x12B;gi un sp&#x113;c&#x12B;gi p&#x113;cn&#x101;c&#x113;ji, lai saglab&#x101;jas un att&#x12B;st&#x101;s attiec&#x12B;go biolo&#x123;isko b&#x16B;t&#x146;u suga.</p><p>Cilv&#x113;ka rado�&#x101;s un seksu&#x101;l&#x101;s ener&#x123;ijas ir saviju�&#x101;s dz&#x12B;v&#x12B;bas sp&#x113;ku kamol&#x101;. L&#x12B;dz ar to Rad&#x12B;t&#x101;js cilv&#x113;kiem</p><p>r&#x101;da, ka vi&#x146;u rado�&#x101; un gar&#x12B;g&#x101; att&#x12B;st&#x12B;ba evol&#x16B;cijai ir tik-, pat svar&#x12B;ga k&#x101; pa�as biolo&#x123;isk&#x101;s dz&#x12B;v&#x12B;bas turpin&#x101;�an&#x101;s.</p><p>Cilv&#x113;ks t&#x101; ir ne tikai daba, ne tikai fiziskais &#x137;ermenis. Cilv&#x113;k&#x101; ir apsl&#x113;pta Dievi�&#x137;&#x101; dzirksts, vi&#x146;a iek�&#x113;j&#x101;, ga�r&#x12B;g&#x101; b&#x16B;t&#x12B;ba. T&#x101;p&#x113;c ir tik svar&#x12B;gi pusaud�a ener&#x123;iju virz&#x12B;t uz rado�o sp&#x113;ju att&#x12B;st&#x12B;bu.</p><p>Protams, tas ir svar&#x12B;gi ne tikai pusaud�iem. M&#x113;s iz�dar&#x12B;j&#x101;m speci&#x101;lus p&#x113;t&#x12B;jumus, lai konstat&#x113;tu, k&#x101;d&#x101; veid&#x101; rado�&#x101;s aktivit&#x101;tes pac&#x113;lums ietekm&#x113; cilv&#x113;ka psihisko un fizisko vesel&#x12B;bu jebkur&#x101; vecum&#x101; (s&#x101;kot no 18 ga�diem).</p><p>Visiem cilv&#x113;kiem, kuri piedal&#x12B;j&#x101;s p&#x113;t&#x12B;jum&#x101;, s&#x101;kum&#x101; tika sar&#x12B;kota psiholo&#x123;isk&#x101; p&#x101;rbaude, kas par&#x101;d&#x12B;ja, cik liel&#x101; m&#x113;r&#x101; katrs no vi&#x146;iem ir p&#x101;rliecin&#x101;ts par sevi un noba�&#x12B;jies par savu vesel&#x12B;bu, cik br&#x12B;vi j&#x16B;tas &#x13C;aud&#x12B;s, cik akt&#x12B;vs, satraukts, uzbudin&#x101;ts vai nom&#x101;kts vi&#x146;� ir.</p><p>J&#x101;teic, ka pa�reiz&#x113;j&#x101; &#x12B;sten&#x12B;ba neveicina harmonijas saglab&#x101;�anos cilv&#x113;ku dz&#x12B;v&#x113;, t&#x101;p&#x113;c p&#x101;rbaude nedeva ne�k&#x101;du iepriecino�u rezult&#x101;tu. M&#x113;s redz&#x113;j&#x101;m, cik liels ir satraukums, nedro�&#x12B;ba par r&#x12B;tdienu, nemiers par savu vesel&#x12B;bu. Reiz&#x113; visai.zemi ir komunikabilit&#x101;tes un ak�tivit&#x101;tes r&#x101;d&#x12B;t&#x101;ji, p&#x101;rlieku maza ir tic&#x12B;ba sev un sp&#x113;ja br&#x12B;vi paust paties&#x101;s v&#x113;lmes. Sam&#x113;r&#x101; bie�i v&#x113;rojama nom&#x101;kt&#x12B;ba, k&#x101; ar&#x12B; p&#x101;rlieka uzbudin&#x101;m&#x12B;ba un nervozi�t&#x101;te.</p><p>Tr&#x12B;s m&#x113;ne�us br&#x12B;vpr&#x101;t&#x12B;go grupas apguva pa�regul&#x101;cijas pa&#x146;&#x113;mienus, kuru pamat&#x101; ir person&#x12B;bas rado�o sp&#x113;ku un gar&#x12B;g&#x101;s aktivit&#x101;tes stimul&#x101;cija. Iem&#x101;c&#x12B;ju�ies no�v&#x113;rot to, k&#x101;d&#x101; st&#x101;vokl&#x12B; ir organisma dz&#x12B;v&#x12B;bas sp&#x113;ki, un aktiviz&#x113;t savu ener&#x123;&#x113;tisko potenci&#x101;lu, cilv&#x113;ki izstr&#x101;d&#x101;ja gar&#x12B;gi ros&#x12B;gu attieksmi pret savu vesel&#x12B;bu, savu darbu un likteni.</p><p>P&#x113;c nodarb&#x12B;bu beig&#x101;m daudzi ar izbr&#x12B;nu konstat&#x113;ja, ka vi&#x146;iem ir t&#x12B;ri labas sp&#x113;jas z&#x12B;m&#x113;t, dzejot, nodarboties</p><p>Ai dejo�anu un pat sacer&#x113;t m&#x16B;ziku. Ta�u pats galvenais mIk&#x101;rtot&#x101;s p&#x101;rbaudes par&#x101;d&#x12B;ja, ka main&#x12B;jies cilv&#x113;ku psihisk&#x101; st&#x101;vok&#x13C;a raksturojums. Palielin&#x101;jusies tic&#x12B;ba sa�viem sp&#x113;kiem, komunikabilit&#x101;te, sp&#x113;ja br&#x12B;vi paust gribu, &#x25A0;..imazin&#x101;jies satraukums. Daudzi bija iev&#x113;roju�i, ka &#x13C;oti uzlaboju�&#x101;s attiec&#x12B;bas ar cilv&#x113;kiem un kopum&#x101; pozit&#x12B;vi main&#x12B;ju�ies dz&#x12B;ves apst&#x101;k&#x13C;i.</p><p>Savas rado�&#x101;s sp&#x113;jas var aktiviz&#x113;t ar da�&#x101;diem pa&#x146;&#x113;�mieniem. Jebkur&#x101; gad&#x12B;jum&#x101; viena lieta ir ac&#x12B;mredzama: . ilv&#x113;ka dz&#x12B;v&#x12B;bas sp&#x113;ki un vi&#x146;a rado�&#x101; aktivit&#x101;te ir tie�i atkar&#x12B;gi viens no otra. Ja ir sp&#x113;ki, par&#x101;d&#x101;s rado�&#x101;s sp&#x113;&#x13C;,is. (K&#x101;p&#x113;c pusaud�i nododas hulig&#x101;nismam? T&#x101;p&#x113;c ka vi&#x146;u rado�&#x101;s sp&#x113;jas nav iesaist&#x12B;tas jaunrad&#x113;.) Ja tiek sti�mul&#x113;ta jaunrade, aug organisma dz&#x12B;v&#x12B;bas sp&#x113;ki, nostipi m&#x101;s fizisk&#x101; un psihisk&#x101; vesel&#x12B;ba, par&#x101;d&#x101;s norm&#x101;la, har�moniska uztvere attiec&#x12B;b&#x101; uz pasauli un sevi �aj&#x101; pa�saul&#x113;.</p><p>Iiner&#x123;ija un harmoniska jaunrade ir nepiecie�amas eilv&#x113;kam, lai vi&#x146;� b&#x16B;tu vesels un laim&#x12B;gs, sp&#x113;tu risin&#x101;t &#x13C;ebkuras probl&#x113;mas un veidot dz&#x12B;vi l&#x101;du, k&#x101;du pats v&#x113;las.</p><p>Da�k&#x101;rt iev&#x113;rojat, ka sp&#x113;jat paredz&#x113;t da�us notikumus, ('ilreiz p&#x113;k�&#x146;i atrodat pareizo risin&#x101;jumu, tas atn&#x101;k k&#x101; apskaidr&#x12B;ba. Gad&#x101;s, ka br&#x12B;numain&#x101; k&#x101;rt&#x101; piepild&#x101;s tas, I 'ar ko esat klus&#x12B;b&#x101; sap&#x146;oju�i, bet baid&#x12B;ju�ies pat dom&#x101;t. Ta�u nek&#x101;da br&#x12B;numa te nav. Ir tikai rado�a j&#x16B;su b&#x16B;t&#x12B;bas ener&#x123;ija, kas ievad&#x12B;ta vajadz&#x12B;gaj&#x101; gultn&#x113;.</p></section><section><title><p>Intuit&#x12B;va apskaidr&#x12B;ba</p></title><p>Ir zin&#x101;ms, ka rado�&#x101;s aktivit&#x101;tes proces&#x101;, kad cilv&#x113;ks mekl&#x113; uzdevuma vai zin&#x101;tniskas probl&#x113;mas risin&#x101;jumu, bie�i atrisin&#x101;jums atn&#x101;k intuit&#x12B;vi k&#x101; &#x123;eni&#x101;ls min&#x113;jums, k&#x101; apskaidr&#x12B;ba, k&#x101; p&#x113;k�&#x146;s gaismas uzplaiksn&#x12B;jums, &#x13C; k&#x101; Dievs Tas Kungs b&#x16B;tu pa�ukst&#x113;jis priek�&#x101;. </p><p>K&#x101; pan&#x101;kt, lai Vi&#x146;� bie�&#x101;k t&#x101; "pa�ukst&#x113;tu"? Vajag bie&#x13C; �&#x101;k &#x13C;auties rado�ai pacil&#x101;t&#x12B;bai.</p><p>Intuit&#x12B;vas apskaidr&#x12B;bas, moment&#x101;nas apjausmas pama t&#x101; ir cilv&#x113;ka psihes zemapzi&#x146;as procesi.</p><p>Ir zin&#x101;mi rado�o procesu p&#x113;t&#x12B;jumi O. Tihomirova vi d&#x12B;b&#x101;. Vi&#x146;� par&#x101;d&#x12B;ja, ka hipnozes st&#x101;vokl&#x12B; cilv&#x113;ks sp&#x113;j m m&#x113;t k&#x101; &#x123;eni&#x101;ls m&#x101;kslinieks. Ta�u pats interesant&#x101;kais 1 tas, ka �&#x12B;s sp&#x113;jas vi&#x146;� saglab&#x101; ar&#x12B; p&#x113;c hipnozes seansa! li tikai j&#x101;br&#x12B;n&#x101;s, cik maz m&#x113;s sevi paz&#x13C;stam! &#x13C;</p><p>&#x100;r&#x113;js gr&#x16B;diens atraisa snaudo�&#x101;s sp&#x113;jas. O. Tihomirol va p&#x113;t&#x12B;jumos par &#x101;r&#x113;jo gr&#x16B;dienu kalpoja apzi&#x146;as hipncfl tiskais st&#x101;voklis. Ta�u tas nav vien&#x12B;gais p&#x101;rveidotais st&#x101;voklis, ko cilv&#x113;ki paz&#x12B;st. V&#x113;l ir relaks&#x101;cijas (dzi&#x13C;a atsl&#x101;l bin&#x101;�an&#x101;s), medit&#x101;cijas (koncentr&#x113;�an&#x101;s uz jebkuru! priek�metu bez &#x12B;pa�a nodoma), l&#x16B;g�anas st&#x101;voklis. Psi4 holo&#x123;ija to sauc par pa�hipnozi. At�&#x137;ir&#x12B;b&#x101; no hipnozes �aj&#x101; st&#x101;vokl&#x12B; viss ir pa�a indiv&#x12B;da var&#x101;, piln&#x12B;b&#x101; saglab&#x101;jas br&#x12B;va griba, cilv&#x113;ka individualit&#x101;te, k&#x101; ar&#x12B; pa�kontrole: ja&#x13C; gribu, &#x13C;aujos �im st&#x101;voklim; ja gribu, to p&#x101;rtraucu.</p><p>P&#x101;rveidot&#x101; apzi&#x146;as st&#x101;vok&#x13C;a meh&#x101;nisms pagaid&#x101;m ne�vienam nav zin&#x101;ms. Cilv&#x113;ce v&#x113;l nav tikt&#x101;l izaugusi, lai atmin&#x113;tu �&#x101;dus nosl&#x113;pumus. Pagaid&#x101;m esam dk dumji, ka, izp&#x113;t&#x12B;ju�i �o meh&#x101;nismu, m&#x113;s t&#x16B;da&#x13C; to s&#x101;ktu izmantot pret sevi (milit&#x101;riem, graujo�iem m&#x113;r&#x137;iem).</p><p>Ta�u jau kop� seniem laikiem cilv&#x113;kam no aug�as ir dotas metodikas, kuras izmantojot var sazin&#x101;des ar smal�kaj&#x101;m Pasaul&#x113;m. Tie�i t&#x101; ir pa�hipnoze, tas ir rado�&#x101; pac&#x113;�lu ma st&#x101;voklis. Visi cilv&#x113;cei zin&#x101;mie gar&#x12B;gie pa&#x146;&#x113;mieni balst&#x101;s uz relaks&#x101;ciju un medit&#x101;ciju. To j&#x113;ga ir izmantot t&#x101;s smadze&#x146;u iesp&#x113;jas, kuras absol&#x16B;ti netiek liktas liet&#x101; parastaj&#x101; dz&#x12B;v&#x113;. P&#x101;rveidot&#x101; apzi&#x146;as st&#x101;vok&#x13C;a m&#x113;r&#x137;is ir iz�zin&#x101;t sevi.</p></section><section><title><p id="AutBody_0bookmark87">K&#x101; k&#x13C;&#x16B;t par ekstrasensu</p></title><p>Indiv&#x12B;da rado�&#x101; aktivit&#x101;te ir atkar&#x12B;ga no pa�izzi&#x146;as dzi�&#x13C;uma. V&#x113;l&#x113;�an&#x101;s saprast sevi, savas r&#x12B;c&#x12B;bas un noska&#x146;o�juma dzi&#x13C;&#x101;ko j&#x113;gu ir pirmais solis ce&#x13C;&#x101; uz jaunradi. Un pirmais solis ce&#x13C;&#x101; pie Dieva. Iepaz&#x12B;stot sevi, m&#x113;s iepaz&#x12B;slam Dievu, jo esam Vi&#x146;a da&#x13C;a. T&#x101;p&#x113;c ir &#x13C;oti labi, ka �obr&#x12B;d laktiski nevienam cilv&#x113;kam nav vienaldz&#x12B;gi psiholo&#x123;ijas &#x13C;.mt&#x101;jumi.</p><p>Iev&#x113;rojam&#x101; amerik&#x101;&#x146;u psihiatre Satika Karagula m&#x113;�&#x123;in&#x101;ja izp&#x113;t&#x12B;t ekstrasensu. Noskaidroj&#x101;s satrieco�as lietas! ( ilv&#x113;ku ar superjut&#x12B;gu uztveri (t&#x101; saucamo ekstrasensu) Ir daudz vair&#x101;k, nek&#x101; esam radu�i dom&#x101;t. Faktiski ikviens sav&#x101; nozar&#x113; talant&#x12B;gs speci&#x101;lists, lai tas b&#x16B;tu &#x101;rsts vai in�e�nieris, dzejnieks vai m&#x101;kslinieks, zin&#x101;tnieks vai vidus�skolas skolot&#x101;js, meh&#x101;ni&#x137;is vai sanit&#x101;rtehni&#x137;is, celtnieks vai programm&#x113;t&#x101;js, pav&#x101;rs vai zemkopis, atbild&#x12B;gu l&#x113;mu�mu pie&#x146;em�an&#x101; balst&#x101;s uz intu&#x12B;ciju. Bet br&#x12B;�os, kad aizraujas ar savu darbu, spont&#x101;ni non&#x101;k p&#x101;rveidot&#x101; apzi&#x146;as M&#x101;vokl&#x12B;, proti, izmanto pagaid&#x101;m nesaprotamas, apsl&#x113;plas smadze&#x146;u sp&#x113;jas.</p><p>T&#x101;p&#x113;c nav j&#x101;br&#x12B;n&#x101;s, ka rado�i cilv&#x113;ki, kas aizr&#x101;vu�ies ar darbu, ret&#x101;k slimo, ilgi dz&#x12B;vo un parasti ir laim&#x12B;gi, jo vi&#x146;i past&#x101;v&#x12B;gi papildina organisma dz&#x12B;v&#x12B;bas sp&#x113;kus.</p><p>'['a�u bie�i vien vi&#x146;iem rodas likstas sadz&#x12B;v&#x113; un vis&#x101; il/.&#x12B;v&#x113;. Vi&#x146;iem it k&#x101; pietr&#x16B;kst laika (vai zin&#x101;�anu), lai ra�do�i izpaustos vis&#x101;s jom&#x101;s. Vai ar&#x12B; vi&#x146;i to neprot dar&#x12B;t apzin&#x101;ti un m&#x113;r&#x137;tiec&#x12B;gi. �is faktors apstiprina domu par lo, ka cilv&#x113;ku �is apbr&#x12B;nojamais st&#x101;voklis p&#x101;r&#x146;em spon�t&#x101;ni.</p><p>�&#x101;di cilv&#x113;ki bie�i vien sl&#x113;pj savas fenomen&#x101;l&#x101;s sp&#x113;jas, I t&#x12B;ras rod izpausmi tikai k&#x101;d&#x101; specifisk&#x101; jom&#x101;, jo baid&#x101;s b&#x16B;t nesaprasti vai tikt izsmieti. Vi&#x146;i ar&#x12B; m&#x113;&#x123;ina rast sav&#x101;m intuit&#x12B;vaj&#x101;m zin&#x101;�an&#x101;m kaut k&#x101;du materi&#x101;listisku izskaidrojumu. Sak, dro�i vien kaut kur esmu las&#x12B;jis, kaut kur redz&#x113;jis, dzird&#x113;jis un nejau�i iedom&#x101;jies.</p><p>Bet tur iau ir tas &#x101;&#x137;is, ka viens nezin k&#x101;p&#x113;c visu laiku "nejau�i" iedom&#x101;jas, bet otrs "speci&#x101;lists" nesaprot pat to, kas visiem ir ac&#x12B;mredzams.</p><p>Piem&#x113;ram, talant&#x12B;gs &#x101;rsts redz pacienta org&#x101;nus un ne�k&#x13C;&#x16B;d&#x12B;gi nosaka diagnozi. Vi&#x146;� dom&#x101;, ka �&#x12B; diagnoze ir vi&#x146;a izt&#x113;les auglis un vienm&#x113;r izdara visas nepiecie�am&#x101;s anal&#x12B;zes, kuras vien&#x12B;gi apstiprina s&#x101;kotn&#x113;jo "min&#x113;jumu".</p><p>&#x122;eni&#x101;ls m&#x113;be&#x13C;u galdnieks nek&#x13C;&#x16B;d&#x12B;gi zina, kas san&#x101;ks no konkr&#x113;t&#x101; materi&#x101;la, glu�i k&#x101; rentgena apar&#x101;ts nosaka ac&#x12B;m neredzamus koka defektus. Uz visiem jaut&#x101;jumiem, k&#x101; vi&#x146;am tas izdodas, atbild: "Ja b&#x16B;tu nostr&#x101;d&#x101;jis tik ilgi k&#x101; es, ar&#x12B; tu sajustu koku!"</p><p>Sp&#x113;ja koncentr&#x113;ti iedzi&#x13C;in&#x101;ties k&#x101;da priek�meta b&#x16B;t&#x12B;b&#x101; un saprast visu, kas jums nepiecie�ams; sp&#x113;ja uzmin&#x113;t, tas ir, intiut&#x12B;vi sa&#x146;emt nepiecie�amo inform&#x101;ciju; sp&#x113;ja sa�just priek�metus, par&#x101;d&#x12B;bas, apst&#x101;k&#x13C;us un citus cilv&#x113;kus t&#x101;s ir rado�&#x101;s aktivit&#x101;tes izpausmes.</p><p>Vai tad nav pien&#x101;cis laiks mums visiem sajust vismaz pa�iem sevi?</p></section><section><title><p id="AutBody_0bookmark88">Slimot ir kauns</p></title><p>J&#x16B;s esat slims? T&#x101;tad nepaz&#x12B;stat sevi, nevald&#x101;t p&#x101;r sevi un necen�aties spert vismaz kaut k&#x101;dus so&#x13C;us ce&#x13C;&#x101; uz sava st&#x101;vok&#x13C;a kontrol&#x113;�anu. Ko gan j&#x16B;s esat v&#x113;rti, ja nevald&#x101;t pat pa�i p&#x101;r sevi! J&#x16B;s ener&#x123;&#x113;tiskaj&#x101; un psiholo&#x123;iskaj&#x101; zi&#x146;&#x101; esat t&#x101;di analfab&#x113;ti, ka &#x13C;aujat sve�&#x101;m ener&#x123;ij&#x101;m ielauzties sav&#x101; &#x137;ermen&#x12B; un graut vesel&#x12B;bu. J&#x16B;s sev&#x12B; esat sakoncen�tr&#x113;ju�i cilv&#x113;ku netikumus-skaud&#x12B;bu un alkat&#x12B;bu, miesas�k&#x101;r&#x12B;bas un greizsird&#x12B;bu, dusmas un aizvainojumu un necen�aties no tiem atbr&#x12B;voties.</p><p>Vai gan nav pien&#x101;cis laiks rado�ai attieksmei pret savu organismu, pret savu vesel&#x12B;bu? Nevajag dv&#x113;seles lais�kumu mask&#x113;t ar run&#x101;m par lielu aiz&#x146;emt&#x12B;bu vai par zau�d&#x113;to laiku.</p><p>&#x136;irur&#x123;ija vienm&#x113;r tiek &#x146;emta talk&#x101; tad, kad nav lab&#x101;kas izejas no situ&#x101;cijas, bet tabletes organismu vien&#x12B;gi de�mobiliz&#x113;. K&#x101;p&#x113;c str&#x101;d&#x101;t ar sevi, saprast sevi, ieklaus&#x12B;ties iek�&#x113;jo ener&#x123;iju pl&#x16B;sm&#x101;! Lab&#x101;k izdom&#x101;sim jaunu tableti, piem&#x113;ram, t&#x101;du, kas paaugstina intelekta l&#x12B;meni� Tad atkrit&#x12B;s pat nepiecie�am&#x12B;ba dom&#x101;t.</p><p>Darbs ar sevi ir psihiska sevis programm&#x113;�ana. T&#x101;s priek�roc&#x12B;ba ir t&#x101;da, ka, pateicoties �ai programm&#x113;�anai, cilv&#x113;ks k&#x13C;&#x16B;st par &#x12B;stenu savas person&#x12B;bas veidot&#x101;ju.</p><p>Rado�&#x101; procesa ienaidnieki ir bailes, slinkums un augsts pa�kritiskums, neuztic&#x113;�an&#x101;s savai intu&#x12B;cijai.</p><p>I. Me�&#x146;ikovs: "Cilv&#x113;kam vajadz&#x113;s main&#x12B;t savu dabu, lai to padar&#x12B;tu harmonisk&#x101;ku."</p><p>M. Cehovs (rakstnieka br&#x101;lis): "Jogisma pamats ir dz&#x12B;�ves jaunrade."</p><p>J. Vlasovs (iev&#x113;rojamais sportists): "Cilv&#x113;ks vienm&#x113;r pats p&#x101;rvar probl&#x113;mas un slim&#x12B;bas, ja prot izmantot savus psihiskos sp&#x113;kus."</p><p>Darbs ar sevi ir tie�s savu karmisko probl&#x113;mu p&#x101;rva�r&#x113;�anas pa&#x146;&#x113;miens, bet t&#x101;tad ar&#x12B; sava likte&#x146;a p&#x101;rveido��anas pa&#x146;&#x113;miens!</p></section><section><title><p>Ar ko s&#x101;kt?</p></title><p>�&#x101; darba ietvaros m&#x113;s nedodam piln&#x12B;gas metodikas nevis t&#x101;p&#x113;c, ka t&#x101;s sl&#x113;pjam (t&#x101;s ir visai pla�i paz&#x12B;stamas), bet gan t&#x101;p&#x113;c, ka nav j&#x113;gas las&#x12B;t da�&#x101;du peld&#x113;�anas teh�niku aprakstus. Glu�i vienk&#x101;r�i ir j&#x101;pieiet pie &#x16B;dens un j&#x101;paskat&#x101;s, k&#x101; peld citi, j&#x101;pal&#x16B;dz, lai k&#x101;ds par&#x101;da, k&#x101; to dara, un s&#x101;kum&#x101; j&#x16B;s patur.</p><p>Sh&#x113;ma, p&#x113;c kuras ieg&#x16B;stam prasmi sevi rado�i apjaust, ir &#x13C;oti vienk&#x101;r�a:</p><p>1.� Att&#x12B;st&#x12B;t savu sensoro jut&#x12B;bu.</p><p>2.� Iepaz&#x12B;t piecu Visuma pirmelementu koka, uguns, &#x16B;dens, gaisa un zemes dabu. Izp&#x113;t&#x12B;t cilv&#x113;ka &#x137;erme&#x146;a ener&#x123;&#x113;dsko kan&#x101;lu sist&#x113;mu, �o kan&#x101;lu uzdevumus, k&#x101; ar&#x12B; pa&#x146;&#x113;mienus, kas izmantojami patst&#x101;v&#x12B;g&#x101; ener&#x123;&#x113;tis�kaj&#x101; darb&#x101; ar tiem.</p><p>3.� Apg&#x16B;t pa�anal&#x12B;zes, pa�kontroles un sevis program�m&#x113;�anas (lasot m&#x16B;su gr&#x101;matu, j&#x16B;s jau da&#x13C;&#x113;ji ar to nodar�boj&#x101;ties) pa&#x146;&#x113;mienus.</p><p>4.��� Meditat&#x12B;vi v&#x113;rsties pie Augst&#x101;kajiem sp&#x113;kiem, sa�&#x146;emt intuit&#x12B;vus l&#x113;mumus. Sajust sv&#x113;t&#x12B;bu k&#x101; Dievi�&#x137;u Gaismu, kas pl&#x16B;st nemit&#x12B;gi un visiem vien&#x101;di. (Ta�u ne jau visi ir atv&#x113;rti t&#x101;s uztver�anai.)</p><p>Austrumu gudr&#x12B;ba skan t&#x101;: vien&#x12B;gi mans nepiln&#x12B;gums sagroza pie manis n&#x101;ko�o paties&#x12B;bu.</p><p>B&#x16B;t veselam noz&#x12B;m&#x113; b&#x16B;t ener&#x123;&#x113;tiski izgl&#x12B;totam, vald&#x12B;t p&#x101;r sevi, kontrol&#x113;t procesus sav&#x101; organism&#x101;.</p><p>Ja jums jau s&#x101;kotn&#x113;ji ir rado�a attieksme pret savu ve�sel&#x12B;bu, j&#x16B;s intuit&#x12B;vi uztaust&#x12B;sit taci&#x146;u uz turieni, kur jums iem&#x101;c&#x12B;s dz&#x12B;v&#x12B;bas sp&#x113;ku vairo�anas un organisma atvese�&#x13C;o�anas metodikas un tehnikas.</p></section><section><title><p id="AutBody_0bookmark89">V&#x112;RT&#x12A;BU SIST&#x112;MA</p></title><p>K&#x101;p&#x113;c past&#x101;v "meln&#x101;" un "balt&#x101;" ma&#x123;ija? Visp&#x101;r kas t&#x101; ma&#x123;ija ir?</p><p>Ma&#x123;ija ir (las&#x101;m enciklop&#x113;diskaj&#x101; v&#x101;rdn&#x12B;c&#x101;) burvest&#x12B;ba, bur�ana, ritu&#x101;li, kas saist&#x12B;ti ar tic&#x12B;bu cilv&#x113;ka, maga, burvja p&#x101;rdabisk&#x101;m sp&#x113;j&#x101;m.</p><p>Protams, viss, kas v&#x113;l nav saprasts, nav l&#x12B;dz galam iepa�z&#x12B;ts, nav izskaidrojams no pragmatisk&#x101;s sadz&#x12B;ves lo&#x123;ikas viedok&#x13C;a, visos laikos ir uzskat&#x12B;ts par burvest&#x12B;bu. Elek�trisko spuldz&#x12B;ti ar&#x12B; pavisam nesen uztv&#x113;ra k&#x101; burvest&#x12B;bu.</p><p>P&#x101;rveidoto apzi&#x146;as st&#x101;vok&#x13C;u p&#x101;rzin&#x101;�ana, neap�auba mi, cilv&#x113;ku padara par burvi, par magu.</p><p>No ezoterikas viedok&#x13C;a ma&#x123;ija ir (tikai) darb&#x12B;ba, kas tiek veikta, izmantojot psihoener&#x123;&#x113;tisk&#x101;s un da�as citas zin&#x101;�anas.</p><p>Mags ir cilv&#x113;ks, kas apvelt&#x12B;ts ar superaugstu uztveri, k&#x101; ar&#x12B; lielu rado�o aktivit&#x101;ti. K&#x101;p&#x113;c tad magi ne vienm&#x113;r iet Gaismas ce&#x13C;u?</p><p>Cilv&#x113;kam ar superaugstu uztveri b&#x16B;tu j&#x101;redz, ka vi&#x146;a gl&#x101;b�anas ce&#x13C;� tas ir vien&#x12B;gi ce&#x13C;� pie Dieva. K&#x101;p&#x113;c tad "melnais" mags iet grau�anas ce&#x13C;u? Tas ta�u ir ce&#x13C;� uz pekli, proti, elli.</p><p>Cilv&#x113;ka daba ir sare�&#x123;&#x12B;ta. Kad ir gr&#x16B;ti, vi&#x146;� skrien pie Dieva, k&#x13C;&#x16B;st pazem&#x12B;gs un pietic&#x12B;gs, gatavs uz jebkuru ti�kum&#x12B;gu r&#x12B;c&#x12B;bu, paciet&#x12B;bu un dv&#x113;seles d&#x101;snumu. Bet, tik�l&#x12B;dz k&#x13C;&#x16B;st viegl&#x101;k, steidz baud&#x12B;t dz&#x12B;ves priekus (dz&#x12B;ve ta�u ir tik &#x12B;sa).</p><p>Kad non&#x101;kam spruk&#x101;s, jaut&#x101;jam: "Par ko, Kungs, Tu man to uzs&#x16B;t&#x12B;ji?" Kad g&#x16B;stam pan&#x101;kumus, j&#x16B;smojam: "K&#x101;ds es esmu malacis!" Kad cilv&#x113;ks ir v&#x101;j�, vi&#x146;� mekl&#x113; Dieva aizsardz&#x12B;bu, bet, sa&#x146;&#x113;mis sp&#x113;kus no aug�as k&#x101; Die�va pal&#x12B;dz&#x12B;bu, k&#x101; Dieva sv&#x113;t&#x12B;bu, jau s&#x101;k lepoties ar "savu" sp&#x113;ku.</p><p>Tie�i t&#x101;p&#x113;c bazn&#x12B;ca lam&#x101; ekstrasensus un dziedniekus, k&#x101; ar&#x12B; tos, kuri cilv&#x113;kus m&#x101;ca b&#x16B;t par ekstrasensiem: iegu�vu�i psihiskos sp&#x113;kus, cilv&#x113;ki aizmirst par Dievu, izmanto augst&#x101;kus sp&#x113;kus savu pasaul&#x12B;go s&#x12B;ko intere�u apmieri�n&#x101;�anai.</p><p>Cik vilino�i ir visiem pier&#x101;d&#x12B;t savu sevi�&#x137;umu, visiem par&#x101;d&#x12B;t savas iesp&#x113;jas, k&#x101;du iebied&#x113;t, sod&#x12B;t, k&#x101;dam atriebI ies, k&#x101;du p&#x101;rtrumpot. Tas jau neb&#x16B;tu nekas, bet, ieguvis sp&#x113;ku un varu p&#x101;r citiem, cilv&#x113;ks vairs negrib nek&#x101;du (laismu. Vi&#x146;a apedte aug: vi&#x146;� grib daudz naudas, daudz varas un, pats nemanot, sapinas t&#x12B;klos, ko izliku�i tum�ie sp&#x113;ki, kuri vi&#x146;a alkat&#x12B;bu un lepn&#x12B;bu, k&#x101; ari superjut&#x12B;gumu izmanto sav&#x101;s interes&#x113;s.</p><p>T&#x101; cilv&#x113;ks pats sevi p&#x101;rv&#x113;r� par melno magu, par s&#x101;tana kalpu. Vi&#x146;a liktenis nav apskau�ams. Kalpojot tum�ajiem sp&#x113;kiem, vi&#x146;� pak&#x101;peniski p&#x101;rdod savu nemirsdgo dv&#x113;�seli un uz visiem laikiem paz&#x16B;d no Pasaules. Pat tad, ja vi&#x146;� laikus "apdom&#x101;sies", smalkaj&#x101; Pasaul&#x113; pie&#x13C;aut&#x101;s k&#x13C;&#x16B;�das b&#x16B;s &#x13C;oti gr&#x16B;ti izlabot.</p><p>S&#x101;tans prasm&#x12B;gi izmanto cilv&#x113;ku v&#x101;j&#x12B;bas, jo p&#x101;rtiek no ener&#x123;ijas, ko cilv&#x113;ki iegulda netikumos. Cilv&#x113;ki &#x12B;pa�&#x101;s skol&#x101;s apg&#x16B;st ekstrasensor&#x101;s prasmes, nodarbojas ar jogu un "cigun" vingrin&#x101;jumiem, apmekl&#x113; bazn&#x12B;cu un gav&#x113;. Bet netiecas izprast un izjust savas darbo�an&#x101;s j&#x113;gu un t&#x101;p&#x113;c joproj&#x101;m slimo un pinas probl&#x113;m&#x101;s. Tikl&#x12B;dz ir iegu�vu�i nedaudz sp&#x113;ka, vi&#x146;i t&#x16B;da&#x13C; to iemet savu netikumu mukl&#x101;j&#x101;. Visa vi&#x146;u "gar&#x12B;g&#x101; dz&#x12B;ve" nav nekas vair&#x101;k k&#x101; &#x101;ri�&#x137;&#x12B;gs skaists ritu&#x101;ls, kur&#x101; vi&#x146;i neb&#x16B;t neieliek savas dv&#x113;�seles patieso darbu.</p><p>Tikai nenogursto�s, nemit&#x12B;gs darbs, kas velt&#x12B;ts karmas p&#x101;rvar&#x113;�anai un dv&#x113;seles rado�&#x101;s ener&#x123;ijas uzkr&#x101;�anai, &#x13C;auj notur&#x113;ties uz Gaismas ce&#x13C;a. �is darbs ir atkar&#x12B;gs no t&#x101;, vai cilv&#x113;ks izv&#x113;las patieso v&#x113;rt&#x12B;bu sist&#x113;mu.</p></section><section><title><p id="AutBody_0bookmark90">"Kas ir Gaisma man&#x12B;"?</p></title><p>Ar to ir par maz, ja esat gai�redz&#x12B;gs, p&#x101;rzin&#x101;t bur�anu, ma&#x123;isko darb&#x12B;bu pa&#x146;&#x113;mienus un metodes, ja jums ir daudz ener&#x123;ijas un protat to papildin&#x101;t.</p><p>Galvenais ir just Dievu sev&#x12B;, ar visu savu r&#x12B;c&#x12B;bu, ar katru darb&#x12B;bu kalpot Gaismas, nevis Tumsas sp&#x113;kiem. Jo tikai t&#x101;ds ir nemirst&#x12B;g&#x101;s dv&#x113;seles gl&#x101;b�anas ce&#x13C;�.</p><p>Tas nav vienk&#x101;r�s uzdevums. Iekams cilv&#x113;ki saprot, Lr. ir Gaisma dv&#x113;sel&#x113; un kas ir Tumsa, vi&#x146;i izdara &#x13C;oti daudz k&#x13C;&#x16B;du. Tas ir visu b&#x113;du un nelaimju c&#x113;lonis. Ne jau veld dk bie�i sak&#x101;m, ka ar labiem nodomiem ce&#x13C;� uz elli bru&#x123;&#x113;ts.</p><p>Jums ir bijusi smaga diena; p&#x101;rvarot nogurumu, j&#x16B;s nop&#x113;rkat to, kas mammai vislab&#x101;k gar�o, un aizejat pie vi&#x146;as, lai iepriecin&#x101;tu vi&#x146;u vai glu�i vienk&#x101;r�i izpild&#x12B;tu d&#x113;la pien&#x101;kumu pret vecu, slimu cilv&#x113;ku. V&#x113;l neesat l&#x101;g&#x101; p&#x101;rk&#x101;pis slieksnim p&#x101;ri, kad p&#x101;r j&#x16B;su galvu jau g&#x101;�as p&#x101;r�metumi j&#x16B;s aps&#x16B;dz neiej&#x16B;t&#x12B;b&#x101;, nev&#x113;r&#x12B;b&#x101;, izsaka preten�zijas, ka neesat ieradies tad, kad tik&#x101;t gaid&#x12B;ts, ka neesat atnesis to, kas bija vajadz&#x12B;gs, un tik daudz, cik nepiecie��ams�</p><p>J&#x16B;s iedeg&#x101;ties taisn&#x101;s dusm&#x101;s, lai pan&#x101;ktu taisn&#x12B;bu, vi�su nom&#x113;t&#x101;t uz gr&#x12B;das, aizcirt&#x101;t durvis un aizg&#x101;j&#x101;t. J&#x16B;s iz�v&#x113;l&#x113;j&#x101;ties s&#x101;tanisk&#x101;s lepn&#x12B;bas ce&#x13C;u. J&#x16B;s dom&#x101;jat, ka r&#x12B;ko�j&#x101;ties labi: paskaidroj&#x101;t cilv&#x113;kam, ka viss nav t&#x101;, k&#x101; vi&#x146;� uzskata. Ta�u j&#x16B;s palik&#x101;t nesaprasts. Un t&#x101; ir j&#x16B;su probl&#x113;�ma. Ja j&#x16B;s nav sapratis m&#x12B;&#x13C;� cilv&#x113;ks, t&#x101; ir j&#x16B;su nelaime.</p><p>Ja j&#x16B;s nesaprot neviens, rodas jaut&#x101;jums: bet vai pats sevi saprotat?</p><p>Kas �aj&#x101; situ&#x101;cij&#x101; jums bija svar&#x12B;gi? Apmierin&#x101;t lepn&#x12B;�bu? Ja j&#x16B;s vair&#x101;k sevi saprastu un vald&#x12B;tu p&#x101;r sav&#x101;m ener�&#x123;ij&#x101;m, tad mier&#x12B;gi visu noklaus&#x12B;tos, pagatavotu kaut ko gar�&#x12B;gu no t&#x101;, ko atnes&#x101;t, uzdotu divus vai tr&#x12B;s jaut&#x101;ju�mus, kas nov&#x113;r� uzman&#x12B;bu, nosk&#x16B;pst&#x12B;tu m&#x101;d un aizietu. Tad patie�&#x101;m par visu svar&#x12B;g&#x101;k jums b&#x16B;tu izdar&#x12B;t m&#x101;tei kaut ko pat&#x12B;kamu. Un tad j&#x16B;s patiesi b&#x16B;tu k&#x13C;uvis par uz�var&#x113;t&#x101;ju, uzveicot s&#x101;tanu gan sev&#x12B;, gan vi&#x146;&#x101;.</p><p>J&#x16B;s gribat nopeln&#x12B;t naudu, lai j&#x16B;su b&#x113;rni b&#x16B;tu nodro��in&#x101;ti un laim&#x12B;gi. J&#x16B;su galven&#x101; v&#x113;rt&#x12B;ba ir b&#x113;rnu laime? J&#x16B;s str&#x101;d&#x101;jat trij&#x101;s darbaviet&#x101;s, &#x13C;oti nogurstat, nervoz&#x113;jat, p&#x101;rmetat b&#x113;rniem, ka vi&#x146;i maz pal&#x12B;dz, ka j&#x16B;s nem&#x12B;l. Bet vi&#x146;i j&#x16B;s nepaz&#x12B;st, vi&#x146;i ir vieni. Vai vi&#x146;i ir laim&#x12B;gi? Vai, b&#x113;r�n&#x12B;b&#x101; sa&#x146;&#x113;mu�i �&#x101;du paraugu, vi&#x146;i slim&#x12B;gi neiztur&#x113;sies pret naudu, vai neuzskat&#x12B;s, ka nauda dz&#x12B;v&#x113; ir pad svar&#x12B;�g&#x101;k&#x101;? Varb&#x16B;t j&#x16B;s maldin&#x101;t sevi un galven&#x101; v&#x113;rt&#x12B;ba jums ir sava nodro�in&#x101;t&#x12B;ba, nevis b&#x113;rnu laime.</p><p>Cilv&#x113;kus alkat&#x12B;gus padara nevis nabadz&#x12B;ba, bet gan ne�pietiekams dv&#x113;seles siltums. Ja jums visliel&#x101;k&#x101; v&#x113;rt&#x12B;ba ir b&#x113;rnu laime, j&#x16B;s upur&#x113;sit naudu un iek&#x101;rtosities darb&#x101;, kur b&#x16B;s pietiekami laika, lai saviem b&#x113;rniem d&#x101;v&#x101;tu dv&#x113;�seles siltumu. Vi&#x146;i materi&#x101;li b&#x16B;s maz&#x101;k nodro�in&#x101;ti, to�ties zin&#x101;s, ka vi&#x146;iem ir &#x123;imene, m&#x12B;&#x13C;a m&#x101;te, laime, ko d&#x101;v&#x101; m&#x101;jas pavards.</p><p>Vai j&#x16B;s zin&#x101;t, kas jums dz&#x12B;v&#x113; ir visd&#x101;rg&#x101;kais? Ja teiksit: "Viss!", esat vai nu jauns, vai dumj�. Protams, ir br&#x12B;ni�&#x137;&#x12B;gi, ka esat materi&#x101;li nodro�in&#x101;ti un jums ir interesants darbs, ka saskarsme ar draugiem sag&#x101;d&#x101; prieku, bet m&#x12B;lest&#x12B;ba ir saj&#x16B;smas pilna. Ta�u vai tad vienm&#x113;r t&#x101; ir?</p><p>Ja t&#x101; ir, tad k&#x101; savu laimi notur&#x113;t? Ja turpred nek&#x101; no t&#x101; nav, ar ko s&#x101;kt, lai b&#x16B;tu laim&#x12B;gs, lai veiktos?</p><p>Ir j&#x101;s&#x101;k ar v&#x113;rt&#x12B;bu sist&#x113;mas izv&#x113;l&#x113;�anos.</p></section><section><title><p id="AutBody_0bookmark91">V&#x113;rt&#x12B;bu sist&#x113;mas izv&#x113;l&#x113;�an&#x101;s</p></title><p>Nav sliktas izv&#x113;les. Noteikt&#x101; m&#x16B;su dv&#x113;seles att&#x12B;st&#x12B;bas posm&#x101; katra izv&#x113;le ir laba. T&#x101;pat k&#x101; dz&#x12B;ves noteikumu izv&#x113;l&#x113;, ar&#x12B; �eit ir svar&#x12B;gi, lai tas, ko esat izv&#x113;l&#x113;ju�ies, atbilstu j&#x16B;su dzi&#x13C;&#x101;kaj&#x101;m, patiesaj&#x101;m vajadz&#x12B;b&#x101;m. Svar&#x12B;gi, lai izda�r&#x12B;to izv&#x113;li j&#x16B;s pie&#x146;emtu ar visu savu b&#x16B;t&#x12B;bu un lai klaus&#x12B;tu t&#x101;s vibr&#x101;cijai, kas vada pa dz&#x12B;vi. T&#x101;tad izv&#x113;lamies! Kas mums ir galvenais?</p><p>1.� Daudz naudas.</p><p>2.�� Ieg&#x16B;t atzin&#x12B;bu.</p><p>3.�� Labs sekss.</p><p>4.� Vara.</p><p>5.�� Klusums un miers.</p><p>6.�� Gar&#x12B;g&#x101; att&#x12B;st&#x12B;ba.</p><p>7.��� Baud&#x12B;t dz&#x12B;vi (m&#x101;kslu, saskarsmi ar cilv&#x113;kiem, &#x113;die�nu, m&#x16B;ziku, dabu, izzin&#x101;�anu, ce&#x13C;ojumus utt.).</p><p>8.�� Laim&#x12B;ga &#x123;imene.</p><p>9.� Atrast savu "pus&#x12B;ti".</p><p>10.� Rado�s darbs.</p><p>11.�� D&#x101;v&#x101;t cilv&#x113;kiem laimi.</p><p>Izv&#x113;lieties vienu vai divus, maksim&#x101;li tr&#x12B;s punktus, bez kuriem dz&#x12B;vi nesp&#x113;jat iedom&#x101;ties. Tagad nosakiet, cik daudz laika velt&#x101;t izraudz&#x12B;tajiem punktiem (proti, �aj&#x101; virzien&#x101; kaut ko tie�i un konkr&#x113;ti dar&#x101;t, k&#x101; ar&#x12B; par to do�m&#x101;jat un run&#x101;jat).</p><p>Pie&#x146;emsim, ka galvenais jums ir rado�s darbs. J&#x16B;s daudz par to dom&#x101;jat, daudz run&#x101;jat, bet neko nedar&#x101;t. Ak t&#x101;, j&#x16B;s negribat t&#x101;pat vien dar&#x12B;t, j&#x16B;s gribat, lai par to maks&#x101;, turkl&#x101;t pien&#x101;c&#x12B;gi maks&#x101;� T&#x101;d&#x101; gad&#x12B;jum&#x101; pirmaj&#x101; viet&#x101; lieciet naudu, un j&#x16B;su galv&#x101;, bet t&#x101;tad ar&#x12B; dz&#x12B;v&#x113; viss nost&#x101;sies sav&#x101; viet&#x101;. Tikai nem&#x101;niet sevi!</p><p>Ja neizprotat savas paties&#x101;s v&#x113;lmes, tas rada dzi&#x13C;as iek��&#x113;jas pretrunas, negat&#x12B;vas, graujo�as emocijas.</p><p>Piem&#x113;ram, cilv&#x113;ks uzskata, ka ir v&#x113;rt&#x12B;gs speci&#x101;lists. Vi&#x146;� dom&#x101;: "Es gribu str&#x101;d&#x101;t, mana prasme ir cilv&#x113;kiem vaja�dz&#x12B;ga, atbild&#x12B;g&#x101; amat&#x101; varu izdar&#x12B;t daudz laba." Cilv&#x113;ks zvana, deld&#x113; sliek�&#x146;us un beidzot pan&#x101;k to, ko grib&#x113;ja. Bet tad uzzina, ka alga pagaid&#x101;m b&#x16B;s pavisam neliela. Pavisam "nejau�i" izr&#x101;d&#x101;s, ka vi&#x146;� var s&#x101;kt str&#x101;d&#x101;t nevis t&#x16B;l&#x12B;t, bet p&#x113;c m&#x113;ne�a. Vakance tiek zaud&#x113;ta.</p><p>"le�u str&#x101;d&#x101;t priv&#x101;t&#x101; firm&#x101;," dom&#x101; cilv&#x113;ks, "tur vair&#x101;k maks&#x101;." Ar&#x12B; �is nodoms cie� neveiksmi, t&#x101;p&#x113;c ka: "Tur ir tik daudz darba, ka j&#x101;str&#x101;d&#x101; dienu un nakti�" Ko tad �is cilv&#x113;ks &#x12B;sti grib? S&#x113;d&#x113;t silt&#x101; vieti&#x146;&#x101; un sa&#x146;emt lielu algu.</p><p>�&#x101;da v&#x113;lme dv&#x113;selei ir graujo�a; lai to &#x12B;stenotu, j&#x101;mekl&#x113; kontakts ar s&#x101;tanu� Cilv&#x113;ks var br&#x12B;vi izv&#x113;l&#x113;ties savu ce&#x13C;u.</p><p>Citam cilv&#x113;kam, kas mekl&#x113; darbu, svar&#x12B;gi ir kontakt&#x113;�ties un kr&#x101;t pieredzi. T&#x101;p&#x113;c vi&#x146;�, iek&#x101;rtojoties darb&#x101;, ir mier&#x101; ar ne&#x113;rtu grafiku un zemu algu, bet toties str&#x101;d&#x101;s tur, kur piln&#x12B;b&#x101; sa&#x146;ems to, kas vi&#x146;am �obr&#x12B;d �&#x137;iet svar&#x12B;gs. Var dro�i teikt, ka �&#x101;du cilv&#x113;ku gaida liela n&#x101;kotne. Vi&#x146;� cen�as iet pa dz&#x12B;vi, sapr&#x101;t&#x12B;gi upur&#x113;jot mazsvar&#x12B;g&#x101;ko, lai ieg&#x16B;tu pa�reiz&#x113;jo galveno v&#x113;rt&#x12B;bu. Vi&#x146;�, balstoties uz Die�vi�&#x137;ajiem principiem, noteikti non&#x101;ks pie Gaismas.</p><p>Ja piln&#x12B;b&#x101; esat izpratu�i, kuras ir j&#x16B;su v&#x113;rt&#x12B;bas, koncen�tr&#x113;jiet sp&#x113;kus un speriet �aj&#x101; virzien&#x101; vismaz s&#x12B;kus sol&#x12B;�us. Centieties �&#x12B;m v&#x113;rt&#x12B;b&#x101;m veldt maksim&#x101;lu uzman&#x12B;bu, bet galvenais rado�os, vit&#x101;los sp&#x113;kus. Lasiet speci&#x101;lo lite�rat&#x16B;ru (t&#x101; dod ener&#x123;iju), izr&#x101;diet jebkuru jums pieejamo akdvit&#x101;ti un rezult&#x101;ts noteikti b&#x16B;s!</p><p>Un v&#x113;l. Tieciet skaidr&#x12B;b&#x101; par to, k&#x101;ds ir j&#x16B;su aktivit&#x101;tes galam&#x113;r&#x137;is. Aizveriet acis un izt&#x113;lojieties sevi par piln&#x12B;gi laim&#x12B;gu cilv&#x113;ku. K&#x101;da aina jums pav&#x113;rsies?</p><p>Ja saj&#x16B;tat Gaismu, to redzat, t&#x101; j&#x16B;s silda, ja j&#x16B;tat, k&#x101; labpadka iepl&#x16B;st dv&#x113;sel&#x113; ikreiz, kad dom&#x101;jat par to, tas noz&#x12B;m&#x113;, ka esat uz pareiz&#x101; ce&#x13C;a. Ja turpret&#x12B; j&#x16B;s p&#x101;r&#x146;em nemiers, mulss satraukums, neapmierin&#x101;t&#x12B;ba, t&#x101;tad Gais�ma v&#x113;l nav ien&#x101;kusi j&#x16B;su dv&#x113;sel&#x113; vai ar&#x12B; j&#x16B;s v&#x113;laties kaut ko t&#x101;du, kas j&#x16B;su dv&#x113;selei nenes&#x12B;s laimi. Jums nopietni j&#x101;izanaliz&#x113; sava v&#x113;rt&#x12B;bu sist&#x113;ma.</p><p>Neaizmirstiet, ka var patiesi grib&#x113;t daudz naudas, go�d&#x12B;gi to nopeln&#x12B;t un iet Gaismas ce&#x13C;u. Bet var par dz&#x12B;ves uzdevumu izvirz&#x12B;t gar&#x12B;go att&#x12B;st&#x12B;bu un krist Tumsas bez�diben&#x12B;. Nav nemaz tik vienk&#x101;r�i iet pa izraudz&#x12B;to ce&#x13C;u un nelieku&#x13C;ot.</p><p>Br&#x12B;numi nem&#x113;dz notikt, ir ener&#x123;ija un noteikts zin&#x12B;bas l&#x12B;menis, noteikta izpratne par Pasauli un sevi taj&#x101;. Vien�m&#x113;r ir m&#x16B;su kust&#x12B;bas virziens: vai nu uz Gaismu, vai uz neb&#x16B;t&#x12B;bas tumsu. Tre�&#x101; varianta nav. T&#x101; ir iek&#x101;rtota pa�saul&#x12B;g&#x101; dz&#x12B;ve. Nevar glu�i vienk&#x101;r�i dz&#x12B;vot. Katru dz&#x12B;ves br&#x12B;di, katru mirkli m&#x113;s izv&#x113;lamies starp Gaismu un Tum�su, ik bridi sperot so&#x13C;us te vien&#x101;, te otr&#x101; virzien&#x101;. T&#x101;p&#x113;c I ikai m&#x113;s pa�i esam atbild&#x12B;gi par savu dz&#x12B;vi, par savu lik�teni un savu vesel&#x12B;bu.</p></section><section><title><p id="AutBody_0bookmark92">DZ&#x12A;VES DIAGNOSTIKA UN VESEL&#x12A;BA</p></title><p>Lai main&#x12B;tu savu dz&#x12B;vi uz labo pusi un neslimotu, vis�pirms vajag sevi saprast. M&#x113;s pied&#x101;v&#x101;jam ori&#x123;in&#x101;lu pa�&#x146;&#x113;mienu, k&#x101; diagnostic&#x113;t savu dz&#x12B;vi un attiec&#x12B;bas ar cil�v&#x113;kiem. Autore to izstr&#x101;d&#x101;jusi ilggad&#x113;jas psiholo&#x123;isk&#x101;s un dziedniecisk&#x101;s prakses rezult&#x101;t&#x101;.</p></section><section><title><p id="AutBody_0bookmark93">Diagnostikai nepiecie�am&#x101;s zin&#x101;�anas</p></title><p>Astrolo&#x123;ij&#x101; paz&#x12B;st 12 (atbilsto�i Zodiaka z&#x12B;m&#x113;m) cilv&#x113;ku psiholo&#x123;iskos tipus. Katram no tiem ir savas rakstur&#x12B;g&#x101;s pozit&#x12B;v&#x101;s un negat&#x12B;v&#x101;s iez&#x12B;mes.</p><p>Negat&#x12B;v&#x101;s iez&#x12B;mes ir tie faktori, kas grauj cilv&#x113;ka per�son&#x12B;bu un noved dv&#x113;seli pie degrad&#x101;cijas.</p><p>Pozit&#x12B;v&#x101;s iez&#x12B;mes, tie�i pret&#x113;ji, veicina dv&#x113;seles att&#x12B;st&#x12B;bu un Dievi�&#x137;&#x101;s ener&#x123;ijas uzkr&#x101;�anos.</p><p>Tom&#x113;r nekad nevajag aizmirst, ka m&#x16B;su tr&#x16B;kumi ir m&#x16B;�su labo &#x12B;pa�&#x12B;bu turpin&#x101;jums. Ja kaut k&#x101; ir par daudz, tiek ieg&#x16B;ts pret&#x113;js rezult&#x101;ts. "Vis&#x101;m m&#x16B;su j&#x16B;t&#x101;m un v&#x113;lm&#x113;m," v&#x113;sta &#x137;&#x12B;nie�u gudr&#x12B;ba, "j&#x101;atbilst &#x12B;sten&#x12B;bai, j&#x101;b&#x16B;t l&#x12B;dzsva�rot&#x101;m un m&#x113;ren&#x101;m."</p><p>Katra Zodiaka z&#x12B;me ir noteic&#x113;ja p&#x101;r attiec&#x12B;g&#x101;m cilv&#x113;�ka &#x137;erme&#x146;a da&#x13C;&#x101;m (1. tabula). �ie org&#x101;ni ir &#x137;erme&#x146;a v&#x101;j&#x101; vieta. T&#x101;p&#x113;c katram tipam atbilst "savas" slim&#x12B;bas. Tas ir pirmais faktors, pie kura pakav&#x113;simies, veicot dia�gnostiku.</p><p>Rakstura iez&#x12B;mes un uz slim&#x12B;bu</p><p>Zodiaka Uz slim&#x12B;bu dispon&#x113;tais Papildu org&#x101;ni z&#x12B;me org&#x101;ns ("sava" slim&#x12B;ba) (bie�as slim&#x12B;bas)</p><p>Auns Galva Mugurkauls, acis,</p><p>ausis, seja</p><p>. , , . , Pakausis,balsene,</p><p>V&#x113;rsis R&#x12B;kle, kakls . , ,</p><p>zarnu trakts</p><p>Visas &#x137;erme&#x146;a p&#x101;ra</p><p>Dv&#x12B;&#x146;i Pleci, bronhi, plau�as da&#x13C;as: rokas, k&#x101;jas,</p><p>pleci, nieres, ce&#x13C;gali�</p><p>V&#x113;zis Aknas, kr&#x16B;tis Liesa,</p><p>aizku&#x146;&#x123;a dziedzeris</p><p>Lauva Sirds Mugura, s&#x101;ni,</p><p>v&#x113;ders, zarnu trakts</p><p>Jaunava Ku&#x146;&#x123;is Diafragma, plau�as</p><p>Svari Nieres, zarnu trakts <emphasis>Cirk�</emphasis> ?<emphasis>u a</emphasis> P<emphasis>vi</emphasis> dus,</p><p>naba, ur&#x12B;np&#x16B;slis, galva</p><p>Skorpions Dzimumorg&#x101;ni G&#x16B;�as, asteskauls</p><p>Str&#x113;lnieks Gurni, zarnu trakts Mugurkauls,</p><p>dzimumorg&#x101;ni, r&#x12B;kle</p><p>Me�&#x101;zis Ce&#x13C;gali Sirds, plau�as</p><p>&#x16A;densv&#x12B;rs Lieli, ikri Aknas, ku&#x146;&#x123;is</p><p>. Sirds, nieres,</p><p><emphasis>Zlvls Pedas</emphasis> mugurkauls</p><p>1. tabula</p><p>dispon&#x113;tie org&#x101;ni katrai Zodiaka z&#x12B;mei</p><p>Rakstura iez&#x12B;mes</p><image l:href="#1"/><p>Otrais faktors ir stihijas. Katrai no t&#x101;m piem&#x12B;t noteiktas rado�&#x101;s psiholo&#x123;isk&#x101;s kvalit&#x101;tes (2. tabula). Pie katras no �etr&#x101;m stihij&#x101;m (Zeme, Gaiss, &#x16A;dens, Uguns) pieder sa�vas Zodiaka z&#x12B;mes. J&#x16B;su stihijas rado�&#x101;s ener&#x123;ijas ari pozi�t&#x12B;vi vai negat&#x12B;vi ietekm&#x113; vesel&#x12B;bu atkar&#x12B;b&#x101; no t&#x101;, k&#x101; t&#x101;s izmantojat.</p><p>2. tabula</p></section><section><title><p id="AutBody_0bookmark94">Rado�&#x101;s psiholo&#x123;isk&#x101;s kvalit&#x101;tes, kas raksturigas noteikt&#x101;m stihij&#x101;m un Zodiaka z&#x12B;m&#x113;m</p></title><image l:href="#2"/><p>Tre�ais faktors, uz kuru orient&#x113;simies sav&#x101; diagnosti�k&#x101;, atspogu&#x13C;ots 2. z&#x12B;m&#x113;jum&#x101;. Lieta t&#x101;, ka vien&#x101; no astro�lo&#x123;iskaj&#x101;m sist&#x113;m&#x101;m ir teikts: cilv&#x113;ks viena iemiesoju�ma laik&#x101; att&#x12B;stoties maina savu raksturu un pak&#x101;peniski ieg&#x16B;st citas Zodiaka z&#x12B;mes kvalit&#x101;tes. T&#x101;, piem&#x113;ram, Skor�pions, ejot dv&#x113;seles att&#x12B;st&#x12B;bas ce&#x13C;u, nenov&#x113;r�ami ieg&#x16B;st Lauvas &#x12B;pa�&#x12B;bas. (Lauva V&#x113;r�a, V&#x113;rsis &#x16A;densv&#x12B;ra &#x12B;pa��&#x12B;bas utt.).</p><p>Zodiaka z&#x12B;mi, kuras &#x12B;pa�&#x12B;bas jums dz&#x12B;ves laik&#x101; noteikti j&#x101;ieg&#x16B;st, nosauksim par "z&#x12B;mi, uz kuru tiecamies". T&#x101;tad, ja esat dzimis august&#x101; un j&#x16B;su "dzim�anas z&#x12B;me" ir Lauva, tad "z&#x12B;me, uz kuru tiecaties", jums ir V&#x113;rsis. Ide&#x101;l&#x101; va�riant&#x101; viena iemiesojuma laik&#x101; dv&#x113;selei j&#x101;p&#x101;rvar savas "dzim�anas z&#x12B;mes" negat&#x12B;v&#x101;s &#x12B;pa�&#x12B;bas, j&#x101;izkopj savas pozit&#x12B;v&#x101;s &#x12B;pa�&#x12B;bas un j&#x101;papildina t&#x101;s ar pozit&#x12B;vaj&#x101;m &#x12B;pa�&#x12B;b&#x101;m no "z&#x12B;mes, uz kuru tiecaties". Turkl&#x101;t v&#x113;lams "nepa&#x137;ert" negat&#x12B;v&#x101;s rakstura &#x12B;pa�&#x12B;bas no "z&#x12B;mes, uz kuru liecaties".</p><image l:href="#3"/><p>2. z&#x12B;m. Cilv&#x113;ka rakstura mai&#x146;a no "dzim�anas z&#x12B;mes" pretim "z&#x12B;mei, uz kuru tiecaties"</p><p>Ceturtais m&#x16B;su diagnostikai nepiecie�amais faktors balst&#x101;s uz &#x137;&#x12B;nie�u medic&#x12B;nu. T&#x101; v&#x113;sta, ka Uguns stihija baro Zemes stihiju, Zeme baro Gaisu, Gaiss &#x16A;deni, &#x16A;dens Koku, bet Koks Uguni (3. z&#x12B;m&#x113;jums). Koka stihija atbilst m&#x16B;su plan&#x113;tas biolo&#x123;iskajai dz&#x12B;vei. Tiek uz�skat&#x12B;ts, ka Uguns, Zeme, Gaiss un &#x16A;dens ir vis&#x101; Visum&#x101;, bet Koka stihija ir m&#x16B;su pasaul&#x12B;g&#x101;s eksistences &#x12B;pa�a ener&#x123;ija.</p><image l:href="#4"/><p>3. z&#x12B;m. Stihiju "baro�anas" sh&#x113;ma</p><p>3. tabula r&#x101;da, ka katrai stihijai atbilst savs gadalaiks un savi org&#x101;ni cilv&#x113;ka organism&#x101;. Visiem org&#x101;niem ir savs aktivit&#x101;tes laiks. Sirds, nervu un hormon&#x101;l&#x101; sist&#x113;ma, tiev&#x101; zarna visakt&#x12B;v&#x101;k&#x101;s ir vasar&#x101;, konkr&#x113;ti no 22. j&#x16B;nija l&#x12B;dz 4. septembrim.</p><p>Plau�as, bronhi un resn&#x101; zarna aktiviz&#x113;jas ruden&#x12B;, nie�res un ur&#x12B;np&#x16B;slis ziem&#x101;, aknas un �ultsp&#x16B;slis pavasari. Ku&#x146;&#x123;is, liesa (kontrol&#x113; asi&#x146;u sast&#x101;vu organism&#x101;) un aiz�ku&#x146;&#x123;a dziedzeris ir akt&#x12B;vi laik&#x101;, kad organisms p&#x101;riet no vienas stihijas uz otru stihiju. �ie org&#x101;ni pal&#x12B;dz &#x137;ermenim iek&#x13C;auties jaun&#x101;s sezonas ener&#x123;ij&#x101;.</p><p>Aktivit&#x101;tes period&#x101; org&#x101;ns cen�as atbr&#x12B;voties no s&#x101;r�&#x146;iem, att&#x12B;r&#x12B;ties un uzkr&#x101;t svaigus sp&#x113;kus. Ja org&#x101;ns ir ve�sels, tam nav gr&#x16B;ti sakoncentr&#x113;t organisma ener&#x123;ijas, lai veiktu savu darbu, jo tas ir nepiecie�ams visa &#x137;erme&#x146;a vesel&#x12B;bai. Ta�u, ja org&#x101;ns ir slims, tam �im nol&#x16B;kam ne�pietiek sp&#x113;ka. �aj&#x101; gad&#x12B;jum&#x101; nov&#x113;rojam hronisko elpo��anas ce&#x13C;u slim&#x12B;bu saasin&#x101;�anos ruden&#x12B; vai pavasara s&#x101;pes akn&#x101;s tiem, kuri sevi uzskata par veseliem.</p><p>3. tabula</p></section><section><title><p id="AutBody_0bookmark95">Cilv&#x113;ka &#x137;erme&#x146;a org&#x101;nu aktivit&#x101;tes laiks un �iem org&#x101;niem atbilsto�&#x101;s stihijas</p></title><image l:href="#5"/><p>J&#x101;iegaum&#x113;, ka neatkar&#x12B;gi no t&#x101;, vai org&#x101;ns ir slims vai vesels, �&#x101; org&#x101;na aktivit&#x101;tes period&#x101; m&#x16B;su uzdevums ir to atbalst&#x12B;t. �&#x101;das vienk&#x101;r�as pal&#x12B;dz&#x12B;bas snieg�ana savam &#x137;ermenim &#x13C;auj saglab&#x101;t gan t&#x101; darbsp&#x113;ju, gan jaun&#x12B;bu, gan vesel&#x12B;bu. Vienk&#x101;r�o noteikumu iev&#x113;ro�ana jums ne�pras&#x12B;s daudz laika.</p><p>' Zeme ir &#x12B;pa�a stihija, t&#x101; ir visu ener&#x123;iju savdab&#x12B;gs "stabilizalors" organism&#x101;.</p><p>Vasar&#x101; &#x113;diet aug&#x13C;us, izsl&#x113;dziet no &#x113;dienkartes ga&#x13C;u, ar akt&#x12B;vu atp&#x16B;tu, ilg&#x101;m pastaig&#x101;m svaig&#x101; gais&#x101;, ar uztur&#x113;��anos saul&#x113; un peld&#x113;�anu nostipriniet sirdi. Ja sirds nav pavisam vesela, vasar&#x101; j&#x101;dzer �o org&#x101;nu stiprino�as z&#x101;&#x13C;u (vilk&#x101;beles ziedu, piparm&#x113;tru, m&#x101;teru lakstu, baldri&#x101;na sak&#x146;u) t&#x113;jas, j&#x101;izdara speci&#x101;li vingrin&#x101;jumi un j&#x101;veic jeb�kuras citas profilaktiskas un &#x101;rstnieciskas proced&#x16B;ras.</p><p>Ruden&#x12B; centieties savu uzturu pies&#x101;tin&#x101;t ar d&#x101;rze&#x146;iem un biezputr&#x101;m. T&#x113;jai pievienojiet no vasaras atp&#x16B;tas vie�tas atvest&#x101;s eikaliptu lapas. Dzeriet t&#x101;du z&#x101;&#x13C;u (m&#x101;ll&#x113;pju, kumel&#x12B;�u, kli&#x146;&#x123;er&#x12B;�u, salviju) t&#x113;jas, kas att&#x12B;ra elpo�anas ce&#x13C;us. Lietojiet uztur&#x101; medu, apmekl&#x113;jiet saunu. Izdariet elpo�anas vingrin&#x101;jumus.</p><p>Ziem&#x101; atrodiet laiku, lai patur&#x113;tu k&#x101;jas karst&#x101; peld&#x113; un pamat&#x12B;gi ar asu suku paberz&#x113;tu p&#x113;das, tas veicin&#x101;s nieru darb&#x12B;bu. Centieties dzert t&#x12B;ru &#x16B;deni. Dienas laik&#x101; maziem malci&#x146;iem iztuk�ojiet 5-6 gl&#x101;zes &#x16B;dens, v&#x113;lams avota &#x16B;dens. Lai veicin&#x101;tu akt&#x12B;vo org&#x101;nu darb&#x12B;bu, profi�lakses nol&#x16B;k&#x101; ieteicams lietot �&#x101;dus &#x101;rstniec&#x12B;bas augus p&#x13C;avu kosas, br&#x16B;kle&#x146;u lapas, miltenes, kalt&#x113;tas upe&#x146;u un p&#x12B;l&#x101;d�u ogas, no kur&#x101;m pagatavota t&#x113;ja.</p><p>Pavasari ieteicams gav&#x113;t un izmantot visus �ultsp&#x16B;�&#x13C;a at�t&#x12B;r&#x12B;�anas pa&#x146;&#x113;mienus. Ir labi pirkt svaigu ingvera sakni, to sariv&#x113;t un pievienot &#x113;dienam. &#x13B;oti vesel&#x12B;gi ir valrieksti. T&#x113;�ju var gatavot no Islandes &#x137;&#x113;rpjiem, asinsz&#x101;les, piene&#x146;u sakn&#x113;m, fenhe&#x13C;a un me�roz&#x12B;�u aug&#x13C;iem. Ta�u iegaum&#x113;jiet: &#x101;rstniec&#x12B;bas augu lieto�ana j&#x101;saska&#x146;o ar &#x101;rst&#x113;jo�o &#x101;rstu.</p><p>P&#x101;rejas periodos, kas atbilst Zemes stihijai, j&#x101;pagatavo l&#x12B;dzeklis ku&#x146;&#x123;a stiprin&#x101;�anai. �im nol&#x16B;kam var valriekstus nedaudz apgrauzd&#x113;t augu e&#x13C;&#x13C;&#x101;, bet p&#x113;c tam sajaukt ar ne�lielu daudzumu medus. Profilaktiski pietiek no r&#x12B;tiem tuk�&#x101; d&#x16B;�&#x101; ap&#x113;st t&#x113;jkaroti �&#x101; mais&#x12B;juma. Ja ku&#x146;&#x123;is ir slims, var �o l&#x12B;dzekli past&#x101;v&#x12B;gi n&#x113;s&#x101;t l&#x12B;dzi un dienas gait&#x101; periodiski ap&#x113;st pa t&#x113;jkarotei, &#x12B;pa�i tad, ja ir gastr&#x12B;ta izrais&#x12B;tas s&#x101;pes.</p><p>T&#x101;tad "ziemas" jeb "&#x16B;dens" org&#x101;nu vesel&#x12B;ba ir atkar&#x12B;ga no t&#x101;, cik pareizi un labi esat uztur&#x113;ju�i "rudens" jeb "gai�sa" org&#x101;nus. "Pavasara" org&#x101;nu vesel&#x12B;ba ir atkar&#x12B;ga no "zie�mas" org&#x101;nu st&#x101;vok&#x13C;a utt.</p><p>Bet attiec&#x12B;bas ar cilv&#x113;kiem ir atkar&#x12B;gas no t&#x101;, cik pareizi (lietprat&#x12B;gi un atbilsto�i vi&#x146;u lomai m&#x16B;su dz&#x12B;v&#x113;) m&#x113;s pa�i pret vi&#x146;iem izturamies.</p></section><section><title><p id="AutBody_0bookmark96">Diagnostikas sh&#x113;ma</p></title><p>Tagad varam veikt savas dz&#x12B;ves diagnostiku. To izdar&#x12B;�sim, par piem&#x113;ru izraugoties vienu no Zodiaka z&#x12B;m&#x113;m. I'ie&#x146;emsim, ka esat Str&#x113;lnieks (4. z&#x12B;m&#x113;jums). T&#x101; ir j&#x16B;su " dzim�anas z&#x12B;me". Stihija Uguns.</p><p>1. P&#x113;c 3. tabulas redzam, ka "uguns" org&#x101;ni ir sirds, ner�vu un hormon&#x101;l&#x101; sist&#x113;ma, tiev&#x101; zarna. Tie ir "vesel&#x12B;bas kodols". Parasti ar �iem org&#x101;niem viss ir k&#x101;rdb&#x101;. Tie var nedaudz trauc&#x113;t b&#x113;rn&#x12B;b&#x101; vai jaun&#x12B;b&#x101;, bet slim&#x12B;bas &#x101;tri un bez sek&#x101;m p&#x101;riet, ja jums patie�&#x101;m piem&#x12B;t Uguns rado�&#x101;s kvalit&#x101;tes (sk. 2. tabulu). Ja ar neatkar&#x12B;bu, optimismu un labv&#x113;l&#x12B;gumu neizce&#x13C;aties, ja esat skops, tad j&#x16B;su stihijas org&#x101;ni b&#x16B;s slimi. Kopum&#x101; tas slikti ietekm&#x113;s vesel&#x12B;bu, jo iedrag&#x101;ts ir t&#x101;s "kodols".</p><p>Ja cien&#x101;t un sapr&#x101;t&#x12B;gi izkopjat Uguns rado�&#x101;s kvalit&#x101;tes, j&#x16B;s vienm&#x113;r saprat&#x12B;sit Uguns cilv&#x113;kus (Lauvas un Aunus). Starp jums past&#x101;v&#x113;s draudz&#x12B;ga s&#x101;ncens&#x12B;ba, kas mudina sasniegt jaunas virsotnes.</p><p>Str&#x113;lnieku attiec&#x12B;bas ar Str&#x113;lniekiem nevar b&#x16B;t vienk&#x101;r�as. | &#x16B;s esat p&#x101;rlieku l&#x12B;dz&#x12B;gi, k&#x101; draugi un reiz&#x113; s&#x101;ncen�i skrienat &#x13C; ia vienu celi&#x146;u, p&#x101;rvarat l&#x12B;dz&#x12B;gus �&#x137;&#x113;r�&#x13C;us, risin&#x101;t vien&#x101;dus i izdevumus un alla� cits citu nedaudz apspie�at. Atdec&#x12B;b&#x101;s nepiecie�ama liel&#x101;ka paciefiba, maigums un neuzm&#x101;c&#x12B;ba. Ja i ieeent&#x12B;sities cits citu uzvar&#x113;t, j&#x16B;su attiec&#x12B;bas var b&#x16B;t augl&#x12B;gas.</p><image l:href="#6"/><p>4. z&#x12B;m. Dz&#x12B;ves diagnostikas piemers</p><p>2. Paskatoties 1. tabul&#x101;, atrodam, kuri ir Str&#x113;lnieka or�g&#x101;ni (gurni, ur&#x12B;np&#x16B;slis). Ja tie s&#x101;k s&#x101;p&#x113;t, t&#x101;tad rakstur&#x101; stimul&#x113;jat savas "dzim�anas z&#x12B;mes" negat&#x12B;v&#x101;s &#x12B;pa�&#x12B;bas neapdom&#x12B;gumu, necie&#x146;u pret varas iest&#x101;d&#x113;m, azartiskumu. Min&#x113;t&#x101;s kaites &#x101;tri paz&#x16B;d, tikl&#x12B;dz p&#x101;rvar&#x113;tas negat&#x12B;v&#x101;s</p><p>&#x12B;pa�&#x12B;bas un tiek izkoptas savas "dzim�anas z&#x12B;mes" pozi�t&#x12B;v&#x101;s iez&#x12B;mes (sk. 1. tabulas iepriek�&#x113;jo aili).</p><p>Turkl&#x101;t ieteicams r&#x16B;p&#x113;ties par "saviem" org&#x101;niem (&#x12B;pa�i to aktivit&#x101;tes periodos) un veikt profilaktisk&#x101;s proced&#x16B;�ras, jo t&#x101; ir j&#x16B;su organisma v&#x101;j&#x101; vieta. �o org&#x101;nu slim&#x12B;bas ielaist ir b&#x12B;stami.</p><p>Ja stimul&#x113;sit savas "dzim�anas z&#x12B;mes" negat&#x12B;v&#x101;s &#x12B;pa�&#x12B;�bas, nopietnas probl&#x113;mas �eit agri vai v&#x113;lu jums b&#x16B;s no�dro�in&#x101;tas.</p><p>3. "Z&#x12B;me, uz kuru decaties", jums b&#x16B;s Jaunava (sk. 2. z&#x12B;�m&#x113;jumu). �&#x12B;s z&#x12B;mes stihija ir Zeme. J&#x101;teic, ka cilv&#x113;ki vis�maz&#x101;k izprot tie�i tos cilv&#x113;kus, kuri pieder pie "z&#x12B;mes, uz kuru tiecaties", un pat visus �&#x12B;s stihijas &#x13C;audis. M&#x16B;su gad&#x12B;jum&#x101; var teikt, ka Str&#x113;lnieki nesaprot visas Jaunavas. Jums nav saprotama vi&#x146;u uzved&#x12B;ba, bie�i t&#x101; j&#x16B;s kaitina. Ir labi, ja pie �&#x12B;s stihijas pieder tuvi draugi, m&#x12B;lo�i radi�nieki. Vi&#x146;i jums atkl&#x101;j citu dz&#x12B;ves pusi, j&#x16B;s ar apbr&#x12B;nu apg&#x16B;stat vi&#x146;u izpratni par pasauli un� gar&#x12B;gi augat.</p><p>Slikt&#x101;k, ja pie �&#x12B;s stihijas pieder nelabv&#x113;&#x13C;i, ienaidnieki, ne p&#x101;r&#x101;k gudri priek�nieki, tad jums nekl&#x101;sies viegli, ta�u vienm&#x113;r paturiet pr&#x101;t&#x101;: vi&#x146;i ir j&#x16B;su skolot&#x101;ji, jo pieder pie "z&#x12B;mes, uz kuru tiecaties".</p><p>Str&#x113;lniekiem nered ir gr&#x16B;ti saprast ar&#x12B; Me�&#x101;�us un V&#x113;r��us. Ja sp&#x113;sit vi&#x146;us piln&#x12B;b&#x101; saprast, iemantosit vi&#x146;u pozit&#x12B;v&#x101;s &#x12B;pa�&#x12B;bas un l&#x12B;dz ar to sekm&#x12B;gi noiesit sava �&#x12B;s Zemes iemiesojuma ce&#x13C;u. Bie�i vien jums kaut kas ir j&#x101;atdod �iem cilv&#x113;kiem no "z&#x12B;mes, uz kuru tiecaties", un no "stihi�jas, uz kuru tiecaties", j&#x101;sniedz vi&#x146;iem atbalsts, j&#x101;aplie(ina cie&#x146;a. Dariet to, nedusmojieties, nepaejiet s&#x101;&#x146;us, ne�apvainojieties t&#x101; ir j&#x16B;su vaina, ka nesp&#x113;jat vi&#x146;us saprast.</p><p>Cilv&#x113;kam risin&#x101;mais gar&#x12B;gais uzdevums nekad ne�m&#x113;dz b&#x16B;t vienk&#x101;r�s, bet vienlaikus vienm&#x113;r tiek doti sp&#x113;\iem atbilsto�i uzdevumi.</p><p>Str&#x113;lnieka gar&#x12B;gais uzdevums ir nevis vienk&#x101;r�i saprast Zemes stihijas ener&#x123;ijas, bet ar&#x12B; ieg&#x16B;t t&#x101;s pozit&#x12B;v&#x101;s kvali�t&#x101;tes. Citiem v&#x101;rdiem sakot, Str&#x113;lniekam ir j&#x101;izkopj inteli�&#x123;ence, punktualit&#x101;te un anal&#x12B;tiskais pr&#x101;ts, lai nesasirgtu ar Jaunavas slim&#x12B;b&#x101;m (sk. 1. tabulu).</p><p>Jaunavas slim&#x12B;bas uzbruks Str&#x113;lniekam ar&#x12B; t&#x101;d&#x101; gad&#x12B;�jum&#x101;, ja vi&#x146;� p&#x113;k�&#x146;i s&#x101;ks p&#x101;r&#x146;emt Jaunavas negat&#x12B;v&#x101;s &#x12B;pa�&#x12B;bas s&#x12B;kumain&#x12B;bu, apnic&#x12B;gumu, konservat&#x12B;vismu, kritiz&#x113;�anas m&#x101;niju (sk. 1. tabulu).</p><p>Turpret&#x12B;, ja Str&#x113;lniekam izdosies izkopt Zemes stihijas rado�&#x101;s &#x12B;pa�&#x12B;bas darbasp&#x113;jas, neatlaid&#x12B;bu, uzticam&#x12B;bu (sk. 2. tabulu), vi&#x146;a "vesel&#x12B;bas kodols" k&#x13C;&#x16B;s nesatricin&#x101;ms. Vi&#x146;� dz&#x12B;vos ilgu m&#x16B;�u, slim&#x12B;bas nepaz&#x12B;dams. L&#x12B;dz sir�mam vecumam vi&#x146;a dz&#x12B;sl&#x101;s pl&#x16B;d&#x12B;s jaunas asinis.</p><p>4. Ja skat&#x101;ties 4. z&#x12B;m&#x113;jum&#x101;, kreisaj&#x101; pus&#x113; atrodama j&#x16B;s "barojo�&#x101;" stihija. Saska&#x146;&#x101; ar &#x137;&#x12B;nie�u medic&#x12B;nu Ugunij tas ir Koks (sk. 3. z&#x12B;m&#x113;jumu). Ta�u astrolo&#x123;ij&#x101; starp Zodia�ka z&#x12B;m&#x113;m nav Koka stihijas (sk. 2. tabulu). (Izskaidrojums ir �&#x101;ds. �etras stihijas Zeme, Uguns, &#x16A;dens un Gaiss ir Visuma visp&#x101;r&#x113;j&#x101;s ener&#x123;ijas. Koks ir stihija, kas par&#x101;d&#x101;s tikai biolo&#x123;iskaj&#x101; pasaul&#x113;. Zodiaka z&#x12B;mes ir gar&#x12B;gas kate�gorijas, t&#x101;s ietekm&#x113; biolo&#x123;isko pasauli, bet nav t&#x101;s pa�mats.) T&#x101;p&#x113;c Ugunij Zodiaka apl&#x12B;, kur&#x101; nav Koka stihijas, barojo�&#x101; stihija ir &#x16A;dens.</p><p>Ta�u cilv&#x113;ka organism&#x101; Uguni barojo�ie org&#x101;ni b&#x16B;s Koka stihijas org&#x101;ni (sk. 3. tabulu). Tie ir aknas un �ultsp&#x16B;slis.</p><p>Ja slimi ir "barojo�&#x101;s" stihijas org&#x101;ni, tas noz&#x12B;m&#x113;, ka cilv&#x113;kam ir smaga personisk&#x101; karma. Vi&#x146;� tik liel&#x101; m&#x113;r&#x101; nogr&#x113;kojies pret Dievu, ka ir sod&#x12B;ts ar slim&#x12B;bu. Lai �&#x101;du slim&#x12B;bu p&#x101;rvar&#x113;tu, j&#x101;saprot sava karma. Tas nav iesp&#x113;jams bez iesk&#x101; t&#x12B;�an&#x101;s pag&#x101;tn&#x113;. Ir j&#x101;p&#x101;rzina savas reinkarn&#x101;cijas (iemiesojumi).</p><p>"Barojo�&#x101;s" stihijas cilv&#x113;ki (Str&#x113;lniekam tie ir V&#x113;�i, Skor�pioni un Zivis) parasti ir labi noska&#x146;oti pret jums. Vi&#x146;i ir pilni labv&#x113;l&#x12B;bas, labpr&#x101;t jums pal&#x12B;dz. Vi&#x146;i dabisk&#x101; veid&#x101; dod jums ener&#x123;iju, "barojot" j&#x16B;s, lai gan ne vienm&#x113;r at�balsta j&#x16B;su idejas. Ta�u, pat nesaprotot j&#x16B;s, vi&#x146;i tom&#x113;r jums j&#x16B;t l&#x12B;dzi.</p><p>Ja "barojo�&#x101;s" stihijas cilv&#x113;ki j&#x16B;s nem&#x12B;l un neatbalsta, ar&#x12B; tas liecina, ka esat nopietni nogr&#x113;koju�ies pret Augst&#x101;�kajiem sp&#x113;kiem, kuri jums t&#x101;p&#x113;c liedz ener&#x123;iju. T&#x101;tad sa�vulaik to esat t&#x113;r&#x113;ju�i aplamiem m&#x113;r&#x137;iem.</p><p>Pret "barojo�&#x101;s" ener&#x123;ijas cilv&#x113;kiem ir j&#x101;izturas &#x13C;oti sau�dz&#x12B;gi, j&#x101;cen�as vi&#x146;iem nedar&#x12B;t p&#x101;ri, izskaidrot savu uz�ved&#x12B;bu un pateikties par pal&#x12B;dz&#x12B;bu, draudz&#x12B;go l&#x12B;dzj&#x16B;t&#x12B;bu, &#x123;imenes pavarda siltumu.</p><p>5. Labaj&#x101; pus&#x113; (sk. 4. z&#x12B;m&#x113;jumu) atrodas Gaisa stihija. T&#x101; ir l&#x12B;dzties&#x12B;ga atbalsta stihija. Gaisa org&#x101;ni ir plau�as, bronhi, resn&#x101; zarna. Ja pie �&#x12B;s stihijas piedero�ajos org&#x101;nos par&#x101;d&#x101;s slim&#x12B;ba, t&#x101; liecina par karmu, ko cil�v&#x113;ks sapeln&#x12B;jis jau �&#x101; iemiesojuma laik&#x101;: ir aplami t&#x113;r&#x113;�jis ener&#x123;iju, dar&#x12B;jis p&#x101;ri tuv&#x101;kajam, vi&#x146;am pietr&#x16B;cis pr&#x101;ta, lai piedotu p&#x101;ridar&#x12B;t&#x101;jiem. �o org&#x101;nu slim&#x12B;bas var b&#x16B;t visai sare�&#x123;&#x12B;tas. Lai atrastu gl&#x101;bi&#x146;u, j&#x101;izv&#x113;rt&#x113; sava dz&#x12B;ve un attieksme pret da�&#x101;diem pag&#x101;tnes notiku�miem, j&#x101;atbr&#x12B;vojas no aizvainojumiem, bail&#x113;m un vai�nas apzi&#x146;as.</p><p>Ar atbalsta stihijas cilv&#x113;kiem jums var b&#x16B;t &#x13C;oti labas attiec&#x12B;bas, ja tikai neviens no jums neierobe�os otra br&#x12B;�v&#x12B;bu. J&#x16B;s esat l&#x12B;dzties&#x12B;gi partneri, lai ari kas viens otram b&#x16B;tu laul&#x101;tais, draugs, priek�nieks un padotais, b&#x113;rns un viens no vec&#x101;kiem� Viss b&#x16B;s br&#x12B;ni�&#x137;&#x12B;gi, kam&#x113;r respeklesit savstarp&#x113;jo br&#x12B;v&#x12B;bu un l&#x12B;dzties&#x12B;bu. Ja s&#x101;ksit apspiest sev l&#x12B;dz&#x12B;go vai nesp&#x113;sit pretoties spaidiem, j&#x16B;su karmisI ,is probl&#x113;mas augs un padzi&#x13C;in&#x101;sies.</p><p>Izveidojiet savu diagnostisko sh&#x113;mu, vienm&#x113;r to n&#x113;�s&#x101;jiet l&#x12B;dzi, bie�&#x101;k taj&#x101; ieskatieties un j&#x16B;s daudz ko sav&#x101; dz&#x12B;v&#x113; un savas vesel&#x12B;bas probl&#x113;m&#x101;s saprat&#x12B;sit. Ja pama�tosities uz �&#x12B;m zin&#x101;�an&#x101;m par sevi, jums noteikti izdosies k&#x13C;&#x16B;t laim&#x12B;g&#x101;kam.</p></section><section><title><p id="AutBody_0bookmark97">M&#x112;NESS CIKLS UN INTU&#x12A;CIJA</p></title><p>Viss dab&#x101; ir pak&#x13C;auts herm&#x113;tiskajam Ritma principam. Visam cilv&#x113;ka dz&#x12B;v&#x113; ir savs paisums un b&#x113;gums: maksi�m&#x101;l&#x101;s darbasp&#x113;jas nomaina p&#x101;rdomu laiks, kv&#x113;la m&#x12B;les�t&#x12B;ba p&#x101;raug rimt&#x101; apmierin&#x101;jum&#x101;, bet p&#x113;c tam iedegas no jauna. Ir laiks, kad s&#x101;kami jauni darbi, un laiks, kad no jebkuras aktivit&#x101;tes j&#x101;atp&#x16B;�as.</p></section><section><title><p id="AutBody_0bookmark98">Dabas ritmu daudzveid&#x12B;ba</p></title><p>Cik labi b&#x16B;tu, ja savus ritmus var&#x113;tu apr&#x113;&#x137;in&#x101;t visam m&#x16B;�am un visas darb&#x12B;bas veikt tam stingri atbilsto�&#x101; lai�k&#x101;! Ir daudz �&#x101;du "apr&#x113;&#x137;in&#x101;�anas" pa&#x146;&#x113;mienu. Un tom&#x113;r neviens nav absol&#x16B;d prec&#x12B;zs. Lieta t&#x101;, ka cilv&#x113;ks pagaid&#x101;m v&#x113;l p&#x101;r&#x101;k maz zina. Vi&#x146;� nesp&#x113;j paredz&#x113;t visu, kas notiek apk&#x101;rt&#x113;j&#x101; Pasaul&#x113;.</p><p>Saules, M&#x113;ness, Zodiaka z&#x12B;mju un tuv&#x101;ko plan&#x113;tu ietekme it k&#x101; b&#x16B;tu diezgan labi izp&#x113;t&#x12B;ta. Bet k&#x101; m&#x16B;s ietek�m&#x113; t&#x101;l&#x101;s zvaigznes, citas galaktikas, Kosmosa melnie cau�rumi, no jauna uzliesmojo�as zvaigznes?</p><p>Saule, ap kuru ri&#x146;&#x137;o Zeme, cilv&#x113;ku un visu m&#x16B;su dz&#x12B;vi ietekm&#x113; vissp&#x113;c&#x12B;g&#x101;k. Ta�u Saule Visum&#x101; nepast&#x101;v pati par sevi. Apr&#x113;&#x137;ini r&#x101;da, ka m&#x16B;su Saules sist&#x113;ma ri&#x146;&#x137;o ap citu zvaigzni S&#x12B;riusu. T&#x101;tad S&#x12B;riuss var ietekm&#x113;t m&#x16B;su Sauli tikpat sp&#x113;c&#x12B;gi, k&#x101; Saule ietekm&#x113; Zemi. K&#x101;p&#x113;c tad m&#x113;s �o ietekmi ne&#x146;emam v&#x113;r&#x101; astrolo&#x123;iskaj&#x101;s progno�z&#x113;s? Senie &#x113;&#x123;iptie�i orient&#x113;j&#x101;s ari uz Orionu, ne tikai uz S&#x12B;riusu.</p><p>Cilv&#x113;ki &#x13C;oti maz zina. T&#x101;p&#x113;c m&#x113;s nesp&#x113;jam paredz&#x113;t visas sava ritma p&#x101;rmai&#x146;as.</p><p>Vislab&#x101;kais ir orient&#x113;ties uz savu att&#x12B;st&#x12B;to intu&#x12B;ciju. �&#x137;iet, ka intuit&#x12B;vi m&#x113;s zin&#x101;m visu. Ta�u �is m&#x16B;su zin&#x12B;bas instruments ir nemit&#x12B;gi j&#x101;pilnveido. Vai tas nav galvenais pa�reiz&#x113;j&#x101;s cilv&#x113;ka att&#x12B;st&#x12B;bas virziens?</p><p>Kam&#x113;r uz intu&#x12B;ciju nevar piln&#x12B;b&#x101; pa&#x13C;auties, ieteicams v&#x113;rot noteiktus ritmus. Ir labi, ja cilv&#x113;ks zina savu horos�kopu. Bet ir &#x13C;oti slikti, kad vi&#x146;� to uz&#x146;em k&#x101; paties&#x12B;bu p&#x113;d&#x113;j&#x101; instanc&#x113;!</p><p>M&#x113;s ierosin&#x101;m pav&#x113;rot, k&#x101; M&#x113;ness ritms iedarbojas uz j&#x16B;su organismu un j&#x16B;su dz&#x12B;vi. M&#x113;ness tie�&#x101; veid&#x101; ietekm&#x113; visu plan&#x113;tas Zeme &#x16B;deni. M&#x113;ness ritma iespai�d&#x101; j&#x16B;r&#x101; notiek paisumi un b&#x113;gumi. Cilv&#x113;ks vair&#x101;k nek&#x101; 70 procentu apm&#x113;r&#x101; sast&#x101;v no &#x16B;dens, t&#x101;p&#x113;c nav j&#x101;br&#x12B;n&#x101;s, ka M&#x113;ness m&#x16B;s sp&#x113;c&#x12B;gi ietekm&#x113;. Labi, ka par �o ietekmi zin&#x101;m un to sav&#x101; dz&#x12B;v&#x113; &#x146;emam v&#x113;r&#x101;.</p><p>M&#x113;s v&#x113;r�am j&#x16B;su uzman&#x12B;bu uz to, ka vajag nevis sekot lun&#x101;r&#x101;s dienas vibr&#x101;cijai, bet gan v&#x113;rot, p&#x113;t&#x12B;t sevi, lai se�cin&#x101;tu, k&#x101; t&#x101; vai cita lun&#x101;r&#x101; diena tie�i uz jums iedarbojas. Nekas nav absol&#x16B;ti fat&#x101;ls.</p><p>Tie�i M&#x113;ness stimul&#x113; cilv&#x113;ka intu&#x12B;cijas att&#x12B;st&#x12B;bu! Intui�t&#x12B;v&#x101; pasaules uztvere att&#x12B;st&#x101;s ar&#x12B; tad, kad cilv&#x113;ks redz sap�&#x146;us un cen�as tos saprast. Kas ir sapnis? Tas ir ce&#x13C;ojums smalkaj&#x101; pasaul&#x113;! K&#x101;p&#x113;c ir tik pat&#x12B;kami iet gul&#x113;t? T&#x101;p&#x113;c ka dv&#x113;sele jau iepriek� izj&#x16B;t prieku par ce&#x13C;ojumu lab&#x101;k&#x101; pasaul&#x113;. Pat tad, kad m&#x16B;su apzi&#x146;a no r&#x12B;ta neko neatceras, intu&#x12B;cija v&#x113;sta, ka esam atgriezu�ies no jauka ce&#x13C;ojuma.</p><p>Nepat&#x12B;kami sap&#x146;i un murgi saist&#x12B;ti ar tiem �&#x137;&#x113;r�&#x13C;iem, kas cilv&#x113;kam j&#x101;p&#x101;rvar ce&#x13C;&#x101; uz mirdzo�o Dievi�&#x137;&#x101;s Gais�mas pasauli. Ar �iem �&#x137;&#x113;r�&#x13C;iem var c&#x12B;n&#x12B;ties gan mieg&#x101;, gan nomod&#x101;, ja apzin&#x101;mies, ka tie�i tie atspogu&#x13C;o m&#x16B;su re&#x101;lo dz&#x12B;vi. Sap&#x146;us var izmantot k&#x101; m&#x101;jienu l&#x113;mumu pie�&#x146;em�anai, ce&#x13C;a izraudz&#x12B;�anai, savu tr&#x16B;kumu izskau�anai.</p></section><section><title><p id="AutBody_0bookmark99">M&#x113;ness un sap&#x146;i</p></title><p>M&#x113;ness ir nakts sp&#x12B;deklis, t&#x101;p&#x113;c m&#x16B;su sap&#x146;i piln&#x12B;b&#x101; ir atkar&#x12B;gi no lun&#x101;r&#x101;s diennakts rakstura. Atbilsto�i katram jaunam M&#x113;ness diska st&#x101;voklim debesjum&#x101; m&#x16B;su iek�&#x113;j&#x101; pasaule it k&#x101; izdara pagriezienu, izgaismojot jaunas dv&#x113;�seles �&#x137;autnes. No M&#x113;ness ir atkar&#x12B;gs, cik patiesi ir m&#x16B;su sap&#x146;i, k&#x101;da atsl&#x113;ga piemekl&#x113;jama, lai piek&#x13C;&#x16B;tu atmin&#x113;�jumam.</p><p>Piem&#x113;ram, sapn&#x12B; redzam, ka kav&#x113;jam vilciena atie�anu, steidzamies un tom&#x113;r nepasp&#x113;jam vilciens aiziet bez mums.</p><p>1. lun&#x101;raj&#x101; dien&#x101; �&#x101;dam sapnim nevajadz&#x113;tu m&#x16B;s &#x12B;pa�i satraukt. M&#x16B;su uzdevums ir sakoncentr&#x113;t iek�&#x113;jos sp&#x113;kus un sev teikt: "Esmu gatavs sare�&#x123;&#x12B;jumiem, es pasp&#x113;�u izdar&#x12B;t visu, kas nepiecie�ams."</p><p>5.�� lun&#x101;raj&#x101; dien&#x101; �o pa�u sapni uztversim k&#x101; visnota&#x13C; labv&#x113;l&#x12B;gu, jo tas mums v&#x113;sta par kust&#x12B;bu, par ce&#x13C;u, un tas ir galvenais.</p><p>6.� lun&#x101;raj&#x101; dien&#x101; n&#x101;ksies padom&#x101;t, vai neizdar&#x101;m k&#x101;du k&#x13C;&#x16B;du.</p><p>12. lun&#x101;raj&#x101; dien&#x101; sapnis mums teiks, ka vilciens, uz kuru steidzamies, nav &#x12B;stais, un labi, ka tas aizbrauca bez mums.</p><p>19. dien&#x101;, v&#x113;r&#x12B;gi apl&#x16B;koju�i sap&#x146;a deta&#x13C;as, saprat&#x12B;sim, kas mums trauc&#x113;ja vilcienu pan&#x101;kt, un t&#x101;tad cent&#x12B;simies dz&#x12B;v&#x113; atbr&#x12B;voties no trauc&#x113;k&#x13C;iem.</p><p>23. lun&#x101;raj&#x101; dien&#x101; par �&#x101;du sapni var vien&#x12B;gi priec&#x101;ties, jo tas mums teic, ka visu pasp&#x113;sim un nevajag uztraukties.</p><p>28. dien&#x101; �&#x101;ds sapnis dod m&#x101;jienu, ka m&#x113;s dz&#x12B;v&#x113; vien�m&#x113;r un visur kav&#x113;jam un t&#x101;p&#x113;c vajag kaut ko sev&#x12B; loti nopietni main&#x12B;t.</p><p>30. dien&#x101; &#x12B;pa�i nesatrauksimies, jo kaut kur jau esam nokav&#x113;ju�i, un tas ir fakts, t&#x101;p&#x113;c tagad j&#x101;skat&#x101;s n&#x101;kotn&#x113; un nedr&#x12B;kst atk&#x101;rtot l&#x12B;dz�in&#x113;j&#x101;s k&#x13C;&#x16B;das.</p><p>T&#x101;tad, ja zin&#x101;m lun&#x101;r&#x101;s diennakts raksturu, tas mums pal&#x12B;dz ne tikai saprast, par ko v&#x113;sta sap&#x146;i, bet ar&#x12B; izmantot tajos dotos m&#x101;jienus.</p><p>M&#x113;s pied&#x101;v&#x101;jam sekot savam st&#x101;voklim, noska&#x146;oju�mam un sap&#x146;iem, orient&#x113;joties uz M&#x113;ness ciklu. T&#x101;d&#x113;j&#x101;di j&#x16B;s tren&#x113;sit intu&#x12B;ciju un dr&#x12B;z iev&#x113;rosit, ka t&#x101; ir k&#x13C;uvusi daudzk&#x101;rt sp&#x113;c&#x12B;g&#x101;ka. Un, l&#x16B;k, tagad j&#x16B;s nevis miglaini nojau�at, ko un kad lab&#x101;k dar&#x12B;t, bet piln&#x12B;gi skaidri saj&#x16B;tat (zin&#x101;t), kas notiek, k&#x101; jums j&#x101;r&#x12B;kojas, kas j&#x101;run&#x101;, k&#x101;ds l&#x113;mums j&#x101;pie&#x146;em. J&#x16B;s prec&#x12B;zi zin&#x101;t, k&#x101; situ&#x101;cija att&#x12B;st&#x12B;sies, un t&#x101;p&#x113;c varat nov&#x113;rst nev&#x113;lamas sekas.</p><p>Ce&#x13C;ojum&#x101; pa lun&#x101;ro m&#x113;nesi jums pal&#x12B;dz&#x113;s 4. tabula.</p><p>Lun&#x101;r&#x101;s dienas simbols atspogu&#x13C;o atdec&#x12B;g&#x101;s dienas gal�veno raksturojumu. V&#x113;rojot savu noska&#x146;ojumu, savu pa�saj&#x16B;tu un notikumu gaitu 3. lun&#x101;raj&#x101; dien&#x101; (piem&#x113;�ram), j&#x16B;s tiekat skaidr&#x12B;b&#x101; par to, ko jums sola sniega leo�pards k&#x101; �&#x12B;s dienas simbols.</p><p>Turpm&#x101;k, zinot, k&#x101;di svar&#x12B;gi notikumi tiek pl&#x101;noti snie�ga leoparda dien&#x101; (ne jau viss dz&#x12B;v&#x113; ir atkar&#x12B;gs tikai no m&#x16B;su v&#x113;lm&#x113;m), saprat&#x12B;sim, k&#x101; r&#x12B;koties. Ir svar&#x12B;gi ne dkai zin&#x101;t, kur&#x101; dien&#x101; ko dar&#x12B;t, bet ar&#x12B; saprast un sajust katras lun&#x101;r&#x101;s dienas ener&#x123;iju un piel&#x101;got tai savas ener&#x123;ijas. Tas viss pan&#x101;kams, tikai pateicoties nov&#x113;ro�anai un pie�redzei.</p><p>Centieties katr&#x101; zi&#x146;&#x101; veikt tabulas otraj&#x101; ail&#x113; aprakst&#x12B;to darbu ar sevi. Ja neizdodas to veikt p&#x101;rdom&#x101;ti un no�pietni, izdariet vismaz minim&#x101;lo. Piem&#x113;ram, ja sniega leoparda dien&#x101; nav san&#x101;cis nodarboties ar gar&#x12B;gajiem vingrin&#x101;jumiem vai apmekl&#x113;t saunu, vismaz ieejiet karst&#x101; du�&#x101;. Ar sp&#x113;c&#x12B;gu str&#x16B;klu apmazg&#x101;jiet visu &#x137;ermeni, it k&#x101; grib&#x113;tu no t&#x101; izskalot visu sve�o un nepat&#x12B;kamo, atbr&#x12B;�voties no ener&#x123;ij&#x101;m, kas trauc&#x113; dz&#x12B;vot. T&#x101;d&#x113;j&#x101;di j&#x16B;s ar savu &#x137;ermeni iek&#x13C;ausities norm&#x101;l&#x101; dabas ritm&#x101;.</p><p>Ir &#x13C;oti svar&#x12B;gi dar&#x12B;t vismaz nedaudz, bet past&#x101;v&#x12B;gi. Tas dod liel&#x101;ku labumu nek&#x101; kaut kas liels, ko veicat tikai reizi gad&#x101;.</p><p>Orient&#x113;joties uz n&#x101;kamaj&#x101;s ail&#x113;s (&#x122;imene, M&#x12B;lest&#x12B;ba, Darbs) dotajiem ieteikumiem, centieties ne tik daudz tos pild&#x12B;t, cik v&#x113;rot sevi un apst&#x101;k&#x13C;us, kas rodas.</p><p>Tom&#x113;r, lai nenon&#x101;ktu nepat&#x12B;kam&#x101; situ&#x101;cij&#x101;, ail&#x113; "Karmiskie darbi" ierakst&#x12B;tos ieteikumus lab&#x101;k ir izpild&#x12B;t.</p><p>Neliels paskaidrojums: ar "karmiskiem" m&#x113;s saprotam t&#x101;dus darbus, kas j&#x101;izdara noteikti, neatkar&#x12B;gi no savas v&#x113;l&#x113;�an&#x101;s. Piem&#x113;ram, ir j&#x101;iet un j&#x101;nok&#x101;rto komun&#x101;lie maks&#x101;jumi, j&#x101;izsauc sanit&#x101;rtehni&#x137;is, j&#x101;pal&#x12B;dz m&#x101;tei vai br&#x101;lim risin&#x101;t vi&#x146;a probl&#x113;mas, j&#x101;sazin&#x101;s ar sava b&#x113;rna kla�ses audzin&#x101;t&#x101;ju, j&#x101;nodod anal&#x12B;zes polikl&#x12B;nik&#x101; utt. Karmiski ir t&#x101;di darbi, kas attiec&#x12B;gajos eksistences apst&#x101;k&#x13C;os ir vit&#x101;li nepiecie�ami. Ja �ie darbi netiek laik&#x101; veikti, tie var padzi&#x13C;in&#x101;t m&#x16B;su karmisk&#x101;s probl&#x113;mas.</p><p>Kas attiecas uz sap&#x146;iem, tajos izpau�as j&#x16B;su rado�ais gars! M&#x113;s priec&#x101;simies, ja m&#x16B;su piez&#x12B;mes jums k&#x13C;&#x16B;s par pal&#x12B;gu br&#x12B;ni�&#x137;&#x12B;gaj&#x101; ce&#x13C;ojum&#x101; pa Gara Pasauli.</p><p>4. tabula</p></section><section><title><p>Ce&#x13C;ojums pa II lun&#x101;ro m&#x113;nesi</p></title><image l:href="#7"/><image l:href="#8"/><image l:href="#9"/><image l:href="#10"/><image l:href="#11"/><image l:href="#12"/><image l:href="#13"/><image l:href="#14"/><image l:href="#15"/><image l:href="#16"/><p id="AutBody_0bookmark100">..</p></section><section><title><p>satura r&#x101;d&#x12B;t&#x101;js</p></title><p><a l:href="#AutBody_0bookmark4">PRIEK�V&#x100;RDS 3</a></p><p><a l:href="#AutBody_0bookmark6">1. noda&#x13C;a. CILV&#x112;KU SAVSTARP&#x112;J&#x100;S ATTIEC&#x12A;BAS 5</a></p><p>Cilv&#x113;ka izcel�an&#x101;s 5</p><p>No kurienes uzrad&#x101;s pirmais cilv&#x113;ks? 5</p><p><a l:href="#AutBody_0bookmark8">Cilv&#x113;ka dievi�&#x137;&#x101; izcelsme 9</a></p><p><a l:href="#AutBody_0bookmark9">Cilv&#x113;ks izaug tikai starp cilv&#x113;kiem 12</a></p><p><a l:href="#AutBody_0bookmark10">Katra tik�an&#x101;s -karmiska 13</a></p><p><a l:href="#AutBody_0bookmark11">Ja jums ir slikti, t&#x101; ir j&#x16B;su karma 13</a></p><p><a l:href="#AutBody_0bookmark12">"Nejau�as" tik�an&#x101;s 15</a></p><p><a l:href="#AutBody_0bookmark14">Saskarsme-ener&#x123;iju apmai&#x146;a 18</a></p><p>Saskarsmes ierobe�ojumi 19</p><p><a l:href="#AutBody_0bookmark15">Apmai&#x146;a ar ener&#x123;iju un inform&#x101;ciju 21</a></p><p><a l:href="#AutBody_0bookmark16">Ener&#x123;ijas uztver�anas &#x12B;patn&#x12B;bas 23</a></p><p>K&#x101; pal&#x12B;dz&#x113;t savai dv&#x113;selei 24</p><p>Cilv&#x113;ku ener&#x123;&#x113;tisk&#x101;s mijiedarb&#x12B;bas veidi 27</p><p><a l:href="#AutBody_0bookmark18">L&#x12B;dzv&#x113;rt&#x12B;ga apmai&#x146;a 28</a></p><p>Ener&#x123;&#x113;tiskais vamp&#x12B;risms 29</p><p><a l:href="#AutBody_0bookmark19">Cilv&#x113;ki ener&#x123;ijas avots 32</a></p><p><a l:href="#AutBody_0bookmark20">Neitr&#x101;la poz&#x12B;cija 36</a></p><p><a l:href="#AutBody_0bookmark22">Karmisk&#x101;s saiknes likums 39</a></p><p>Gar&#x101;mg&#x101;j&#x113;ji 41</p><p><a l:href="#AutBody_0bookmark23">Pazi&#x146;as 45</a></p><p><a l:href="#AutBody_0bookmark24">Darbabiedri 48</a></p><p><a l:href="#AutBody_0bookmark25">Draugi 50</a></p><p><a l:href="#AutBody_0bookmark26">Radinieki 52</a></p><p><a l:href="#AutBody_0bookmark27">Vec&#x101;ki, br&#x101;&#x13C;i un m&#x101;sas 55</a></p><p><a l:href="#AutBody_0bookmark28">Laul&#x101;tie 58</a></p><p>M&#x12B;&#x13C;otie cilv&#x113;ki 61</p><p><a l:href="#AutBody_0bookmark29">B&#x113;rni 63</a></p><p>2. noda&#x13C;a. PIEAUGU�IE UN B&#x112;RNI: KARMAS M&#x100;C&#x12A;BSTUNDAS,</p><p>M&#x12A;LEST&#x12A;BAS M&#x100;C&#x12A;BSTUNDAS 67</p><p><a l:href="#AutBody_0bookmark32">Absol&#x16B;t&#x101; m&#x12B;lest&#x12B;ba 67</a></p><p><a l:href="#AutBody_0bookmark33">Kalpo�anas karma 70</a></p><p><a l:href="#AutBody_0bookmark34">Sod&#x12B;t vai respekt&#x113;t br&#x12B;v&#x12B;bu? 74</a></p><p><a l:href="#AutBody_0bookmark35">Savlaic&#x12B;gi dot inform&#x101;ciju 74</a></p><p><a l:href="#AutBody_0bookmark36">Taisn&#x12B;gs sods 76</a></p><p><a l:href="#AutBody_0bookmark37">Dot r&#x12B;c&#x12B;bas br&#x12B;v&#x12B;bu 79</a></p><p><a l:href="#AutBody_0bookmark39">Ieradums dz&#x12B;vot neg&#x101;ciju atmosf&#x113;r&#x101; 81</a></p><p><a l:href="#AutBody_0bookmark40">Mazi b&#x113;rni 82</a></p><p><a l:href="#AutBody_0bookmark41">Pusaud�i 84</a></p><p><a l:href="#AutBody_0bookmark42">Paredz&#x113;�ana vai programm&#x113;�ana? 86</a></p><p><a l:href="#AutBody_0bookmark45">K&#x101; p&#x101;rvar&#x113;t b&#x113;rna karmu 88</a></p><p><a l:href="#AutBody_0bookmark46">Dz&#x12B;ves m&#x101;c&#x12B;bstundas 89</a></p><p>Pozit&#x12B;vs piem&#x113;rs 93</p><p><a l:href="#AutBody_0bookmark47">B&#x113;rna slim&#x12B;ba t&#x101; ir j&#x16B;su karma 94</a></p><p><a l:href="#AutBody_0bookmark51">Atdot visu tam, kur� neko nav man par&#x101;d&#x101; 99</a></p><p>3. noda&#x13C;a. M&#x12A;LEST&#x12A;BA-</p><p>GALVENAIS DZ&#x12A;VES TEMATS 102</p><p><a l:href="#AutBody_0bookmark54">P&#x101;rbaude ar m&#x12B;lest&#x12B;bu 102</a></p><p><a l:href="#AutBody_0bookmark55">M&#x12B;lest&#x12B;ba bez pretm&#x12B;las 103</a></p><p><a l:href="#AutBody_0bookmark56">Abpus&#x113;ja m&#x12B;lest&#x12B;ba 103</a></p><p><a l:href="#AutBody_0bookmark57">Neatrasta m&#x12B;lest&#x12B;ba 104</a></p><p><a l:href="#AutBody_0bookmark58">M&#x12B;lest&#x12B;ba eks&#x101;mens dv&#x113;selei 105</a></p><p><a l:href="#AutBody_0bookmark59">Laime k&#x101; balva 107</a></p><p><a l:href="#AutBody_0bookmark60">Dv&#x113;seles divas pus&#x12B;tes 108</a></p><p><a l:href="#AutBody_0bookmark61">Simt m&#x12B;lest&#x12B;bas ce&#x13C;i 110</a></p><p><a l:href="#AutBody_0bookmark62">Karmisk&#x101; atkar&#x12B;ba 111</a></p><p><a l:href="#AutBody_0bookmark63">Dv&#x113;seles harmonija 116</a></p><p><a l:href="#AutBody_0bookmark64">K&#x101;p&#x113;c j&#x16B;su dz&#x12B;ve ir t&#x101;da, k&#x101;da t&#x101; ir 116</a></p><p><a l:href="#AutBody_0bookmark65">Paties&#x101; bag&#x101;t&#x12B;ba ir dv&#x113;seles bag&#x101;t&#x12B;ba 121</a></p><p><a l:href="#AutBody_0bookmark66">Ties&#x12B;bas uz laimi un pien&#x101;kuma apzi&#x146;a 123</a></p><p><a l:href="#AutBody_0bookmark67">J&#x16B;su pus&#x12B;te 125</a></p><p><a l:href="#AutBody_0bookmark68">Laimes veido�ana 126</a></p><p><a l:href="#AutBody_0bookmark69">Tr&#x16B;kumi-pozit&#x12B;vo &#x12B;pa�&#x12B;bu turpin&#x101;jums 126</a></p><p><a l:href="#AutBody_0bookmark70">Negat&#x12B;vo vibr&#x101;ciju p&#x101;rvar&#x113;�ana 128</a></p><p>&#x122;imenes dz&#x12B;ves harmonija 133</p><p><a l:href="#AutBody_0bookmark73">M&#x12B;lest&#x12B;bas ener&#x123;ija 138</a></p><p><a l:href="#AutBody_0bookmark74">Karmas main&#x12B;�an&#x101;s seksu&#x101;lo kontaktu br&#x12B;�os 138</a></p><p><a l:href="#AutBody_0bookmark76">Sastinguma ener&#x123;ija 142</a></p><p><a l:href="#AutBody_0bookmark78">M&#x12B;lest&#x12B;bas karmas p&#x101;rvar&#x113;�ana 145</a></p><p>Negat&#x12B;va karma m&#x12B;lest&#x12B;b&#x101; 145</p><p>Vientul&#x12B;bas karmas p&#x101;rvar&#x113;�ana 148</p><p><a l:href="#AutBody_0bookmark80">4. noda&#x13C;a. DZ&#x12A;VES CE&#x13B;�. VESEL&#x12A;BA UN LAIME 152</a></p><p><a l:href="#AutBody_0bookmark81">Karmisk&#x101; apm&#x101;c&#x12B;ba 152</a></p><p>Laime ir kau t ko rad&#x12B;t 154</p><p>Ener&#x123;ijas uzkr&#x101;�anas ce&#x13C;i ! 59</p><p>Tic&#x12B;ba d z&#x12B;v&#x12B;bas sp&#x113;ka galvenais avots 161</p><p><a l:href="#AutBody_0bookmark84">Rado�a pieeja vesel&#x12B;bai 163</a></p><p><a l:href="#AutBody_0bookmark86">Rado�o sp&#x113;ku potenci&#x101;ls 165</a></p><p>Intuit&#x12B;va apskaidriba 167</p><p><a l:href="#AutBody_0bookmark87">K&#x101; k&#x13C;&#x16B;t par ekstrasensu 169</a></p><p><a l:href="#AutBody_0bookmark88">Slimot ir kauns 170</a></p><p><a l:href="#AutBody_0bookmark89">V&#x113;rt&#x12B;bu sist&#x113;ma 172</a></p><p><a l:href="#AutBody_0bookmark90">"Kas ir Gaisma man&#x12B;"? 174</a></p><p><a l:href="#AutBody_0bookmark91">V&#x113;rt&#x12B;bu sist&#x113;mas izv&#x113;l&#x113;�an&#x101;s 176</a></p><p><a l:href="#AutBody_0bookmark92">Dz&#x12B;ves diagnostika un vesel&#x12B;ba 179</a></p><p><a l:href="#AutBody_0bookmark93">Diagnostikai nepiecie�am&#x101;s zin&#x101;�anas 179</a></p><p><a l:href="#AutBody_0bookmark96">Diagnostikas sh&#x113;ma 187</a></p><p><a l:href="#AutBody_0bookmark97">M&#x113;ness cikls un intu&#x12B;cija 192</a></p><p><a l:href="#AutBody_0bookmark98">Dabas ritmu daudzveid&#x12B;ba 192</a></p><p><a l:href="#AutBody_0bookmark99">M&#x113;ness un sap&#x146;i 194</a></p><p>Form&#x101;ts 84x108/32. "R&#x113;riha gr&#x101;matn&#x12B;ca", R&#x12B;g&#x101;, Elijas iel&#x101; 11/2, LV 1050</p><p>Re&#x123;. apl. Nr. LV 40003403638 Iespiests: SIA "Latgales druka", R&#x113;zekn&#x113;, Bazn&#x12B;cas iel&#x101; 28, LV 4601</p></section></body><binary id="cover" 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9faEmTtiOTUhVdXL6+tbTt9psRCbKG6GLOnoN48oy7TTC4CKoJFrju+3CPDzsMpANmRZZAeXv62AyUs+ucxkNNJqCk2OnT7MJcJu4oqkSdgmpmADDTtzMLRvxQfeY/Wcy6UPyj6vXXAehDi2k9cZ1xpNT5AnPSNYYwhOlVCgdLkr0/PGi1nNFKLEq5NgXW6Eb7jxxif9o2orKHhx6cyPUNMllCaSLm2w8cV2YYD7ZWpi3W3lGXGrDst5r/AJM5RmHAlDXkeirE5xHe1qWsPooxU+LK6jyWsqFkm5UUTEWf1VP4YvnAOXjKOCMgyy1pKXL6WCQesGjQK1/zGMplyhuOPKiYrkZZRnzqtP21Vjoj/eK9r7qnErN8mw/DoYcLpbV9Oo+cq2J1HeaNndPQ0PDoiURGUkGN+72vFvhfFU5t4B6n8OHvEOaCu4jkRJAaSkDU6noGf1z/ACH7uByXLXzWSTl9iOMbt78ZLN0TE4xcPhRuigW+EFjykZ12/wA/McG9EB7P4vHEhneWyZXLGXBljkTv4LPQ1Y3lopeV2fve32YonyrEo5p27Q5xN7GxjE+J/wA/AYL43+5+z7PAYMVPSx9b7vrYXoaOqnQRU0DyKi3J02C4jLRqk2Rbmdt1ja/t+u2C9z7n0x24JFuh8Nsd126977v1OIa0zfeKil7xaRv3ena9ntwHTfw/z7MEY+kIO47PXf2ezFiy/h6ery0T8+xPpOX93T2emLfL8DVx9RqdLmAT8bdIACRcSCP3bKPhgrbbL2j838RwaogMFRLBMfSxu3+bnDuiy6tzAehiIH+0k7vXBTCV6jaDTNzytv57wbc7xiGPMMZF/wARr9nswNwFKE+A9bb4YcVdOaOoaKWzPbr19nsxHHUrNv4Da9sRa2HODNud53OKuSrMB03+7gNiCLW6e/BRqJawtt1t+PicDexxGVSO3O8II+GOGxOkfD/vgoYg2Xb4DHXBJNt/jhTNOhi3ZN2udPtvgoJPXbHXupF79n244dm/ht+GGNNobzibNc7+8D/HBr3PtF8JXHq7+874EsTt13w8rWEEO5s1tWnc7dP5Y4DSb28evTCTtbYHT12uBjkJHT29bHHBr850HWPtL8zY7Bdcf22+fHYV8oq8mcop83K1s1RBSc6UL5v9l25frYsuTJPQ5VlrVCLzYogrqrXFwL9cN8u/upf/AC/+XEtV92mh/wA73vj21F0oFloz3kZlyxnLYT/eAnCRvBGTyDWc3+75mh+7pw+ytIv0d/vFOFgBcbb/AMPXCKlPVbwIM5XtIOOozenpPQZfzfSf+81q6/ojXwSpp6+oqoa6uoKOWWPTyxJWtoRvtKui1/fhXiitosqSWeUH00nL5fpHZ2HdjQKeycGnqRRwwQrP6Xr5t+umf8L7r+fZxXsh0hCeTaf7yYpVRcDnHr1rUUFRW5s1NSxwAszpIWTQB3rkDDTgzMKHNKKorsuqEngeqbSy6gO6t7A9PWxJMVmo9dXAipYGSNwDv96+HFHTxxALT0qRqSGCqAD9MOgXI+BPj2YzrOlkI3+kCvTzinIL8sKw7QaxH4YxrijP8nqfLHwtQZhUDkCsWNOZ67KvotX4uqY2yQArKD46v648neU3h0zeWnhKERejlz2mR+WfV84TV9B9MTaSHiql+R/X/EYY7XnryuEppGFHYSmIhP8AzNO1/wA8Z8+ngXgpKGGbVnWYHeTx1W7Ug+6g0hffb2nGinSraAfXaw92IbiLIaPMl87IijqqZGSN/u/ZPuxMzGk70jUpDtgED52/pK8m5AMyzM54skyILfU7FuWf9oW+uJryf8VQ0nlGHk3UGaviyr9JZjUxhuxK7ppjb7PYdjf8PbiDghNX5WMsyivpzCscjzvH+xGzq3a7y3VcW6pqOB/JqlbnWdVIoqviDNLPVS/rKhm0qv3uWg7PsAW/rdrPejWV8FjWrDthtPw8fG8TSPtDlC/2guJoOEeCYMzk35lRoX3dhziU8lfG/DPH/CkGY5JmMFXIAnnNLftwtp7Qdeo/H1sVr+0pw6vE/AsVBquFm5hPs7DjGQf2PfJfmOW8bZrxdmDTrS0OuipRq0ComZfSal9ZUVl2Pi3uxpUprrqEetpNokNczc/KxV0PDeVQ5rIBEzaw47u/2sWPJUduB4JoITzZqFJOxseY8Yb+bYwX+2BxXTVfDkWWZS3P81kfmyRnsanK+jU/utjbuNOKqLyf+TGr4hrgHSjowyRarGSQgBEHvLWGK/DZdh6uLqVkY23XbaFFAvYc5IU3DuXRU/InXmyWXmP2lbU2FYckyyKlMHmkbg96RxeQ/niscQceUHB/kth4w4hnEjyUMDoE7JqaiSMMsaD7zX/ZW7d0YS8hvGEvFPkdyzi3O54RLUxzSVbk6FTTUOAPwAXEs5TgefDU9nTyhFxylbqZoKridsulnP6Ny3XU5jJ6iQQ97Vp9vZHxxbvIvxhPxxwX/pBJQzUMMtXMtNHJFo1Qhzy2X7SlbdrxIbFX8ldFlvFeQ8UtXNaHMq3zapjH2AqySL91XWSx92LVkPHfBlRxbL5O8pqlFZllJzH5MfoE5bLHytS/3g1dB00/u4j5LgOBQtp0zhzO8Y8Q1mXVflIgyjbnSfrPtdmMv/LE/wAXVFdlvDw/RGX86Xmcv0fqJ2tUmn1v/qx5v8svGB4Q/tNZZmlQT5hR1UfNP+5aBY5GVfWsrMf3cekuDeK+HOMaKSu4bzemzGljcIzRt2kJF9Lqd1a3gcGjlaUlqMmzsx3nU+0GUyil52jMsx1s3eLnSb29gwLgiNSqldRbtW07afacPuIJqeXMpmpk7CbBl7Kk29uGGtiVjRg5Gogr2ttPvx49i6a0cW6q+q3I+9Gy3ZG0JbtApv8AhvjtdrFvsn3fQYKCWFsco0gX27J931GK0E9ILwy+F/Z+GAY3Iv8ATfA7A36/XHMdUaKTbrsWv9BgKSdobzj2VZe76PxJX+WA8QR2uyOg/qccpMZa3TR4C388EJ1bjqR+19DiQqAwXhtnAJudx4ascSQLbDr1b+gwF9gO9uOp/oMCdh009fu4bIvDeF2t43v+GOa7Aetv4drAgdm/TfwH9TgHFwL9r9rf/lwAs68Jt/m2OwO3+UGOx3DhvL1Suj06yKAotex693EtECZQzE6bLscRMJB5aEAEgCx/ZxNOYlCFSdRhLWPTbHuPD2X/AIyyJjLLV00CsNgHt3r+3Bymqp22spPet1sf6YToW1ZWpOxJv3beN/64cTnSxJ2vpXu3w1UOk/L/AKwqsaVkMNXE1PKr9mQ2KymP6jCdJl8FDNKYYITttL6797vN1bDXiGpzinpf/ZGXism5n6uQ9ju97c366cQNPmXHm/8A93KK/Z/V1PzaVbpbFdWrDWGIPMHl3SfSpM/qlbfES1VvpqWeNkjaNSFdmcEX9+HcDOgVUsQABs2IThZM1XKqmXPKaCCrlmLyJF3dOkBf5HEpFHKKcVcnK85kK67f8t8OU9esBRfmI26qoIJ2MfG/pP3v648q+WHPTw75W8mzrzIyDLc2E0iHvOobtW9/e049VTN6O4l+197GR8a8Df6RZ9JXSQeiVvR7cz6eG98SjiqVIlyeYBjBQ6Zk/wDaE8sueZR5asvzThDMWly/LaSNCt/Q1nN0ySD8LctfaCpxvHki8tnB3lDpI4KarTL86taTLaltMht1ZD0dfwOoeKrjNONvJxlWa0j0nIsqJZj3fw38Nr4ynKvIlVx5rqclouYtkB1H+W2E4X0mw1ZTTL7rKpjpY3m6+VXyr5PBn+Xf6JZVDxFn1BUtHzvSLEitGyuutR2wxb1dS9k+6/nvywUXGme5qvEvEdc1VLcKIvUgX/ZovQD+Ju82N74K8ncdFBqp8vM5i9v+f2sTXF3CgnpovO6HlRmRf1nZX6YrH9Jj6wQ6RzJFvLneNNccpByeUfz7yP0SVsBGZUsSB5Oz29IK6m8b4ceR3yscG1HAkWTxQVktanNjqKcU/ZdpHbUzOdrNq/a+7hlX8IQ/oOXLwYj/AA4a8D8BUnD5vEYgdbOfW+uK9fSGmgepSP4htYQ3PIjaZz5d8uFNSebUkMUK80Mkcersb93U3wxoH9o6vPlOyDJstyKcy5cj+c1TiNhrlCBUXfTcAFvmxKcYcLx59XLUGKNgPG1/riWyfL6XLaBaYxI9vC9/phmh6UU8LSFKmeUR2gNpheb8GZzUcHZfQ5vX1tYtDHyKOKSRn5K+qEXoP+wxP8LS8UHyV0XCc8VPS5dlzvoWNGDTEu7hpDq9jjZdONfzGhp5qflS2/z7hgv6NhjofNRDeM6T9nEb/wAnxL03psL3N/h9JykA3tMR4IzbyjUmVZxwxlU36Oo6+s58tZy284T0YRlR/BSAvq6uz2WxXvJpluZeT/yuUmYxRtOyG5uW9Ir3VlZveC2PRUGWUlJ6WKG/+ffhGDhKDNsw50UQeq7/AFXsacWVH0oxVVzQOwYWUeP952q24me/2k8ppeLoxxAaYU8hjS8YkV31Kun/ANOJryd5rQ5TwxRcG+Tymq4IzEkmZ5jUdh6md1XmaL7+6/2VCr7cXDiPgbMZ6fkzRqlLGn+0j/ocdwVw/QQMaejqYIaj+7+y/wB3VhH3viloCm4Y397+UUS6kqY9jXkRx6WICixKi1z47nBowJA5UBrFiCTr2th7V5XJR0glrQIpj+rjZdZO++/TDB9LNrDEodXYJ1fRcYyrQaniWV0tbmO6Ib1ZyAarNt+Jt9BghBVxYbaT4WwdgRY2IHu2wCWsCBvpPh/XEWmL7ETjCsbkX63Pv/lgQdNrna3idP8ALHMpJsRq7R6/9sFHYUHu3HgCP54j8jtFw1tSkgW7PUL/AFOCoLlBfV+er+WA3Le63j2sDqsiWNuvu+gw6J0HooBPs2Jt9BjkFiTpI2O/d/ngARbtHBgDYkC3ZO/X+eF6L7xN7Qb3GzA/gNX89sEm2UXFtvHs/wDLgjSeF7/ib/THN2QCdtvVGj64SW6Qzrt9mL5TjsBp+7/Acdg660P4cvquEqEQdSWP0xJu20OrfULYi1UB1c9QHw6gkJnpg242/nj2sudRlro1QMrcNl4Q+qWw4k0syuWG2nxxBvyRTxwTemm0GTlxatWnV9q9l/PBwaTk82XLZou723QSL9CxwwzfoR5yQoinFGcUeTQecVYKREaOYI9ejU32V/ZwvllXzaGCveKSHmxczluLMPdhYCBP1Y0RfdC6X/dwjNBM9p4J+TMOg70L/tr/AFGINtZTq7Lb426/WLU2vOymueukquZFInKm0BzfRJ2Qbpfw3t+WH9Mexyj97uf4YiKmvqAKzkUHNmi0R/rFRHdtPZVj6va629XD6l53M9NyxLy9cid5dX2Q3swsGwHiwinWdLTTBxNRzcqL0nMj+2xa+r+eInNc/wAoy7iPLMnnnHOr6hI4/t6mXFh60O0v/VjAfK8pXy98BSAn/wDGadfhb/A4l0MNSYinb2dMitVImt8T02Q0+a6anN4KEzf3Xec9rvddh2cRXFGVS5dR+dLUCaCUXjlHa7Xq4pf9rLh+uqEh4ky6WY1lNAtPGIo9WvSzlez+9iQ40qK/Jf7MdJHncgp8+qMsjAjJ9JGxKyMun3LsffiJjvR7C1abWCi/uj9ZWOLEuIrQ5VX5Zwz/AKTcQ8X5lllJVFfN6aj776u7+JPW32e1qxOVMYg4T/0g/TVZW0P6z/We9H2tPv8AHFb44pcm4N8luSyZ9HnHG1c6hqQVFU5jd9C91Y/V9g3PvwtxAcyH9lbMWzLJP0FWzUl/MIv/AHcNLqjXtMWVtOljfftflhdPJKFSmE90E/pOYm7eEueV5LlucZBQ5tR1JHnPbkkLDQE3u30wiuS5cOJf0BNmAWc03nEXY7TrrK/9JxQcnizev/sp8OQ5fUETVMUHMlj+ysjFl1fuqMZhxLxFxHwh5Xcg4pzXNqzMIRogk5knqaj2fZ0ZvjiFUyLLqdUUSo1npEsVVtJm7ZpTinrfNpyVm5vLjj+2zN2dKr9rEnnmT09JnNDk0NbLNV1YBKWA0Lvvt+y3wxIVeSDNuOsn4zFQDlEWXPMB9/s8uVvtLoZj+KrjJp4V4v8AL/Q09Vn1blI0TVAjpqtoXk5a6eUsga69lt7fZbEWn6N4LVoZb3+O31nWZd7zRc1m4Ry7P14fqcwrPPpP1nLMelNfd1f4YQzaLL8i4xyzIZ6nbMXXld31m06fxxVuJKjM5fK9QZJwj5PaOtWGvT9K5vmMTzOkKsrSaWkbssF6MSSTpthDy/XHl08lswuAcwi+XnYt/uDCtZqahGBBuBOZFPOafNwwktS0HnAgtcxxHtP2bam/ZuyjFLyDhs13nXE2d59UU+UQcweh0+k095tVu76vtOIby8rxLl3HEnElDXzQwUuXRwRxxyN/tHLdPbq+gwv/AGeeKo89/s/1FNHRrnWaUM1SlXlkhX0uqVmRW1eqQezboRbwwKOV4ZqwamB2Ofz/AMTjw3ZpY+A8tyLP6WonyHMa4gX9HUyqevd6dO62Izh3hWjr6iuz+tzeaLLaKV+YIu/rjXVIzNbshR4DCHk2z3ykV4r+fwjkPAWUw9JpaRtcmnvesuwXxtiG8h0PERo+NcxHE1PnolzSpklyiWlXRKG9ftN6PWu2jp2bYX910Fcdfy9D8fh/OGx75euEazLuOqOorcpzOqcQWASsl1bMXIA9nTCnCMNFWU9dX1MjxUuXa+bJcIp0rdvyUf8ANiF8m+RcP58mY168HVvCuy86anmaGOTrr9G/ZW23q73xXfIfk/Dq8PcXcRU8h4rr4auqjejLa09H+rVYunb66iDtsOmIoyalWrcasAbcv7jpAVBFpfODa7h3i+SqiyaWanMJup16wdXuOC+Ttsn4kqc8pyebV5dy45TzO4z6/wD/AF4aeQxuMqmqzjMOIuG8uyDK5nWPL4IqUQSDTq5jN62nu2v8MVL+zDRyNxL5UqpnktNmCQWv9hZT/wBeJi5NSDK19xf984CgPOXymbh+vqzl2UZ/zp/3dHZ9VWXDOlpA/FkWRTTKk53cpYlFuDcE/hbGO5JSzcP/ANoHhPLMrqZvNaqqZZI79nSEZv6YvvGFDwpn/wDaXo8v4irS3IyvmU1NJNZKibUrL2fW7DMdPjpxV0skw2LppWU9m99uoHMQAEjnLLW5/wAGxcdRcKrG09VzFgkdahram9VR0Pe7WFeIsu/RuZ+Zj0sR0vH3V7P+RiDd+P6nyxUNBk/DtFkHClHVf6zWNTJ/rCK3dU6dWp2020dNXaxa+PzIc5gsR+oX7P2j44Zz/LqFCiK4QA6l5C3Xr3znBCHeVgLqJIXa56AH6nBgSWt138Lt/PbHdm2/W/U7/XBOm5O2PNC+5iYY2D9B18Tb6DCoFhcD2eFv54QLbXBI6+NsAz3G173/AB/nhIhvBIHtHztjsBrb2t8647D2qC8vdM7OGUjaz/zw9QLFUQlTexX+eG0YC9OhjJ+uF4RcJIpudYH8WPar2Yy4vG9ByIZDCeZql1fe12w8IfRZO8nj3WwwpYD+lDXf3vL0RySeovM7q/j7cSbK5JCd9+p7y/HEPn8t/KLtEoZUkFxo7Xvt9cLkuqXXl9n3W/iwjl0MSiKGExqqRsCgGpQBte2OEMru0cIkVIwDGwN1BO1tPu644XA+d/8AjHOTwvIl8z9L+3J6y96+2HHpdfoYevyovixwNJCYo3uQe33W6/XCy2Zltfr0OG0HXwK+XWcxiFKDCTGvZh9+MN8q6c3y+cBRjf8A9qRSfBCf6HG71Y1nlN2V92Mi8pHAGfcSceZdm1DWy0vmEnM5lP2ezpt+7tqxPwX4b6jyPaPz/wASNVF1v3Rz5aMx8oKZ/FBwrWeawCnWTmGmjftMzK3fDb204oPHnCuf8ScMCLNc3nrMykj9I8h/hVV6D3DG9tTyjKo4JpZJZREuuSR9TfXFKg3pz48s/s/98ZXOM8xVHEmnTNlAkPGJo0sDzmS5LL5VuH+D4uG8mzWsp/Nk0R6o1dUX2Lrvpw+ymLyhV3k8zLIc8z2szDzotzPOO13t9Oo727K7d3Gl+iJ9p+X+eCeiB9n8Xhimb0sxBpsqLa5J5/2kXU19zKx5Jsuz3J+DqXIs1rppYKY6I4u9oXVq06f3sNvK1waOJ8i5MFudF+r+38oxdBYbtsfjju0d26fLitXOMRUxRxf+p3wPZum0zvyTZNxvkeWx0HEGe5jNlqJogpDIVjjT2Aez3Yi+P+AMwreOouI8unnEtN6TY+sv2cayiXTmTG/sB7P1GColnMkf/q+pxLb0hxhxZxIPMAW8B/kxJZitrzKeLKLyoZ00DDinOIKZLcynjqJArgMveIOH3GnDvFfEtRkFcc2qzVZW6NHIZG1oytfUrfjpxpHTneHd+97Mdp1dDb64kj0kxT1FZuQgvcbxlmVE2Z5J5nmdRLVNJGqSSPIzM5xlOSeT7OuD87qKzIHZRLJ+sB7Xa9h642LTo9/8OCX9/wBr+7+978QcPm+IwhIQ9k8x3wkg9JS8gybi2upm/wBJOJszrx2eVFJKzLq+1bpiApuDuJ8gzytrMorpgJdXdk7Xa96741MH/n/ax3j/AJX+WCPSKvxWfvtCLWtM9yXhvi2tE/8ApFxLm9TEf1dPPWyMqfuXxA5HwBxBw1mdZLkVTPD51q9JEe5qb7WNh/VG3/0/U4KDGPd+Wr6nDo9JsaajNfn0g1G0y7hXg/i+g41lzivz/NKt+Xo1+cyM2nV+rvfpfwxI8E8FVeQ8Y1ea+czhaqXmSRiX1vvKO9jQvR/5Or6DAfqjtuez9lfWwrEekWLrB7nnb5WgDX5zPuNeCswzfjvL89y+eakFFJ6OSM6H7tm38NsR/F/k8q814ni4iNZJNWoqKWmmLysVFrm+NPsWvuflvgnj/n+mGV9JMaiKqm1vh/ScgW1rTIuIuBOI86zKjnrMzrpIqaTXHAKo6dS9Oz7ffjWstjqIctiWonMksYALSHUzfmcHENz832VxwPMPXX+5qwzic5xOMAFY3tyijboIdyfHrf8AHAHdbEjqOp/oMce0bEeJ8bfQY6wU2APXwFv++KUDTznaoN2RLC4G/hpGE9nJsQTfw7WDWJOwA39/9ccUF9xfcdTf/lwVXUZ14Sx93zDHYHf2/wAIx2F/heM78SX6KrAcryyxufdbDqnlEtZFGkAXWwuSOljhjEYtM2o2szaweoviQpyrSU7xhTdgAQbHY49kqK47Wr1e15S8207RKjnjWhDrzGsoYqvjdziQBi136fw6sVx0r6gUlFQcnlc0yVMkmrupINKrbxP/AE4c57TZ9Ucr9H5jTUMa35rzQcz8Lbi3jhkcVdZYb7j9N45w9RUA2vJChkRpYWHdJmH8ZweSpWiPNn/VaX/a6D44g8r/APZ1BR+cV/OYCV5ZI9Wl9cmrUqnu97FL8oXlAoMppjJLUcqOLtu/N19ld+7+OBT1OSAPWAPwJ6xTqo58pdavivLghM8NXEBHzLyRt8v3T2sUHP8Ay/8AAmS1fms1VVlxs7RorBG9hXVzB8uPNPGvlM4i4sZsvy+qOV0MhvFY8l6jV2e017KvZ6Yp+QRiXMXNTBRluXKCajUp7Mbd1ul8abAejlR1d6hsL38/8SvrZgqtpXeeyIfL9wbM8Ryz9I5sLLzDSUZ1J49H03/LF24O4+4U4jjEOWZrFJVmPt0R1RVC9m+6GzetjxtwJSRUiQIzSpC9HHI1k1qzNYk6gPC3TDHO+IKykl/SVHn1TNXxTXoKmGFU0ae9qZb/AA9n44qmw4JIF/V0j+vKRExrOwVhsZ7r4irOTTSygeHr/wBDihmWMlD3Oz+GMiyL+0vT1OWxUfFeUz01Ysel6qjXUrt9rQwuPyti5cL8bcN8SWmySuiqNHfjJ0Mv4hu1jz30kyjELXNUqdA9q228kY48SxXoJbBIrPfrc+y/1OOkmJYi4IVh4Fj0+GGKSKTqG4B6kXOBMgOrcm7DvN7vYMZnTpFpXmOpJ+w6g2uB3m9/sGA5jqCRfYeOGEtVHGrk32t12GEDnEV2XYXX/O5w2MOT0nSYV9Ruyath03+pwDSqwCmzdkdkEk/XbELXZmscJZX1WUd0awNsUnMuMWimMYlDdkbK2rx+zibRymtXPYEKqDzmi19ZYbf56YZU+cRSz8qSb7P+dsZTnnHOZxVIEMNLNTHpokZXWygm6nYm/d/LEXBxnWNWLFRxS+dTSJBHBrVW5jPo0EH34v8AC+imJ2VgN+t+Uc0NN/54PiD8F9mD8z1+w/1x3/2V8QQ5fLVxcQg1nmupKWSNViR+zsWFyR3vjjKx5Q4MvySV89UUctOzQyoZDIRIpIKqV69OuHMR6I4jBqG1Brm23PyiWp6ec1Pm/wCen0GBR/s7fjtil+Tniup4po56z9F+Z0+u1MZJbtKv2iLdn7vXFpjkI/V7fht/PGdxmXtQqmi/rLzjZ2AMdPJfVtcX66b/AMTYTaQXIPa36d7DV5dR8GPzH/DBWlKhhuN+h/7YhNTiRHqybsAbb9NV/H2YMsgv009N7af54YGS1ybj6DrgyzFwbC4uN1Gr+eORdJvDHIlUkg2Y/tE/ywLSELdiQOztYL/3wzM+klQbj2M9j8MAZAliOybr6un64WyFoRHIclCVGw1bhf6nACQE9g6jcbXvhqZAxYsN997a/rgzSluyTqGrpfX/AAjCRSvDHfNIDC9hfp0/5cCJLk22/PDLXYEA/A2wJc6ibjw6AA/E4HCvOjtpLg37RuN9Gv69Mc8pu2o7X6M39Fwxd7g7g9NmuTjmkILXJTf9nDlOnAY7kl7X/wBGOxHyOdXh8TjsK+zVIm6TUWUecswZteo3I9YYNUxyCsglUugVuwCdjc45NbyMWKqoPsw5WMzGJHbox+px63US50+9q+svqZsN5CNTZ/vBQ5hDDEdfpOX/ALzs6r+Fvw/axG1zcQJSnzjiGi28Ep9DeGrtMT4avDFiSpp9DvsdGy32/HfGT+VHPaeJjpijMe7EuNai3vxFZQANAPrKPkevyk1HOqxUeUjvKf5RUyjLFmqJoxLEoB5LdttvA9Dtjz3xBnMnGGcLWZrIYacq5gp5CY5Dt2WJUWJw34ozSfiOqlqpKiCGgpZCtMjya43Nuum/TBKSilqMoXM/OKXRTy9tZJVt3ez2RvjbZNlC0aYqM24JEocfjbtpkHVRXljQoCmhRFIgCjb2k9Th1lU4oMwWoWOGS6SLJEt2sLbEbW64bTVMlS0jwGNFGyokuiP8QGPXCslFJTwI8hidGBIs/a6bfljcAU6i8Nj2iLSqIK9oSalzeXMuE6aioqSMS5WI5JBzdLMguGWxHj7cbNwHldNn3DVJmmWSIY/7yO3LZHHejYjxx5/p35UsU0cxpZTvG8g6ruvat4d7Gg+SvP8AOMnoRnGTVA53nOiqpJNPm0id7S32WKt3/DGDzzLmwhVQfaAv8ZZ4HFJS1F+R85pvE2V1LwGGro1qbRt/4uFWXUfW14yE5Tkj1BKU7UFQp9HNGSAD7QRsceucpnyji7hekzzL1VqeqiDKqdsq3RkbV0IO2PPnlI4U/R+eVkVH0El+x711dw4yVKu6twwbX5yzx5BUNE+HuMeKOGY1jz2oGc5N08+TYwD7wHXGsRZjHLRpUQykwyqvcfUOnuxiHDdZNY01d6WGSO0kfd1qfDR0xO5JVV3D2X1eWTH/ANn0/pKOSTss8brfT+R2xU5hltCq4qUwFbe/je0pmBIsZN8XcUtS82CKVdKle6+k9ffio5VXZ9nzTyZUCeV+se+hk7Pq32Pq4qHFGa1lTnQFwRMbdtNLama2xxo+bt/odwdBlNMP9YYcsy99O16Rm1d7bTt+7iQMJTw9OmQLs2y+E0WSZelRmqVBsvabxld4Xeqpc9njaorKqcyMJ45C1gwB7Tt2t/sj8OmIrj2eaHMLj+Ps+PtGLn5NYJWymqUS3jV1RF7yr2QW2tc9/FV46hHnJij3/Y7vh4dcSaNTViyreBkHMKq1MU2lbaezM/rsxlFRFI08wkOopfvKCLWB/DBVq61czWsLPzRokSRpDqVh0+oGEK/mryiBrBa+pV6C2388LU61AluA7sbEMLXSy23H441VNVI27MZ1WnuCm8tOSDyNQ8UVEkBzEU6pJSxnfzmRFKx6fs+t+GPHKo2d5hUzVjLEiq0qiBghd3DFrBi3txFCQqYo5Z+kTyLZCpWQG3QbdP6YnMpQ00clXJMSq0ztLzYgoawum436/wBMditNFCB1N/nGAupy01f+zrWVkvBrCWa3KqGSPmfZsnZ1Hw3ONHklN/Z+O/1xnXkFNuBOfHt5zJJJY9r7g6/gMX+OQW9n4b/THk+fIKmOqIB6p/WR6p0G8XeS/eIYW9bf/lxxfY2bY+ANh8MNC4Xs3sSPBtB+XAu9h2r9OhGn64pOH3xEc8wi5Fk/Z7Pj78DruTcqxuO9cn/DDK+oXHv9XV9cDzNe3aP72v6Y7hwR28hC9ouPfZQMFLncKQ247l2/nhozgGwsPytgXYFiTc7jrdv+2CFhi6vsQH3+z/2wpzDqN7JY9T2fD3YYs9wNRFres3+GDq3aJGoDfwAHT44Ap7xUeFxpazadv2frgGkuxuSdhv38NA5Kta9rerY/82OLLqOkhjYe0H4dMK4c6OGlGkgEeHVv6DAFwrMb/TR/zYayOLEMdJsNtl/ljmaxYnYW8e1/PClpgwRZme/U/NjsNZKpA3/1Y7Dn2edebLzh/rP+71fyvhzlE0UqU832wr/XEWRGajMAFPeb/wDTAw7yNlTLqMf7uL+mPTFbtaZoCJT+MM0qafK1WjmZLqZHkEfMIJ+62PMvlTzCpnrIsvpa+Wpqq59FkPLKr49gY2fynZzDraAHldj9Z3ez6q38MYTS6eKfKHLQfpCWCHltHJKPTHR2WZfu3ZlGr7uHsHTFMl25BV816/OPlGqKETmTaQ9WlNldDBQTrCnKqW3hkZX09G1R/wBfu4Wy2TI0WrWeizfS419HUNIE7Oq3vxseVZBlWUU/Jocvhpmi8Vj5nM7vaZut/fhw7RwE07Ot5dP6sa1f1tPLbBb0yKgpSQjtX3/xLWl6EK41VW38J5xqgr05q3p6kRnus8WpT+eHOXw5nX0MgjyrMJsvp/TyejZlhuve9wsrb+7GxTQvH/8AdxElEM6VFPeN9TrFJpdW029Rl0kX7u/uxC5ZWVeTxSUk/OakWGySPIsXOQo6jSx76HVtuLWPZ3xcUvSvEVe0ijV+glHXyFcM34rHT0O3P5Sg1jQzUyedK0kaw7vGgBXtErb9rxxeJfJ62SeQmj41NZLDmdZMs5aI9yGSNuWrBu8xOnp9rGcxyRz5agtqlCmzG4A2FsXbh3MeFGhopc+zSqMkQp+ZSv8A6yNTLJG3o3bSxHZOw21Y0Gf4hlpoACQdyB3m0pstw61nKswA8e6QvD/FPEvBRojk/EVRvHzZKQS+h7Td2SPordnfocaf/wDaFkHFrReeA01dUjQYG1P2lXtaSB+eMr4uqssk4zjfLqaaFZKZOaJh2mYXXX+8oUn3k40n+x7l1HU+VysqyFeWGgeppQRf1ljbs9W7y/XFNjsroY3CJiWWzDZvny/SPMSrmkrXC7g9Z0NBRu1o5S58LgN3fw3wy4wruTlwF/8AlZfrvjff7RGX8NQ8OR00tMozip1ch4XCSw9pdcl9uns9bu48xJl+Z57xBJkompZkpx/402QL2u63hr9wxlWwNOk5GsEgXMnUcrxdamtVBdS2kStZZWUScSUk2aTGKlSoEkksaa+619Oj93G05q2Q59RwZk7edUysWRIHMDTMWA5bK23gTpHtxWOKOA+GqHhi0k/LreXfziTVqkOrZVVDY/hjvJxw/wCZNFWVhJ/3f90nZF203btm3aOG8ZisNXoJW1EFTb4jrLcvUyZWouoIZb/OXvLadaHI/SLpeQM7v2Y9UhY+z4Yyvj+aI1BA/j7Lfk+NRzSXTQuqarWPctp+BxjPFc0iVsmnTe57l9Xe9h/piuyVS9QsOUyi1DUZnb1jIBqeon5VDl450wjuYz29frdll/ZY/u4NlhSrEM2ogy9dY1KPzwOQV1dl2fUddBmHJFNIX5nK16Oz3ZI2t2D2h+8cSEmUwUfKSnziBixc7al0Wbu6VNr9rGxrNwxZuckUhxG0dZF1YHnvm+3oo+Zfma/VX0en1d/+bD56m1JyIh6eqHm8Yp9Xb1fdwnVIwyuaoauy2WUy7xkaKnsx6VVWG2ns/HAZfVJQ5plubl0Z6OdZuTMjycwqQwUlNwNgcE9pQZzjS1psXkYzSKq4MhQRFZKVmp3uttxuf54vQcW9n4/4jGeeSv8ASQyarrcyghhfMqiWtEcerVzHa+632+7i8Uzm3s/g+mPNc3pj7yqEd8hVRsY5aUqoN2C29gC/XfAK91utiLeoNQ/i3wzWSzjYKR49w/E4MZPaL+9hq/ixVBAY3HYkDBQCCbdNRP0wR5QvUgHfr2P5Yb80sq6rkAdGJcfTACQkWUMuzd1lt8OuAVnRyZCbGxI9ui/164KZr7Br+4PqHww05i6gdKs3tW+r64EyEAcywFukm31GOWnedHYkKmwOg6fBuX9PHAiQavC9juU0H5sNA/ZDBCq6epUaev2uuDRSat0GvsndCX/5sL4dp149ZgQCPBR6pb+LAO40gG/h7CPpvhoZtRKhgCbdkOb/AC4F5NDDVpQ2HXsHCSpnRw0g2sD+QB/nvgjyAEXtsD0uDhvIxYBmT9547/xYBnLXsdW3gdYwLEcoYtNYv6+Ow31fc+mj6Y7D/B8YNU2iBpHr69So74+otg+Xgiho77eiTELkOdU+ZVGazQOzhAkhtHpba/TE5ks0NdlVNNCCIpQv/wCp97u43inU4YdRfzmmYFVuw32+k8/eUOniNU7CLWJCe52/V+ycZRlslPkXFDV0FOTLHJ6WOL0LyQyKq+jX7SFen3sbt5Ustj0szS6uWT+s7Pq/aGMYqoJIuJMlmi5hsWhPM7rqw7uob+pi3oAOpVuR2jVWs1K1VPWFmE0DIeIMpz6jE9DV86dOxpf0Tp91vVLfw4fVFOJqi2Y6dv8AacxG0/dkXx9+KNxRlOW5jUc2OpocirRKn+sCXbTpb1tV27S4X4frM7pstqBHUQ528IS0qaUd0+71El+g6HGZxWW0lpq+Gfa/qmbXKfSA4pitSnYkcx/WOuMuKsry3PTlM8/nE8215e35t2ezpePt6m+IGnEtwrJAaato2oqNop4xvDHazgHTqXuu25uy74zPgPLfPuO2mz2QiphvUVEcwWHXL6u3ubf93GxrArymnUiINHpRZxoZv39xhzOU+yItKm27Df5d0lZUfvBHqVkFgxA7/nPL8NRLT0vJAk9Jf7Xa3t2f4vrjfPI7wl/pTw3lMlKvJtQTU9SxhXsOtTJIvaZD2vy92EKzyfcOVPOE1B5oR4xaj6wbwNvpjVvIznGWcCcKnKUpxV0ySSPGee3rMTq0nYH4YtsZ6SYDHUqdKrcWO95nE9HMbgGc6Q1x7Mxf+0bw5Pw95QchirMyesrKjK1eV2C+j9I9rWA2P4eGHP8AZqzbJ+EvKZNmtbVGnp0yqdJmEezsZI9Ma23cnfYezGn+WbhvhnjPNYuKa3ik5THQ0rcyGSPUXVC2yC9vtbDvFsZ1wfw7Fk9TDnQqQ1WabliI6UCI32uz2pNPXf3Yva2d4GlliU6R2Kqe7ccpS4HIcXi8bqZbDrJjiqXM+NeI6/Oa2GehymX9TSntvIndVdS9pV09rQPHHWpsnyuKGNRy9apHHFplMjfZCH1u9hPO83oMlpfP8xYD1I44y3NfT6unofx6YoFZxvEtTyKKeKpr6w3FVZv9TRvUVV7zfl+P3cSlCtmmlill+k31fGYfK6Zpq3Lzlko1q+IZHrKv0QiduXAndh0tYqye269rFvy6GKlX/wDZG2KDwMmbZNBVVOekFK+ovzJOw6PJ3dXrKr/Q4ujVEMUV7yE+H2emIeY4e1VVo2IG23eJ5lmwxHFY1Q2/a37jFcz5TUumRkFj1dLfx4yLjeGESvKhJbVsWGsD8XG+LRxFxAe2VZpdJ2VDqCfipxC5Lkk+ezitlPLjL7qH7T/uHbEvK6VLC0uJVbSPrOy3L8RjKtqa6v0lPymGmmzIUFdX+Z3/ALyXt/s6dI/ni7Zvw42W5fTf6PvDHN2o7yBZeZq7XeUHT2um354X474byWlyyKaWK1YX0RmDsu9u+rLa1rHr6u3XpirZTLnuV0/JpMxqkCdh9DtH/PFwuKbGU1rUn0j3WHZM0yth8rqNTrLqY9VNmE6qyPjKu/8AGTU5h9srIB8bXwReHKemn00dWaqvcjSiarBt+0rMB7jfViYpIs7qTpqKmdx7Wdr/AB1WxacgyNhCGY7jv+uv0w1VxtShbjEW7lFr/Q/yldi8zwapegjM3vE7CWbh2CSGli86l9JZders6m/LEmT6Lr7PvL8e9hlByohaPf8AY9H9Djr/AOe63X39nGJrlXFgLTLvUZn1mPFa9yCW26p2x9cCrl2VQwbYbKdX8OGRcMxZwCbHd9z9NsDrJK676bDZunxGI/D7ojVHfM0rp1hTp6XKfQYAsQQT9lt2TSentw1RyFIQEDljpYj49cF1KGJUBms3duT09hwrhwXj0vrA9ITYdC2vBOZZrAheye6dH88NjJ11EDs9CdB+mCByQAVIFm7yFh8ccKdp148D+IYX/Cx+PTBxJqNy1zY946j8RthhzNOw9nh2x8MGjeyrbbr3XufkwoLeG8fl2uqszKpPR7MPiN8DrZIrrrVfaLMv13wyLjXqvazdVGg4JzASLab+3QVb5jhOmG8dFwzErpv7UJv8Dtjnn6BmBN7do2P8OGTvdTra/ucF/qMFd9CkKzABvtgD5euCKUGqPJHOs/rPkXHYiJWh1naP5JMdh37PEap6UVFBlsoiv3LDT44ewB2KggDtKqfHCX96/wC1hdBI7pbbtKyfHG751FmiB2mY+UDLXqYm0rfr976YxmLKnoM88+FDS1vJkV3p5I9Ifskb3+zquv4Y9Ry5alWhDLf+H64hTwdR3lPI3k/ZZfrgatKFPe7XnJCuL7zAs1z+vLei4S4RpXk8TlzO/wA7FQcMWz/MKzPsvFetAFEvm21LyB6Tu9pSejKvXGtca8KrS0M3IA3jb76/J6uMMz5fNaOpVutOwfsSdnUmkjsdR0wlsOKtB1bmDa0nYSuaVZaqH1ZpfmlNPTnnBZU/vTUDnL3u7zF3/wD+sDkvD4Z70VRV0cV//d5edFq/8t8EpQeQvL5OswLJ6N2hf+LriShqjRglyoewf/WUAPzjrjEiq1N7NPRXUPTusR/R2a0+b8qkoIa2WWRo0NNI1O79nU3Mjfb7PQ+sPbiTrMrgp6G1ZkuaUpijXmyT02nvau66bMcX/wAlOUM9Ic7ql7Vdp5fMddoEbUG/fJY+3SB7MaNKY4adme0aqLm+623641ODyLj0RWriztsZjcZ6RVaVfh09wPrPLb5jl1UDTmo12fTyamNhb3Xt/D9cV7i/MqXLMpMsf+tqNKRx9l4tX3pF9Xs9B2vwxafKlnlBmea1Ge5RQBLQOqSx6Q02rZOZGR2rll0jA+UDhOny/hPK6UqBoex0d9/RqWZlO2Kw4ZKVS7doA2+MsszzWthcIKiDS5F/9s82Z9PmNdmjV1dO8jPe25dUF+g8AMSnkwlyql4wSWthKGRSkTxhZVRvaVbpiX4oySFhzolBJFyLlHBv4AdnFJzNWpLyPHaQHYMug/kRjWUcTTxNMqm0wGEx9YV1rudZG/xnoetoqd3McdSkzOhE3Kksz+wlDt8MULiueuySCNOZzIgSIZTGUdfdfphr5OuKBJNDQZpKY5AfRzSxh1I+yW64v3ENJQ5jlE9DJG8imS8Y5uuNduunrjOhDhK5Nbsj9Z6NiqOFzvC3Ttta4/Ke6UDhfKDm80ddmN3gJBQPdQP3xtfGi5j5llWWNKSFhRrhHAcMbbKsi76sJ5dk9NkWVNAJFFNCAzNFJpv94xtvisvUPnNcrsOTSRk8iFfRNf7ZB6scNVWqYiuwf1R5ASNicRhsiwCil6582MLFRTZxL53W9TblpIdccYv3Qetv64fQ5RTqz6UCgE9kDWD7rnfDqBOSFjNy3iQugj8zscODOunSb3U7XBF/z6YYqYoNUVaY7InltevVrmo9U7n92iMFMquvLUN+w5b+E4el0iUghVa3Qnln4DbCDT79rcW9Y6h/DgRIREdOsL7EK6fgd8QXqM53jReOGmsW1oV7frpf2+tgTNcCyE9j/wA0eHhhssilyE03LXtHcHp7DtgskouVNg1ujbH+HbCALRpt441BmIJIuTsGPt+xgxlZZAEG2r1To/hOGxbl6Qbql+pSy/Eb4NqIBZFJS/eChl+J7WCEhvFy4A7PeI6BNB+Y4Aygt2zpILdRr8PaMIA67GMGT9j0g+DYKWFyAw1fZWQRn5cdpgvFlmJXa6rp8CLfDrgFljLDRpv7ULA/xbYbhwO+oU29aPT/ABYEkE3JJA9pMowNN4q94cyWdblSb+sd/iNsKGR9C67gffUAfMuG1+mlja/QNcfKMDGdXd0g/wC7Ok/KdsKRYGjovtc3t7dGofHHCXUpA3HtQ8wfA9MNlZW3uur2AkN8emCtMGbS5F/DW1z8RthWiJvF0kVSQhBP3ZN/lOCyNY6m2/FQn1wk7GNbvrA9rgFfiN8Jhi51Abe1Bq/5sDRDeKGot9v59X1x2G2tPBx+/wBcdhOgTtU9VuxaYW2Bv3fxwvThjMC2+l17344aHUY0K7FftftYc07Nz01eLD+eNg1T/wDJmlVYtTPoRyuyGRwPjhdQYywIuDuPhhKmQmMoeiOf54USQE6gLquG2G/r+yyxQEq/HNFDNSy29nvVtXuIx5i48oSMyngk/vOx6ePS2+3fGPWnEUCNSsjIkZI6Eal+OPOHlLo3pK12jZ0ueqFWX4N2sP0KlmJ7xePIbiF4Bq6yr4Qo0l/Wx64HNuaupG0fit104tWT0RzzOMtyZBE6TyNqdHZ7RqpZ2Kn8An7+KJ5O4vS1dN5wRyqjmejlZP1i6dOk++PwxvPkSy2WeKq4hnFucGgpeZGusIjHWzMOvMfV+SjFOmD4+M0HYXv+k2WJx/Ay5XvckW+c0ejjiRIkjiChQob5cUXyyZ0lHln6BgqWE2aaubJH2THEm72bw1C6D8Ti/ScpVVnl0AAFz7OzjCON66CvzOsziGoWeNrCJ07YeJD4r4ajqYfiMaHNMaMFSv1MyWS4T7Xihq9UbmQeU5RLxDxDk9DJzpR5xz5OZHqVEg0v+sXw18sYsfloE/6LpB7JPXj+79oYceRyl88z6uqYRbk00EHo9Wj0mp27Let3Pph15Z+zwxLq9eSPud74eOMhTDVKAB5m58rSf6Q11eo6D1QJhdVD5xCVZm0W02B1KN/YMUbiPJy7MBqjVSewqghv3Tvi6zy9rRGpWx/2mg/DxwhVxRGIltErbtdxpa/uY4lYWu1BgVPPpMEr6bi1gN7zH6qnlpXlkSwCvtpYxsP3Ti/8DcfGliaizhRKt7K1tMii3j7cIZ5ksUkcs3KPMYFizoZF+bwwzyvJGftlSRov2iGUfiBvi9r1cLi6X4o26Hxlzl2c1sCw4bdo7kd4lx4gzqTiGoWkpG5eXREHVL1mI9rdbDDyiiSkj5YBUdbhdQ+Y74ZZXSpTljcjShIKdkD3aTh7DKGkstyGI7X6tr/ntbFFUcaNCb/vrIOZZhVx1biObf18I5Mh0PNYaVBOtbsoH54EOzJrVtShVN0fWp/dO2GkjXBWXSzFTax7Y/G21sAZ1eRVC2dbdlxZ/piOQCLgb9T0tKxRoOknboOt49EpUkKw1aD0YI3j6uAN7jUV1ffTS3xw01FIrsCFKnvAafm64Ugcluyrlb/3YLr8DhpkHSOXjhjIw7TNp273bX6Y5C2khWstvVbs/L1w2EykALp1W6K2lvlwUOyyC4KtY7uuhvmwNEF47Q2a4sDfqjaD8GwKPaUEAaieoWzfE7YbhyQSwJF+86ax82DJJYC92W/U+lX/ALY7TOjlnRmBYqW9kl7/ABXbBXZjYOWUffVdPxG+G0cpuQhNvZG9x8uOEl37Nr+xOwfrgaZ1o4RiVJRSf/LP/ScJMWMhGoXv01aD8BgrTAKQwW/30LH5hhN3cFixZVuOpVh9N8HROAi7toNmIU39f0f8Qx1za5JI966h82E+YbEqCB7UNx8pwVXQns6S2nwJB+U7YIWcYsZGHZBYr7NWsfLjlc9EJHuQhv4MIMxOx3/Hsn6YK0ljY7j2OAPqN8dpiYux0tcBUb3ejb64JM2sdoC/tkUn6jbBHOlbnp7DHrHxOCB9Xd7P4SX/AIcELaGLXtsQ/wC5Klsdht1+wf8A5en6Y7D2gfliPk09adSiG9gR0xIU8bSVEDerrIucMImtKFt0IOJFXblQyXGpZOgxoWCksP3tNUOUPQO5Mi6mK81/G/rYVVFKudgCp6DCWXl1UNcAlyTt944UjS6OdXg3X8MNaSp27/1hG0ZZwVWkMobUQLDt6T/3x528rTo+ZMxVdakheYNDWt7cegs+lEeWuGXWhDdq2pevv7WPN3lEmR52s7BEvdls6bn2HfC6SgED3WKn5yRR5ahITg+kzHVVV1DaoFbE8bgyK9gjpfSzbNJpZtIPU49E8McecFUVBSZdK1XkEdNByVjzKHkqw0qBaQnQbW9uML4by6CpySlgzChrZhHFTyRyUUsaTRu8s7Lp5mxupX4YmJKOkjWGSh4k4jpBL1irKTn91v8AZ6NO3sFsV9PMFw7XIHz8O4y5xWEfFqFXVYd3f0vN74xzGjl4KqHTM0JrY+RHJTSqdd17Wg/hjGKlZpeSqTQmTl2j9Hyvu+y2K49CtDN5xl9fljSyf3UfNonfs6uz34jfT4jC3CdNnWZz1x86Wnho9EckVXMs3Mmbtd6MDSoGntWPrb4gZq9XMH16gVA5Xk7JxTwClHDAseema55GqPzbJczmYyc2fMJNevTq7FkHT3KMV3+0a0gyvLqVpNC8x+//AOoYnvIrT19NwrVpmMdNHUPmE7ssG6jtaf8ApxVfL8Y/0PlxV9Lcx+5t/CcdinsU+Y8jM1mvaDTIWJC3bUiknvqAvzd7CacwxHlq5QJuY01L/FjiwBUqwVr+oNB/iwnO1mIkC3IsOYGVviNsK4dpj+UMojZmWNkLkC4RyrfL3cGKqJQGCIwX1zyz/DhOR16OxIAGznWv8OOWRtDFFZVt1iIYfA74cDRNovJcMpYkds99NvnxyF206vf1XmL83hhKMiQAxsG7Rvy23+B2wCWbZSjN7AxDfDphq0NoqSzWHsU9H5q/AdMDHI67bkWHdIYfL1wiCIyFugex7JBR/ptgSyqbsQrWHfXS3zLg6YIqjbXXvWO6DSf4sculpQ0hQm53kDX6faG2Eiw0kva3tdNY8PHHRyE20MbXPck1Dp9nA0zo4DERIrM4Qj1rMv03wMDIlihA2b9X/wClsNldQ6qCitt0JibAAFbMx37XeFv48HROi8bAyDToLah3dQbp9k7YOpXVZmVX9hJRvgNsN9Z1AyElQ3V25i/Eb4MWZlAVm5e2we6fDrhDJcwneLPZJFDkISTbmDQT+YwDEqLkELZd2TmDr7cJ8zTYQkrub8k6R8GwmrBT2dOs27hZX+u2O0wAxyCDdRIgOrupKXPynBXbRtdEbV4ry2+OEJ5SzESEfhIu3zLgQHMbaVOm3qdpfrvghLw3isrekDSEE+BfY/Pg7mRlPNL8vw1rzB8RhvE/e0gHbpGdXxU4DmDfsoDb1ZSp+A2x2mdFi7MhvKxFh43HX7K4KrPdgjX39Vh/ytvhISKrWKop26jlHr9rCsrDdrL16yLf+PAE6cRYsdKlrDxZT19+2OYNIxEhUj2N/wCpcEeUMrAjVsPWMi9cDzdNwUS33Jbfw4cVYkxURudxrPvWQAY7DUshN7of2oZL47A4R96Iv+WewAAaqRLdoEC/5YeRsxi5R9WQXFsMo7modyCNwd8P6aNuc2xIZgbg3xfMRqNve/WasbwYCysyoukcxwCDf1sLqCwMRIZtHUbYbU50KWYWvKxudvWw8ljAS6XJZb+3ww0zEF/3yirSs8ZVMcVE5QyO9mGosEN9Pv648scd1Gutljm5TOWCFmQiTf39Dj0d5UJSKKYtqsiFjezr/iMeX+MJi08jRm6MybK+tb39nUYeSzOw67MflJeGHbUdDNR4Dk15S1V6aIzSGcc3SyKp7Maal/uzGidrwIPtxPwUkzz6+ZKm4HYN916D7rfZbow72K35M/8A9z4eT6ef+682Ojlv63ZbbUV7Wno4X2rdrPBWxtFqMkU/Uds8vu9R71+y3VTs2MRjwpbteM19Iso7Mem2oLEsUj/YjjuH/aB+o6DriKbLqBZamnNHRIzNaRXpFV7+zV01fZPdOLAJVCASs8q27kiXKftMPoejdMM35yjWoYKwtIiIJEt7NPW3tXw8MUtPFaAflFodTSZ8lNcqxZ3w/TRlVoq1giN2QqSANcW+872xV/7RQtlmWAA388/vO73ftDDnycZyaPyq5jQ8sRxV1CoiReyVdCXub/dc2/YxJ+XHLxUcF1kxtzaWTnxyJ3u9pbsn3NjWag6JULdQ/nMfmuHZA6BLdZ52kkYRN2rrfqV1r8x3wVGcnsP2dViI5NY+U4RZyzllK6yRvezf4YLLISzc4gsJNuYNB+I64mqt5iY5R11OBcN91wh+XBXVVYFkBY/7SMofj0wkznljm30EnZkBX49cGBUiyAqo+y5cfKccVtDeKszNu2p1BPfTWPmHTApIzqFAdkA7p9Kn03GEFdiLWUbnoxU/INsCJCuxXe3g3Jb6dccVtOi2tlXSodEsdgwKfDvYNEeW10JTp+rNh8DhszldyoBt4rob5/HASNIRc6SLjvJc/NghIDFgV1npqv4Ehv8ADBpiovzOzY/3ot/EuEGlfSQS1r9NQlHwGDPKylxH2N/UcR/wnAKQAxUSWtYSFQRutmX674KjgAaRq3b9WdX8Bwiz3YsQpbWvaZdDdB63TASSMwUP2xqbvrf2+sMDTFR3zFaTUpANzsrctvh0xzyBpFsyo1x3rIx/PDZXIUKSStztqV1/xwK67HlkhfYhVh8DvjrXgjh2A7wKnfeRP+vHNLdQGuR7STMMNlYK1kAVrtcqST8DtgoJWQltztvq0N9MdpgjuCVQCY9Sj/dyBf4TgObGZGuihvbIjI3zdMN2lIjBYyMNXsUj5uuDLIzA8ssq33EbF/occKd94YtLJGQdaO22xkIYfMMCzBY+2radPiw0/TfDQNZiI9KsTYn1vkwc3hkDDZj4kiM4JF9oY4Vk0koJLWHdII6/ZbfB1ZSzaY2Y3/ugb/A7YZsW3JZSdu8LHr9s4O7ag3Nkvv0cGQfMNsJ0XgMVqHuSLIDYbO9n6/d2wEryKu4lQe2a2n5hvhESMqMBJLosNklVl6/Z64SVouYTELNfrG+lvlbBWnadFZmvIdr/ALMzAY7DWdiZCdN/2mUHHYeFMfszr/vTPadMPWLbBlsL4kaNyapbpY6tjb34YoCLpYbMOg92JKkstVEFu2/txMB3YL3f9ZqbRGjUtSuVJN2Ydlrjr9k4XrFtGpv0HhthCgZTTlW3YSN/PCec1YipWLNsL2uP6YPO6/mKxSiZt5W62MRLDCS2qMgoGKNY+JPQ79Med8/Spr88SNIxzRuFl9E5fooLLtb+fjjSvKvnb1KurHUiCzBV5iG/st0/pihcDUwruIKJm5ojcmokVHDpoTbudQt+o6nHF+HRasegk/C0uIyp+a01nh3LWyuhgozAWdI1jV5VAEmndgxXo4PT44f0/oXnqIy/KLOdS9sup6nleBHiPEb4b8xOdBFosJAsRVXKEsDcXB6HxQ+PQ4ktDnVI5M08xtZl5TTadh2uiup/In3YwFetqfizXMoAIjgNRpTIYiGuDobVoDD7wPVD7eowcU1K84kkLLJ2brINLKfBWZeo+y3QYhoY5svrBBMT5gCzRORr5THvEMPA+sp6HptiZp6KZmUoAhsECo2tQp6EavU9qnoOm+IlXD25JGvV9uQeVxyVfHOcZzTLGzZDNRJIJNriRZQ5VvwkX4Yv3lHpKbMOGsyp6nuPTMfhZv6YiPJ3SI+Q8c52qwsK2qnWPljXqjgiWO6r+0jfDEzxUJ5uG5a4dKmgZ5I072637Knr+GNniMNw8Hh6Z2JVPpYzJYivxXe3LtfWeSJRHcjqFe26czTv7sArEpsSLswAEoIPv09cNIX0SFmKrJrJtcqTv7Btjqi/MDTqVF2YcxOX8GGJqpc6BuB1mIYAKKh2J6ReLQrmMWLE2LhNB+JwLlYzombULkDUen7wwi5klRbOxQbgkcwfHFk4G4aqOJK5aSnRlhF2lkRtYH7uA7BF1k9kdI5SoPVbhqLMesiBDI0TSNDK0Wjf10X94YIkhXVrfs6ezoAZfz8Rj0JPklDQsKGmpIfN1SwJHJZvx8DjMfKHwZLSVD1eWwhoGGqRGj0Ov7/S2ItLGJWqtTbay7S4xmRVMNTSqu9/W8JSC6yK4IZUHgh13/JsATeMgaSpPRXsfh0wnU7paYdu1luLn5hhFpHihs5JVegcawPzGJyqSAF2uJSMFVmL7gcz3R204eUDUsZB6fqzjnltESybEd5otY6/aw2jZhqKlwn3HBX4HfBNalLRhS1v7tiD19h2wjhwWjmJiVsC7jV6rcwfLgecpI3TbwUlD8uGxYLUHmWvf110H4rtghd5IH1FtH3rOvX2jfB4V4q0kCyxlgux++BG3xwV5d+1YG4trQqfn6YZpKpvaxX7nbX+LcYOkxPZhJffcK+r+Fsdw4m0cTSkKRJ2djbWvMHzDA8547FgWUgbagw+HXDRnZQRGbEg3Cnln4dMcWVWBOgNt31IPzDA0TrRcMpawKhtY7Icg/BsHncq41o67/3h0/VcNndiCLHTfqfSL8cEEqqpVZSxv0jksPgcJ0xQWO+dYqWAC3O7rdfmXtY5G1RKUZ7e1bSL8W3w0iYowYKt9R2T0bfXY4IzDmLdFDe8aW+bphYSdaPg6n7R3buSB/4TgHl7bBHH6zokmlvlw1llProp3OzqCfnGAnfUpOiy6r9sBh8RvjhThjl5IgTfQGsO8hjPh62E5JLKCzFRfqY9Sn94YRSocoVjVmFhurax0HqnBBIFbVYFvuloz4+r0woJBaL608Xv+xNpHwx2G05PMNi//CGOwbfCdp+M92JGsYdg12LDa/uw/pSFCyHbcb4ZBUeVmv1OJCJI/MWI9J2h44lEAPYTT32kZlkoZpLC45l+uITjKvhipHVCC+5IU2br7TibypFFLrIG7jYrbGeeU2tMcEiG+kKdmGpevsG+GSbMT+YNHEG0w3jitM8VRydHMJARXflOdW1ttvxOHPk3oZXepml064FWJVdbNqPUhx6wHgeo6YrmbSc/No6TcRyOzk21LpX7vexf/JrTMeGp3po0QVMpclHuj79kMDuGFrhh0O2G84PDwppjqbS6ytL4kHuGqXbKwZaSEyWKFmOiQB0AIsWBO+g/EHDwowiVI+3EwVVYvr139Uqejj1faMR1DJJ6W6Hn2LAxdlpG9YhG6Nbvp+Yw5lqVML85UjVlGwuikHoAT6nt8V648/rDYU+/+U0ltTH9847FMakBef0k/Wd1v2ZF+378MM9rZ8ly2rpy3ZbUtFD3ZUnK6VVN7Mt2vf1dWnpiUybmCEsbB+t37Q/YcjqPsn/9mHmSZJFxzm0ElSIlyPL5PRaJFZaqVV737CdrT7W7XhiblWGfEsFTcmV+KxC0r6uQl34TyH9EeTukyUTWZITDK8naPpA2pvmZsQtVMI+AhKN/NqIjmSdtdSR6f5ri8a/TBOQdMelv5/1xnML/AP3Uz6En/wAPVV8JumjpI9tvDYjG4ztdKU1Y7A28/wDBmQotrZmHMm88izyyWawY3baxDD6YJGXOkR2DHUPRtv8ABsIzVHLmKuBrB1d3l6t/diwcLZFV8SZlFFQpq1A8xmj7g/aw2bKm5sBM3TpFqmwux+kU4N4YrOIs281plDf7VrEaB/LHovh/J8u4X4cWmRV2Ugu8di5t9pd8F4J4ZpeGaBaOmu5ZNUjlteo/gMO8ykh1FL6OySVSTRbb7JxmsZmHHflZRNrlWVLhae+5MjZZCCt1YCQbKG5kY/G++FpIkan1BS0enS4jHNB/FT4Yao+pAvNTV439HIMGq2ZUiM8xO3ZSZTGx/eGxxCNVgl3G+jYy9FJWfSvzEzTyi8CmV2rslQM2nVJFG+/5R4y2QSxTmF1CvaxRTob5Tj1FUWkoklNuUVI0yrqt+Dje2M68ofBKVlKc0y9Ck4QkxadSP+B64ucux1itGryK7NMxmuTatWIoDcesvfMeZtyTpDW6smhvjgms2Ou7KF9ZS6/EYKWZJGVQdh6j38PstvhB5AVdrqG0jrIUb4dMXwXeY4R1zPSMYzddXSJ7Dp9k4FHUqQmnXf1U5bfHphm8jsSHDMNQ3kt7PtDCkZ7OkEuL92+temFFIY7MkbFueC722MgsfmG2AZ9l5h1LfYPuB+Yw0WRVLcsbW6r2h8uDRSkWMZsb7mNuWflOONOdHTSuIe1cpY2As6f446nkZmBjuNx+qe4+U4Zh+jLbVv6hib49DgTLrZQwubjZ01H5hjjTgteOJJkLks0avbozGNvptgsrvpJdPWFmdAR8wwjIzql1aSNdPRWUj4dcFGm+tHTVqG6Eo3wbA4d4YssilO3dwG8O2o+OFYXZzpaQNGL9hN/phqG5uoyBnYNsSNLfHpgQ5JZZl0qCba0Kn51x2idFV7SM0ci7fYYJ/CcdrZmIBQnrceiP+BwhPKrI3NuT4awHHzDAlyV3Lsuk9VDr1+mAEnRWdbpqZzKdu+h22HrDHFpOSbO7AKOzfUBufzwnJKvJ2XV+xL7h6uEWcFGLBL6B3QY36nClW860U9H9z/8AMx2GvOqh4yfAP9cdheidefQSOPluD1P44kqchVRAoBJW4tt1xGoeZEH0kAr7L3w8oi6tJIBcjRpUG198IZrtYeE0q+reNsvUQ0JQ3urt038ffjHPLBWpNI8UYCPc30uEbr7PHGwuzR0Du6qx5j3Lggd744wLyuVjNPOjXC+BZAyfEbjAC2Gn3gT5SRT3OrumUzRxjPp3WQRyKjINSiNwW7Xd6E7Y1LgDzej4Zo4ahadJDACGaR0e8h1MLDr06dMZFMZkfMJJItUBqDpkQa1Ciy947j8MbDT5lmUVK0NHUTw0sUcYAhjSULZQAO1uL4rc8ZbKD1vNJktCo4a3S0kayobrUXHsjlH2fV1R9pW9jdfA4dUc/nNJ2piAOslv1n3tLL2W9qjY4iJs4z2AAmuEve/u1/lYYoPHXlN4vyLM/NqeYERfrOfTKvaZV7OoewNjNYXAPjH0Ud5dYpXw9PiMJr2W5hl1ewp8zqa6gyoHeL9F1OupTV2VbsaY4z7Bc29mL2nH/AuVqKGnkMIj/VxjLZux2f2NseUU8sPG9edLZnAsSAFQtPGQL+/TjUsvz/iaopBXx56k0RtIh82WXsmNezpFiMaR+Pl6Xprv4E7f/WZ6ngWx9Q9r9+c2WLyjcNEjm520Xe/XwyL63vQYpGeZjSZhwJx1LT1SV1MaipaNkSy9qNW7wNxYnFap+Is9aa0WcoT9ymH2vWjZh9MOcuzGtq8g4yyuapgl10BqIjEnJcloyr9kmzWK4YxWbVMXSIqIFsR+vwjOLyNsHSNQ908+5Tl9dm+Z0tBRpIXnACmNdaIN+pO+PTfBvDtNwpkUNJTBdYS8zQyamZrnqpxWvIrwhT5Tky12aRxHMJluBJdHTr+WNFcK1OqzFmViVXnp7z6wxV57mJqfg0pCyfAcE8SpAhVpalZ3KiwvZrwv4fkcV3NBNNmazzNtYCMONvDowxYcz109MZAxUAWNjqB/riAQ6ZqcodUj7jltpt08DioWiDS0vNFRFqmtY1jVnp5AzkoyntXEoH9cI0DvTQ8pC84DAhuaHA/+WcP4uXzmhKiNidQSReTJb8RthOWJXRuYV5iShgZowpt7BIuLFtVtjJAKDpElqjHSwKGuw1Mwhflm1/FDg+YZlQo/NZhzFa+gNy2O3wwEjzLS9tWt1BnVSnXwYb4VeKOpoVdohLGGuY0CyRnb5sIR2XrC1JD0mI8a8HziUZtQU7tG6sXhnQkx/sum2KEyOkh3kCWFwQsin4b49XOAPN4qccpeWRaJxEW93LbrjKfKXwJFWs+cZYsUM8QvLCYzCze8HpfF/lucio3Cqc++Y3OcjIXjUuXdMip2HNtToADe4ja3xDYGaRGkdyVLgAAuTGw/phKQPDLaWNyb7hhqH5kY4SF2jSFCRftBCJQv7p3xoglzt5zHnl2v4YM00gfltfWVB5kg06d/AjCyya0B0seoJPaDe++CwmMuigHSi7GM2I38VbDimppaishjjhJZ3sihCshN/DwOAdI3ItDocdkNcd0JEGMWmQssYXq55gPuHswWWZ1crTrpawsUluBt9k42fh/yWUNPlYq+IJWasmXsQ6dDKLe3piq+ULyeVWWI9fQecT0gGwkQPo29q4jU8bReppDbyxfKK6UdZW690z+WRUGuTSoK9Xj5bH944WWTm7SbR+xwZh08MEpwEiN9Z7I7CMJR8G6YLOvbEoQXHQXKMPhtiQBqNpWglF1W2hllJblRxtybC5IDD5eowQm8miMDRZtlYkfK3TBS8ssilt2sLEsEPzDrg0zVCaRJrcFTZXjtf9/xxwXu590DG27er3wqnT2Y9JNrXF0b5cC7WIDFC/SwBST67HAuZRv6S9/FdY+bHXldbO0rb3t+tX5euO0wgwKonWI5F0ne/NQf8y9MAkrMOwjaNgSoDr8Tv9MDHZ1ZrjVrPdOg/mpwUqGQyLZTqAGtOWfybphSrCWiGuK/SH52x2BLyX6TfOuOwr/jBq/PPofSI/MZDugBAvth3CRHoj3BYL2bavHCEbMoYowG++H+jtowsbafx64gVBYMV9aaVeVpD5ww/RdQUJI1sQVa/rHwOPNPlQqlerkIdSR10Nyn8fb1xvfGVSKXKpFncDtNswJPfPiN8eauLGbM6toELaG+0okHQ/mMOodLEt7JP8Jkmkmoqo9qVqkpYcyakiW2uonu/NUq9mbUenZONaqIaRNKSPy2mKK2osht4bjY/nihcB02srOFeOKFQQI5Lx6m7I7JFxjQKWCeUpokYotx2iCtvHY9D7+mKHPcYDVCAchN1kNDhUC5PMyPzOKFWmMx/wBUhjv6TtoV+1qXfGUcX0xqKqsmMBj5snMEcfjftae1i88T5g0oNNAD/rWvmSR6UfRGy/a23Lez1WxXayU2iHNM9XNTf3g/UerpVr/tfLg5dSFMa16yxxjFzpY7iZ7psOhH+77Xyt4Y1HybZjHV8PJROyrLRysNLkq2k93tDY4ofESTwnkWEXLj68z7vracSfkrrJMpz1KcM4iqtSOEsVP2eyemLfMqfHwbFem8z2XVBhsYqt12mxxZe61SzVIZEWMKDJYqSevbHTClDVSUfEmTzxqTzKtKdzpDLoa4YavwscKRVKy0yNCFSQAajHdWuPunY4jqyqjoeJMknkVexUh5G0lWs1wrW7vWwxjKaA1lt+7zS4oNVosD8JqiMyTs+ltNiCFIkXx/PBsslhAljiKlmYk6Xsy9fVOI2WQzThm0ANcgvGYz4+I2w6coju82oL6xdNY8fWHTFTRbiVNQmeakCLGMM+zFZqiKCN1Yodw4MLHcdD0OEUijeSORn7N7elTWo2HQjEGyyzxvVUjOQJLDlPzha/2TuMOqOsiEK8t1EsbnsxScpidvA7YnrTKtqflH9AFPSkmsvjs7wrPrjFt0dZF+Vu1gtPCiCSOOQFWk7QicD4o2I/zyF8zeUlDLqVTI8Vjf/wAwbYXkeFZpQGIu3ekUML+5xh4BQOcQQ9+U6OGPlOUWAMOnKBSTr7G7OFRTKsSyzokfpD2pBok6faXbEek5qY5I7TTJEB0kWRb39g3wotVKzyRrTuuktpKSAi9v9mcNCgjnnHLPaSNVy15LO4KIbXdOaF/BuuG5AeR1geRkc+owkQ/ut0wjU1EKCGOTSZQRZYyY2X8bbHCzjmSaZtN3BI5sVr/gy46kV06RziNJBuZmnlJ8nEVTJJmWTrElUBd4lkMTP+70vjG5qWaGuWKqpjSsjENzojGR++vXHqiJZzMqAyNGDvssiAe8HtYrPEHBmU8QU7TxARVIkYaqaQ3/AHkfbGjyzOeGOHV5TMZtkC1m4tIbzA8ty6uzKrSmpYJJ3layqq8xevi+PQvkw8m6ZIkGZZoxnrwNo2cTRoL+A6jDryb8J5Nw9l8VXAyy5izHW0o5bnf1V6HF8kmikMLyxFZOvaj5TdfaNsMZpnAqPw6Z2jOW5KaQ11V7Uh+IVEtcsUWoWO4ifWOnihwyRWfVSkQ6pbgpvHfb2HbC+aSCfNjUTatIk0o8y28PBhgklLItWQwlYtc3LCZenxGK0BqJ1KOc0gAZLMflMm8pPk9jSN82y5F5gUF43Qi35rtjI6iSVHaPS0Y3Drq1A/u9ces4JS9IacLcaV2D6Sf3DjOvKRwHT10TZjQQJFVqCSDFoLfv40OAzIDsVPV6GZjN8l1/i0PW6iYgGeEegjGg9QouPkO+CwnW2oFb+5iP4ThXOY6iiquTVqUlDW0yA3/KTphFlk5KsdRQp3nUSKP3hi/0lhqHnMg6KhKHl1EMSsj2OkSW6Esj/L0xzej743t65KH5hgg1lLDbe1g2uP4dcdFIdWkKFa9rqTp+BwLQRRSXiBdCVDmxdOYPm64MsgVtEaEAMD2TrB/dOEYWVn7JUAX3UFCfxJ2+mAmYHvHUy2PpUNvyZeuOAgtO9Gf/AIb/AOYug/DHYLYHew/42Ox1oJ9D6RWMjRv1Jw8q2licu3RBgkAk85mXQLFwezuOmC5jKvmJcMS1wNtjiFVp3fT+aaimdplPlQzRYmkWN2EiOxujb3u1+ycZXwZSNKOJM3aQS/o7LZGHZMTa5AwAudsWnyvVJjq6osUNpnOmZdQvrYHtjFV88myzyKVlTICrZvVCIhm5sZVS1h7cRcU+hFB9o6ZZYJNm09FEW4NgEWQ05UWLhmCk6GI8LHodhbFjkrZYkWWYQiykgSR6WP7w2Oxw3yCJlyegVrrCaSJiETWlyPEdRucKyIYLBhIAqggQnVckdLHfGUxVV3rMfeM9FwiqtJV7hKzxU4SvoFQuIoYFOlkEg06idm8OmIlmqVhEzRMIySQUk16dZtYodjsbYk84YnPMxqKcxcyFFQoew5styCv4m2GMXJny+OWoUWPpGMp0WLGy2I36jFvTRqQA1RpWV7tolJ4mp2FW8ImYSJKBo1aHYHtbjpiP4a5o4yywFmB5yxqJF0jtX9YYsnF8CU9LGpdyxtJJIAJEDLtbV3sVnh+rVuM8tBACJURs7IdR9ndb8caCkeJgmJ7j+kzdUBMareM9C0qyRUAaXTpU6UDi6kb9COmI/iukkrshdI41UyRhQrnmaW6izdRiSooXFPLyW03ZlPKNmUe0htvhhCodUQKNLMWXtL6M394Oxxg1xBNgOgmsADsfjE+DeJKhadKeduZRsqiIq/OKAL6wbfFuzWoimokjWSITTjvxSabr71O2MmppPMnlE8Ot4axqdVdNDMvg5YYlYs1q1p6KgzFrrIxMbOOYunX1LD3YkVcHrJaQDhgSJNU1NI1UI1ljQqVA54ZGNh7RthfMIZaeAyKrJArXkWSMMlyeoYb4ZUs00s4pYEk5DKzGSOQSK/7vUfhh1mcj02VvKEhWZ9GhImMDN2upBwytNkpFT1iaoBcX6Qaeuq6dIwIw5mvylp2DrsTuVOJLKzUV9VzI6VHcSKr8uTS1gDvpOxxGSwxvDBzRGZNOqNhEVPiSNQxI5VyqOh5ss8qxa/71daKdz1G+Fqrp2X9WM1NNtS+tHjQ02X10fNSIXe/avCy3Pu2O+EOc1bUyJNAGt3TPHYDs9RIMKtIa1YNCO6HWOy4dXsQw2O+G+WQyStCqqI5HXUdE1gNuhVscyODZT2YwrLzYdqHZ5ZaK8F3VWKFltOBtvu3aw4MzRvAY5ASQyHlSkErba6NhtTRRjUGYdoFlDKUINt+m2FSI9KTznVEysAsqCQHbazjcYDBoptIhqeMrNNO7RhiAmplMTDfe3hhdGdeajsxjVmAMqBgR+0MJ00Jm5LRySCNlHYVxKoN/ENvgvLQTTRqyqTIwIicqx3+y22Ggz33g0raHK1Ap43iS7QuCGCiWPT438RiV8/irMqM0MigxBkvG3NCk+1D0xERwiSOSCV1uwBPMcxPe+/TbBY6UCnkbsogkuwZOWX327Y64SFYm8ZamkVMko0tEINYBDNDJZj7fRnHPJyq4EaA0bm+xiYXXbfphrl06V+VNM5fmI7giVAwAB8HG+HEoqA/MWOeWn1hmCsJVt06HfEhldxaJ7M5pZOch9JHEyCwMQcH8SN8IMJHinVWYhRfVDJrFr/ZODzBTUiRCESNQCY3MWq/uODyRKlJKZ3YJYBDUJpJHudcOU2qalbuZj5whUUECU/jvg+HiGmNTB2K3T2XiABO3rIcYLnOV1WWZmYKmMwyIQF3KM34Dpj1HNEz0shAYRBdSLIOYp/BxuMQ3E/C9DxLkaQVKPEYwNMtxIin8euLjK8xemio/KxlDmmS08RdhPM80geRWEepgoNnujD94bYWYqqo03Y7WxkXVe/3xvia4p4WrOGqoxypIaJrhZIzrR/xB3xXKePmsUjU2Lb8t7W/dONPTdHGpD2Zh6+HqUjpdRqEVSUgkFXChDuCJF+u+CwtGISyuyLrUWRzdvxU4SeI6hFZAwVu2CY2H9MKaAIvTyM57P6xb3/MYWRTGwMbtVYayBcQCy36/BGx2ESxv1b8p8djo1PpPDZ5iCChDgaTsemGedTLBSSGRljCEEM3TDpzLzyf93H9VGMq8ss9RnHKo4CRKNJ5l9Ghjt7cQqtRFcs5sAbzV0KZY2Ex7ym5lLNm1Vyy5UVbsXjO1tbE9k4J5SpIaXgLhjJ7ATMjVjGMaXsxa23TFU4qqauWcpUMJ5Z5iLEajbWb7jEx5ZKsHOaGk1lPNMuhgCMdQHYJGw3xGrAVHpqfF/wB+cuqQFNGK9LCXXhWUVmRZRMRpY0yOoLBGsEXe/TD+s5M+ZsspB1IW9MClrEbh164rfBFTLUcE5Iu4tTaQ4UMpNyNOnr4YmqSRzXxWBiiUEM0LEgk76Sh/DGVxNHRVZPzTe4Y66QqfllXplkkqJ6mCneU1M82p2XWoUsRfV1w5mtNka0yqpcRogKMHAsL90/hhThaGBcvkJlVZIxzbqWRiSb6bHbxwDZfKc0FNUTtJC0sjKrAKbhT2dQxNLaXKyCr3UNKRxtGIeH4Fj2meqZSWBR9PXf1cVCkdKeuhkkYySwzRtrcgW3ud1xo3GsENdlQZo5YYBrfTq5iathYeOM5zGCOncEBhq1FgBc7WttjQ5c4rUWWUOZqUdGHfPTKSrJSPKBpSVQFeUcxXJAO2ncfnhLMVRkAiXVDJIDdjzBttYEbriK8mGbPmvDUNVAFURsI5FU8to9I8QeuHeZSsiTvDJEqhxYIOWQAdyR0OMLVoGkxTqJp8I3EYGVc000HGFZSwAxU0lp2EQ5wa6d433G+HlbFSUzcuFg9REVKssxHUbnQdvywhUTCTjGhMqFjLRlGkbsksLb6l2w6z5VqKySedZCkciLFHIvMje3jcb4sqj6qanvigCKpEHLXeiMBOmOKsK2EsfLe+nqGHTfE5PUJLVNJOZGEcQsJCJFBHiDiuVokfL5BSJJDEQhVoJAwvf1VbfBVqVpgqGMTSpqDBFZHO4O46XwqppKgRmpS1XIkrk8s0tPIol1ebyuEaKbWNO4uFOJioSl8w5ELOZjKE9HIY5JGIt3TtiKpIaaHL2AtpZGePmxajuCbGRemF6qV5crpqiSSZIxJzSoImUWFhuN8R67UydLHaR2pv6yjeTkCVMcdGhjjgMYOpqmPluDqC7MNumIyvqMzqc7gkBlWCIkAPEHDBdrhhhSXNOfl6yRBygkIBDXBsR1Q4k6WKKaWjeLQJCBqMTFSb9Rpw0rpp0r4yMysDqYRGCSokikhBe6N2mXtrbY9Bg8dKZcshMDEycws3LYRMAbb6T1w486iizGaLlxowbt60MZLbdGG2EYKh5kkhkQroGol4xMp6bahvgNVYm4G0QBF8znhSSlmujFZF7MkbI3Q76htiMr6gyVcNSiSCLmH9b6Vb3O4Zdxh/UMBpZSeU97CGa6C3tRsJzVcFEsSiNN3a/L9DIOvh0wtamw0i5hU6TF8hhj500OuoYiO7FCJEb8juMdQxzIlapqIy90KIJdWoX+wemBguash1CRTRpsyFZB2d7SDbCdPKj5s5SkKokYXmSx69VhtZxiIqVBEHTGjotNFW+awU4eJdSmOQq1ydwVO2HEE8VVRI7tcslmR7x6GvtuMLVRgjRGihkkepCl2YCRF9vTfHSVCqWEcTLFzQsiRgNtbY6cSNb2iToMNVBkiiaQSuojtZ0Ei7+0jCFNKQ0kShnKi2mCbV/A2Gk9c8iRpTqNTKbCxjZfx8MPqq8bp5xqZioB5sYJZreDrhZqNTpt/tU+c5UUHeEp5w0rLHq1oNTMi6HHuKHY4SMuuCWNgFdmOrsmKQj+WDXSKflzq3LkANnPMVRf7Q3GD0znnSl9fK3GouHS3hbxGFEulRre8o8xFELbeRmdZLS5vlE0OYQxSAgAmcaXH7LDbGJcc8EVmQIamKGSoy8k6JGXUF92oY32SUyRSJHCzRqwPoWBHyHfCFSsFTl0tPNTxPGQQyq+g7/cO18WuDxtTDtpv2ZS5jldLFJrC9qeWJTq7qsq9nsK/MUj8OuOIh0tyWVepOhtB29xxo/F3k6mjqzPlIDI7C0ckZiZT+0NsMIvJfn76mrilPdTpLgSqfzG+NNTzGhVUMGExRySurGmQZQN/EBve6747FiquCc3ppjFaFreImx2H9a94kf7vxHutPdedVTlEjQ6dMaX3t6gxmXlGleOKBBdtTKQWXWO99rF/zNvRs9/7mNj4+opxm/lB9LFC8ZGtZY9Nn0ndl9XGdxANRj8ZscNZBMlyijkreOMvMans1CseW+oWV2Y9n8sRHlUq3q+NcxrGKyDzjQtl0HSlx0/LFy4Cj1cb0zTgdrWw5qafUfxH44znjes59W0vaKPJO/aOtd3f1uuJFMscW69yiPt2U1S68DZhfhrLdK9mON0BDcs6dZ+O4xN1tatLltZUOpLJC9jp0ndbdfHtHFI8nFaw4e5U62SGcxLqXmJpIL9Oo3OLnmBjno2oYV1rVad1bWg9Iu1uo3xT4qgorMHPtTd4Y/wDoFKL7MlcrgkZaaJLmOCKxSSPmIoAuFBG4wD0LxZlzYplNx6WOGXUCCL9074sOaNTZSI6Wgg1szEmSGXlyB9O9wTuMVSvkM1dHLUSGyIzCSVeW77dA4OIAqgHhyDTdnGsyOzLK55aWWmjUE1CloXD6ZLljvpO2M14mycUllqkk56qSRJszADpttjWozHU08IqoXiBjISOUc5EUH7Q3GKTxZQSTLNUqmmJLrCsUmtdVvsnfFxgMYGqAEyFj6DMhNo18j2atlmZT5VMp5dXFqj1HWgkvt2uvTbGsmgjkoRUNcrzBdmGuMb/HHnyOebLquCrp5RrVgU0HQQQ1+h+GPQXDte2Y5fTSwsNMyhgYxpOoncXO3XCPSCiKbrWHqn/t3xzJ8QxRqZ9Yf9e6Q+axiLPspqIw6qknJkeNeYvaHsOJbMoY5ZVdxGBoZNay8tv+H0wHFtOsWXSSGxMUsbXcmNtupsu3jgacyvUSQ6y0bx2TmRB16ddQ3GKco9WjueUsXqKH1gc4jT0Nnn11ayMIo7cyPlnb3jE9QZNLDS+eVTSFR2xqAnQ/1w44ay54adiwVpCigukgcWPubfD7NHmp6ASwrEKhATqa8R039vTFbVxPHW1uUi1Kz6tIMotW1bVS1D00ixRwlQpgfUpa+/YbfEzlFFBpnpqmSMSSyXVf1TgAew7b4aVHLTMgtYyakdTMWSykeBDjDvTJJmpMjSsioSStpo2UdDfqMWFPGNVSx2iqi9YvmscJpRBOAeVYqjxlW3+8NsGImiYi8o0xWVWiDxsp69ob4eZO4maQME1FbFYpNW/vU+7AwUyKokjcPICbtGxiYKfCx2w0mljaRWYyNq6d/OI9LuAG7XKfWpG3qnfDmKjjEokgdBKsaiyMY5G/I7YWrHjRk54V2LNZpRobqNww2wdTz6qKQvIIxYKrgSr4b7b4VRq2SxibhYk1Or00r1QPY73PTe++2pdsEmgR1j0xOwZTzNSh0C79PHD3kh4apIWupkO0T6VJIO5Q4KkSCjmYSKWVRfSDG3Ujr0x1HssSY3ruY0p6aRY0ZBqiU6LQkFflbfBhSCnnabUAYjukRJJufFTth3Dyo6JFkbWwF7zodXT/AGi7YWqHMaB5pi6uLKskYYdftrvgFVfs9628olmYbRtRUaRggmOJi2va8bm59nTBeShieJ49UitrDTwiK+3+0XDlxPNpUyyKka3AJEiHf44Tg1JG/m51sq39C5P8LYbXRfV3pfyhDNE+Wk8WshpGUEiw5qqf6Yj5KorUFm0mZb6khfRqFvsnY4fFFhJGhTJJci5MLW/LY4QzmJ5Y0JkLMpuvOjD+HTWvTD9PoYQLGDTuzSLMX0NJbaOyONuhVtjgTTxuSJAA7WABUxOPf9kYZGMLpEsetJSOzIOaiG3gfVw7nlbQiGQnSAAgfmof3T1w/VOrUIm9gsWqKRryOznV99CrfMNsR6QTFZC5ltb+8AlX4jcYkHlhR2iWo7J68uUMvynfDSKaliqHRJ4iSP7tzE3wOxw6KeoRtaka8uU0i6RNYN/dyB1+VtxhKrgY1aOga4H93IYz8Dth4aim5Halh1Bv7xSjfMNsKVE0TxAtIpAHrqJF+I3wkoeUXqkTUwymU3jlv96mQHHYlJpINeyw2+7JpHwx2FfanjepJp3ECxw0TspCCekSRd/YjDr+WMq8olWhpm5bEhJEYXW42Iv2vyxqWdaTldFoJbTlQXpftWv/ANWMH8o7OlTFCp0FmYEq9je59XGrdF4h+MzVAk07xvwE60nElTPcqKahklvG+u3ZTwP4nGTZyUkp0vZn0cwaRy2336HbxxrmW0YgHEtQSJGSieNTIvLIvGfEfsYzHiqGIRU4YkKkaKQTrHdHrflgYZlOMf4CTq3ZoAyT8mDLLlc4axXzhVXS2l7aR49DvjQMrgiWvyqIvdXrCZC66HCgM/XodxjOfJjEEy6tVDqWOqUKSuodA3Twxap8xTLpqaeRiIY6xGkIbmAKQV6eHXFJj0L4phb2v5TdYPtZWpVvZmgZsHqp186nRtTlIjKuvb26lN8RlRR00QSRZlHJBV44ZdY+BN8PqWqpJ3ZqWWBmluVeOXTcEXHXphtWQyJTRmr5T+k7LTx8vVYXtrHXECoqAN70rqZa629WMM5ko1qZHgnKLGNRjRtDkHwC9MOeL/MKrKVjpqULUCPUqTx8lmI8dQ2OGma0lVOAkVJPJFy2AATXGbWvuN8c9FVQUo5UMwVAyq8Tcxd7eo2+FU2OslV5R2pTUoO1zmL8WJMV1S03KkIK9pdQDX37Q9+NA8g2dGoySTIKtb+bkyxGVtQNzawtvt1xA8QZCxmeda4TCO/MGvS4a/a7PTFf4czE5FnNLXw1JRkJLsqaXsTb8OmNJWFPF4RqZ9YfrKFC+HxSsPVaeg81pDLQ1CRrJNHymukbhgWt0s2/himUPFD1VdRQZNTRJPywrB5DHJq6Wsdj0xassq5ayjMrVKlz2/SryiVt11Dr1xTMrp5aDiOHL2WRXWpupMIZCvt1dfHGWwtNFoMec0lYNq02ml5bVVMNTBTVCpfReXnQFW1DewZdjiqZ/wAdRQzy0NFHWB1bR6S0kZN+luuLjBJHLFJBE0RYMCRDU2Pa2vpbGZZlwlTvntVUTZnyl13SOVTFve99eE4CgikqwjCorvqvJjIqyrzSnaSigPm0UgLyUzWY+0aH8BiXqKhZaqCWKFAZEu0ciGKS97WuNvfiqZdXZ7kOXNTNTmppDKAvNIYqyjdSRvvin5TnWamqmrQauClYSOsETEhSx22bFlSy8VNWiwAnMbc5sweqgZYK2R5S1y7zJsBbsBXTEll9VMaHTVxzxWUk3Anjt7rdrFNy/MsxqaGmrsuZ5gpBmpOZyiSo3Fj19uKjxvxXnC8QRRZfT1WXhYwY4wCGuerEjqDiHTyty5UESPVYDea8mY0NRQ9iU3i/2Ab/AJGw3hrooc4ihsSOzy/RtE3a+03Q4qXk24k89WahzWSaWr/Xx+cRar9O6y72v3fzxbcv4uQZkcszChGXSiNZKcmSNon+1ZvaPZ3sNvl9SkwUm+mR6jKASPak7JXUkZKhXJII1cvYfvYL/q89PLDDPKP/AC+0v7ynfGRcS+Uyas4nlyjh7kyw35ZqINSM7HZl7Ysu/iMT+RtmVPUGpyuCeosP9boK6Vv2tUMx7357Ylfd7IO0bH98+6MLUDC4l3zYUGX0QmqaiGGKIdOaqL+00b4jKXPsqqVhngnusnjH2W73sOMJ8tmc53m+bwfpSjq8oEUA5QlfXzlPiDYX6YsXkv4tgy3K6elqVrzlk2qSUywq8PeVez2dSrq6m9sTWyjh0wwMZp4ksxBm21JgK3FzJ8rfMu2GVTU6aiITmwl/VySRq3/5ie7xwTMuHlzCjgqcpzbMctuLgUciyw6gzNqkRt2X3X04zrymUPG9Nw+v+r0Rp7/60aCqbWeZ2V9G36tS2nZR62KyhgTVRWva8eaqgF7zW8rjidLa5Zj90hx9d8JVdGkjsBJTRW66ToYfjfbGGcKtxDw5xzl8+d5NVRQEW5Up0aIdWnUzL3tHiSL41vO+CoKwfpPI5TQ13WTsc+Co9bTIurtL7D1GrEmpgkogLfYxAqPq1QucVmU5fNFRV2bUcNWY1k9JJym0/aXwbuthuuUQ52Ya7Lswimhk0+kf7X7SbfHGPeUDgfj3OuMoKar5FcxiTk+aluTo7Xq6rpbS2J3ybR8acDZ5V0LwzV1JSR8ySipZeZrSTs82JfHlsVU/licmVpSw6oj7iMmuzsdQ2mqVHCc5Fqmv5T9rvx/9a4Z/6Hbnl5t2eX/eelXV+11xjPlV8rfEp4tnGRVFfl9CQlomiWGZPtdlr9caL5F+M6Otho8irMzNfmpp+Y8jBhr7RblqehIGnrhqtl1TD4bj3+X9Y3SxAqVGQ9P32ZY6XgyR1cLmDHbpHJrHyNhWn4VWOlZWrNLX8DyG+HTFlvH5w4ZlO3dkj1H5lwYFjTOmjQvvHMX4HfFdWxjGSNpGHhui9kn/AAw/1x2HStGR3U+cp9Mdiq3itIlkzblfo2gt/wDDx/d7OnGG+VBJ2zKMARWLgen/AB+0uN8SEVOWUIPjQ07WtqXtIMQVdwzR1MglkAurrtfUOv2cbqu4V2U9TaZ/C8h4TK+Kckzuh4nzqHJqikio5ZhDLHyGl7QOrs7get7MZLxwCMxlB5Xrfq+9+a9MeqeIuHqKtzbMJAYhLJPI/b2+uM44g8mNRXEkckRnT+s7S/Mo2wwMxWlimuOgj/CL0QBMh4B5/wCj6zzbnGbmL46PVfFxWmmejGocuQ6dHM7Le7tYd0fk+4ky2nngocvpOVL/AHnnHZ+z3dJI7zetjst4S4vTLZKafLjNY+i0VraUb7TKBdsRsU1OriGd2AB5bzbZbmdLC4NaVjdfCLtlSpYUM01CbX1wHQob7W1gT+IOD1dZxfSja2Z0UX+zkVZdK6uy0drFvhiXpOHuMIlEJynm++Os/wCl1/Lxw9GQ595x6bKIR2/7yRv+ZQBfFccUo5vqHiP7xLV8I/5T4SqZfxhAI2ppI5aWdj3Kl3jPw6NgKl6zMJud+ko9Y2VdRSw/bGwxZ4eFc2qJJI8xyxZY1PZKvqB/e6rhlUeThKqpeTlChpm2YRXmPwOEirhb3ddPjqvI7VKa+o+o/wC20ovFeWxiRRUyvKStyxcOL/iuMr4iEoqljTWFDWVna6D8+uPU0nk8oI8rjp6ORzIovvJu37rdPwxQOIfJjm5rFaipopA53WN1jf4HbFnl+bYWlszdnxlbjKQq7ps0n+A0kk4MoNBkJ83W+iRX6dnoevTEm2URZnT3MEchi8e4fHw6Yi+E+G+JchpBBLkRrBzG5fpFiZNV9Xa32vi30kWdyjkVmUVcP4VCy+r9rQMZ+vTqCoxQgqTfn+zL1cYgA75WJBmQMMBqllhjUhBVoWI/F00/W+I6oGaU945sqKUxbUzQMJlHva2prfhb/pN5hgzW/o8hl/FKz/othXN8nnK3FOZZfEP6Ju94MNsClXrlNTKD4X/p/OIqYigX0jaZw9fkYpK2nNZHLWVUf6xNSerp7KNYLguUxRtT0n6TytTFy+RodDFr1aVUKy2D77/HFkzTJ85mNqjh6T1uXzBzV9ys2jEDVcE8QVJXzTKo8vsbxzpW9hO71j0E9NXjiwFRK2yH6/v6RLVKPRr/AClqqWjoKaEPAssMUax1DvH2X7Krq1r7NP44RpstSpBc0yw83QYTH6fsL/u27SqdTXH3sR0fA9RNpjklhRXmBKU0si8trnfS+2LH/orleWKslTU1VazWGl3de1Y/Y2xErjSoIjBqDVaNWyZc0q6NoAMulpY/SGmdU0sV/Vsv4m7DE4vD+V5plF81oaSYvp7FRHodP2WX+eG2aZxT5PlnP/QFXyoo29JJy+7pvsxN/pil1fljX9HaaHKJdXTv61+X1sPUqGJr/wDsre3jItRgYpnfkpyL/SgVdPXTZdRmPn2EfNVGDdpdfh+eJrhbJG4d4szCkojM2U1LrHAUk1dsoGHZ9Tvd7EJkmeZ9m6GeHKKwSxx3kkIkRns3ZjWPZNOIisznyh15ip6GlnhEf/8ATcptWq7NzO14+/D/AAcQw01zb5xjTbdRL1xHlytn+UTNTiflFhJGmk61KdrUr9m34nDjK8kyufNJzDl9OlPFSPRVMZi5f6xlk0he52V1X0/7TEJwrwtxZDBL+ls45UVV25PR+cOjaR2VlPd/HfFoy7hrK09DKa3MI4//AIiRp17TdptPT6YDVtJ0X8pxUW1CHyqqyihySKnrM3ogKY8uN6uVYm0L3Lt+GIvPuIMizmlGT02Z08xveXdewmrvK32uzt19+CcZ+TnKuJ/NyJzlvm+rQtLGrLv17Ox+mO4V8mHCuX0/p6OPMav2yHR7ezoO2EaKFiCx1jmLcvjODFGBPKF8/pquqFbUdqGkDsJeaukvJqXS3aI06e0Tf7OAh424QyLLqahnz2gE0abiPmN2ktdQwG/sxZjk+U0axJDQRRKncHL0t+T4pWfeSPIc0qJahZcw5zyXAefmxb/bt6TT+9qw0hoVTaoSBObV0iMnGHD2Z1cNStRRmt/V0GnXzo27WrU0ale63Q/exYaCnlzCqhzOvp7cgej85i0TaO0vZZe9rZrnw7K4ZZLw5mmWU0q5WMny9hH2v0fRc0v91mduzigcQx+WOVpYI+dFDHJt5ny+3+2oJv8AhbTixWnTrsSj6R3k/wBoGqMqhdNzNCzDhzKc6ebifMKeBmjI5L10XNiCJ1U+1WYsVYbi6264R4koMuXNsh4ryhVp62mgsQIuZT+aaDrXQOjdpdP/AC4iuDeGeLamj05vxIYl/vIoI1Wq0/ZDkCw/AYvNHlFFT0oCwc2QfrJKiSTmvp7u52J9+I+IqGm1g97XG3K3zgFIHmJIsClTGadToYE3iOlvlOADxedultb7dRof/DAs0rLC8qjx3lXWPmGFwFSoLqNdwOh1J8OuKpTeFlhKd35Y/wDEfIrfXHYaF1ubLAPc40H4Y7DnDPvfSK0D3ZoWTUyDI8pkdh2stp7jVpbsoMdNT05Frjfe1rH44puiIQD0hkt7/wCmCaofGRPW8e19cWOIzXjPq023vzlbSy3QPW+ks1dCv6SlNx/z+qvq4ZciG0u4t8v0OIoLF1ufk/6sBNyniEJimKc5ZbINfS/Z2vtvitq4la1QvaSUovTHOP2WMS2AUHT0XZ8I6ITL2tJP3zoPxwSRLxHYhdPRjrT5sNi7qbIWK26R9tcRnvf46W85IVQw2kyVBgsw1DT641D5hgjhUo7GwFvA8wfA4Yxyrpsq6jp9Q6T8DhOeoNitiDbx9GfiMMvpbn11J5wCkxNhJOGCIEKCGOkX0tY/A4M0UAk0gxg39ZSh+bpiEnqJQocrYafWGofNgIqqbVYiRlPismsfKcRntpPZ9kN/DFfZ2O+qStRGmhde9ibc0ah+RGEJI7xK7jSo6b6x8RuMNaasYjSihSGN+UbH81OCCsDOFSO7C99tB+HjhwWDN/uDfxxS025SUiIEcbANYE7xtqHy4XikQzsVEZJI8Ch+B2xAmpiaAtKq6gT3lMZ+YbYcJVkKhIk0kjqOYPjgbqN4DhzJYCMhtY3v6ylfqMKMCYktFYA9dWofA74hY6xOdojJ3+w5P8ODGvVOZZlDA/YKN82Cmq+0Q1EyVlponkvcke7b6HETxFUZTw9QmvzaeKGnW92dGW/3Vt1JweXNoxELm5/4n1GMr45pzxn5Zcs4dqXKZXlUXnEoJ2f0Yd2JJ2vdF9wvifl+Ho4tnAYgqpYkc9u74xIp1VPbNli6eVFaxC+ScIZhm1BHq1TMSQtvaApH1xYOBOOMg4tl8ypUlyvMhq/1SZbs+nqU6avw2b3Yyvyt04z/AIsFRwnWUNVkmW0qaYaSZY0oyp7V+0LdrfWNvfiY4vOU5hwnlnF+XZrTtnuSyU8dbUrtzG7IXUPFrrsfEG+3TGqq4RH0j9juvHyv4Qddi2/78ZqfFfD0Gb03mE5Pq/q+w233TtfEXlHk64ay6eOQUMc8iKH5lSpYlvaCNsWOjzj9LZHlWZmPQ1VSRzGya1OpQdj+eFI5NM3oXC/+VJf+E4y61q6ArVa/0iEdm5TkpwtIGK6lHrheYv8AjhQLFLEpiKvb/Zm4+U4ThEiI1iAfbq5bf4YOzo1KXmvcetIN/mGEobzrGKtBAZgT7LWCsn8PTCqUsXnosoUlRt2oz8RscNZJFEAbnMUI6uTKvzDph4so7DRSuVK+qeYny9RhtH4guTG21CFWCOOUqygXv30I8ftrgEgiAcldtI3N2HT7XUY5OzU3Dm5H9y9vihwiQTVMAYwxUd0mN+ns6HB2vzgCkzgkTQjQgYBT3JdX0OE3EHOJ0orbd4GNv8MI1AQwvrOohT34i38Qw1keyg6nVbjuy8xfl64aq9gx9aeqPXSHna2RSbDvsY/4hgkyR853dbXJ2kjuv/EG+GE0o1a1LFRbuKT/AAHHGRfOlkRgLk7RyFW+Q7YJa6xwUbSRgWEQkkFl0949pfmG+Dw8tqVwjuVtvy2Dr/jiFaVVqiFIDaeoco3+GCRTLzXV2UNp6yDS3zDY4PE1Rf2aTiebNTqEeNWA35baT8DgWFOalLugYL4pob49MQYlbzduY0hW2xkUOPj1wPMPKDCV2W3QHWvynBarw97wDC3k+0RJvaY/gqt9cdiBMkZPSH81ZPpjsK+8V74Ps5k2ItQIk0gaRYyC31wlDAXqNBLWD7c1da/lhI1ypMUjJHgTGdf0OBp62I19lILXubPpPwOFkrfeNhXtHU1MBEp7YIY/q5Lj5cIzw3eFyy3v0XsN8cKz1URiPMZVs3SRLfxDDSrqk5KElgoPrdtfiMNVUVxaKp67yQrogqjQA3S+n0Z+GG1XABOjLoFwepKn44aPWAKbhtI6F11r+TdcA9asnaIZ1F9yda/DwwupeqdJ69ny3iKaOgks1IpjQuADpHfW4+OG0SWIUKtgp6Sll+HhjqWsSRUEJLdncRvYj8jhB6qNe8Rr09HGh/8ADDdSobah17X8MUoa8OqIFDKA3ujbT/AcNXMaSRsTCDboYyjdfhhrU18CRaJWA8bSnV/EMR1Rn0CQooqFCD1UlWUdfZ1xyUmaSVpMZLzOsdQDIQoLNbmqPs+DDDdZtBYa+wWHXtr1HicV6r4ioUZHSrpkux2icRt0+w3XEfUcS0aSCQVKbsOjctuvsOxw82DYDYSUlEy5rUA07hXcgnqGEg+GDLNCUSzxswboj8s/DGfy8T0YsDU0xJPV30N8RthT/SmnEN/PAyhjszI6/TfB+xu/IQmmDL/JUKHUymw2/Wrb+IYLFUwq0mlioJPSQSL8BvjPm4to1jutbCh2/VS/9LYgM84jkmkUw10S3LbsRGfmXEqhlzjY7RLUgJrUtTRraSMAvr09g8tvg2M18r8BpuJBxLG8/mOZUj0FWRH+q1Lp/Zbs9oe3SwxmWbZjnE78hcxmBv8A7XWnrYYtX8QxKIHzAtEJG5kZkbQ/d9Rtj8MXeX5VwrlXvfwkWoSpBImh8HeTnL62kzITcY5VFDUUvm8Zje795XuyMVYdoKf3vdiGpMhemqZuGMmzGLOKmvlEE3merzeNEbX2iw33VTcbBV8bm1Upnop2POhsez6OI6PV7XUE4P8ApGsiNsnhNOZP1kned0/8z+n4YtRQYk3I84lqrd5P/GepIKnLMuy+hy2GaGRaWnjgGiTludKgdD+GDS5lQrN6aYL/AOal/wCIY8j6s8JvNmVQYv8AzfvfZwpGOIIzHorp0D/Ya1u9/h9cVNT0eH/y/SNI9uk9TjO8pGtUrBp0juyCUflffCYzzKTrjikjZtQ3im3/ADU7Y8yxrmfL1vWMr6RsZBq/IjbCgbMRLebMpFW4/WyqR+ZG+Ib+jSnqvlJVNy3Qz0tFnVKCsZlgMlvVflv8o2OH1RmsQCPrj1ffYQv1+14488ZdW1EJKTVqhdI7JYMvT2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</binary>
</FictionBook>