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		<title>Latest posts in: Puterea de Rhonda Byrne carte de citit online</title>
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			<title>Puterea de Rhonda Byrne carte de citit online</title>
			<link>https://www.latimp.net/index.php/forum/-96/puterea-de-rhonda-byrne-carte-de-citit-online/?post=148434</link>
			<description><![CDATA[<h2 style="margin:0in 0in 0.0001pt; text-align:center"><span style="font-size:12pt"><span style="font-family:&quot;Bookman Old Style&quot;,serif"><span style="color:#b40000"><span style="font-style:italic"><a name="_Toc371712161">Introducere</a></span></span></span></span></h2>

<p class="N2" style="margin:0in 0in 0.0001pt; text-align:justify">&nbsp;</p>

<p class="N2" style="margin:0in 0in 0.0001pt; text-align:justify">&nbsp;</p>

<p class="N2" style="margin:0in 0in 0.0001pt; text-align:justify"><span style="font-size:11pt"><span style="font-family:&quot;Bookman Old Style&quot;,serif"><span style="color:black">Destinul tău este să duci o viaţă <span class="N2IChar" style="font-family:&quot;Bookman Old Style&quot;,serif"><span style="color:black"><span style="font-style:italic">minunată</span></span></span>!</span></span></span></p>

<p class="N2" style="margin:0in 0in 0.0001pt; text-align:justify">&nbsp;</p>

<p class="N2" style="margin:0in 0in 0.0001pt; text-align:justify"><span style="font-size:11pt"><span style="font-family:&quot;Bookman Old Style&quot;,serif"><span style="color:black">Destinul tău este să te bucuri de tot ce iubeşti şi de tot ce &icirc;ţi doreşti, să desfăşori o activitate care te entuziasmează şi să realizezi tot ceea ce &icirc;ţi propui să realizezi. Destinul tău este să ai relaţii bune cu familia şi cu prietenii tăi, care să &icirc;ţi umple inima de fericire. Destinul tău este să te bucuri de toţi banii de care ai nevoie pentru a-ţi asigura o viaţă minunată şi &icirc;mplinită. Destinul tău este să &icirc;ţi &icirc;ndeplineşti toate visele! Dacă &icirc;ţi doreşti să călătoreşti, &icirc;nseamnă că acesta este destinul tău. Dacă &icirc;ţi doreşti să &icirc;ncepi o afacere, &icirc;nseamnă că acesta este destinul tău. Dacă &icirc;ţi doreşti să &icirc;nveţi să dansezi, să conduci un iaht sau să &icirc;nveţi limba italiană, &icirc;nseamnă că acesta este destinul tău. Dacă &icirc;ţi doreşti să devii un muzician, un om de ştiinţă, un om de afaceri, un inventator, un actor, un părinte sau orice altceva, &icirc;nseamnă că <span class="N2IChar" style="font-family:&quot;Bookman Old Style&quot;,serif"><span style="color:black"><span style="font-style:italic">acesta este destinul tău</span></span></span>!</span></span></span></p>

<p class="N2" style="margin:0in 0in 0.0001pt; text-align:justify">&nbsp;</p>

<p class="N2" style="margin:0in 0in 0.0001pt; text-align:justify"><span style="font-size:11pt"><span style="font-family:&quot;Bookman Old Style&quot;,serif"><span style="color:black">Atunci c&acirc;nd te trezeşti dimineaţa, tu trebuie să te simţi plin de entuziasm, ştiind că ziua &icirc;ţi va aduce nenumărate realizări. Este destinul tău să r&acirc;zi şi să fii plin de bucurie. Este destinul tău să te simţi puternic şi &icirc;n siguranţă. Este destinul tău să te simţi bine &icirc;n pielea ta şi să ştii că fiinţa ta este nepreţuită. De bună seamă, te vei confrunta şi tu cu &icirc;ncercări, căci rolul acestora este să te ajute să te maturizezi, dar este destinul tău să ştii cum să le faci faţă şi cum să le depăşeşti. Este destinul tău să fii victorios! Este destinul tău să fii fericit! Este destinul tău să duci o viaţă <span class="N2IChar" style="font-family:&quot;Bookman Old Style&quot;,serif"><span style="color:black"><span style="font-style:italic">minunată</span></span></span>!</span></span></span></p>

<p class="N2" style="margin:0in 0in 0.0001pt; text-align:justify">&nbsp;</p>

<p class="N2" style="margin:0in 0in 0.0001pt; text-align:justify"><span style="font-size:11pt"><span style="font-family:&quot;Bookman Old Style&quot;,serif"><span style="color:black">Tu nu te-ai născut pentru ca viaţa ta să fie o luptă continuă. Nu te-ai născut să duci o viaţă &icirc;n care momentele de bucurie să fie puţine şi rare. Nu te-ai născut să munceşti din greu cinci zile pe săptăm&acirc;nă, pentru a te bucura de c&acirc;teva momente efemere de fericire doar &icirc;n weekenduri. Nu te-ai născut să trăieşti cu o energie limitată, simţindu-te epuizat la sf&acirc;rşitul fiecărei zile. Nu te-ai născut ca să suferi. Ce rost ar mai avea &icirc;n toate aceste cazuri viaţa? Tu te-ai născut ca să experimentezi viaţa la apogeu, să ai tot ceea ce &icirc;ţi doreşti şi să te bucuri &icirc;n permanenţă de bucurie, de sănătate, de vitalitate, de entuziasm şi de iubire &ndash; pentru că asta &icirc;nseamnă să duci o viaţă minunată!</span></span></span></p>

<p class="N2" style="margin:0in 0in 0.0001pt; text-align:justify">&nbsp;</p>

<p class="N2" style="margin:0in 0in 0.0001pt; text-align:justify"><span style="font-size:11pt"><span style="font-family:&quot;Bookman Old Style&quot;,serif"><span style="color:black">Viaţa viselor tale, tot ceea ce ţi-ai dori să faci, să fii sau să ai, a fost &icirc;ntotdeauna mai aproape de tine dec&acirc;t &icirc;ţi imaginezi, căci puterea de a realiza <span class="N2IChar" style="font-family:&quot;Bookman Old Style&quot;,serif"><span style="color:black"><span style="font-style:italic">orice</span></span></span> &icirc;ţi doreşti se află &icirc;n interiorul tău!</span></span></span></p>

<p class="N2" style="margin:0in 0in 0.0001pt; text-align:justify"><span style="font-size:11pt"><span style="font-family:&quot;Bookman Old Style&quot;,serif"><span style="color:black"><a name="bookmark3"></a></span></span></span></p>

<p class="N2I" style="margin:0in 0in 0.0001pt; text-align:justify"><span style="font-size:11pt"><span style="font-family:&quot;Bookman Old Style&quot;,serif"><span style="color:black"><span style="font-style:italic">&bdquo;Există o putere supremă şi o forţă absolută care penetrează şi guvernează &icirc;ntregul Univers fără limite. Tu faci parte integrantă din această putere&rdquo;.</span></span></span></span></p>

<p class="N2" style="margin:0in 0in 0.0001pt; text-align:justify"><span style="font-size:11pt"><span style="font-family:&quot;Bookman Old Style&quot;,serif"><span style="color:black">Prentice Mulford (1834-1891)</span></span></span></p>

<p class="N2I" style="margin:0in 0in 0.0001pt; text-align:justify"><span style="font-size:11pt"><span style="font-family:&quot;Bookman Old Style&quot;,serif"><span style="color:black"><span style="font-style:italic">Autor aparţin&acirc;nd curentului Noua G&acirc;ndire</span></span></span></span></p>

<p class="N2" style="margin:0in 0in 0.0001pt; text-align:justify">&nbsp;</p>

<p class="N2" style="margin:0in 0in 0.0001pt; text-align:justify"><span style="font-size:11pt"><span style="font-family:&quot;Bookman Old Style&quot;,serif"><span style="color:black">&Icirc;n cartea de faţă doresc să te &icirc;nvăţ calea care &icirc;ţi permite să duci o viaţă extraordinară. Citind-o, vei descoperi un lucru incredibil legat de fiinţa ta, de viaţa ta şi de Univers. Viaţa este mult mai uşoară dec&acirc;t &icirc;ţi imaginezi, iar dacă vei &icirc;nţelege cum funcţionează ea şi c&acirc;t de mare este puterea dinlăuntrul tău, vei experimenta magia vieţii trăite la apogeu, şi astfel, viaţa ta va deveni uimitoare!</span></span></span></p>

<p class="N2" style="margin:0in 0in 0.0001pt; text-align:justify"><span style="font-size:11pt"><span style="font-family:&quot;Bookman Old Style&quot;,serif"><span style="color:black">Iar acum, să dăm fr&acirc;u liber magiei din viaţa ta.</span></span></span></p>

<p class="N2" style="margin:0in 0in 0.0001pt; text-align:justify">&nbsp;</p>

<p>&nbsp;</p>

<p class="N2" style="margin:0in 0in 0.0001pt; text-align:justify">&nbsp;</p>

<p class="N2" style="margin:0in 0in 0.0001pt; text-align:justify">&nbsp;</p>

<h1 style="margin:0in 0in 0.0001pt; text-align:center"><span style="font-size:16pt"><span style="font-family:&quot;Bookman Old Style&quot;,serif"><span style="color:black"><a name="_Toc371712162">CE ESTE PUTEREA</a></span></span></span></h1>

<p class="N2" style="margin:0in 0in 0.0001pt; text-align:justify"><span style="font-size:11pt"><span style="font-family:&quot;Bookman Old Style&quot;,serif"><span style="color:black"><a name="bookmark4"></a></span></span></span></p>

<p class="N2" style="margin:0in 0in 0.0001pt; text-align:justify">&nbsp;</p>

<p class="N2I" style="margin:0in 0in 0.0001pt; text-align:justify"><span style="font-size:11pt"><span style="font-family:&quot;Bookman Old Style&quot;,serif"><span style="color:black"><span style="font-style:italic">&bdquo;Nu pot spune ce este această putere;</span></span></span></span></p>

<p class="N2I" style="margin:0in 0in 0.0001pt; text-align:justify"><span style="font-size:11pt"><span style="font-family:&quot;Bookman Old Style&quot;,serif"><span style="color:black"><span style="font-style:italic">tot ce ştiu este că ea există.&rdquo;</span></span></span></span></p>

<p class="N2" style="margin:0in 0in 0.0001pt; text-align:justify"><span style="font-size:11pt"><span style="font-family:&quot;Bookman Old Style&quot;,serif"><span style="color:black">Alexander Graham Bell (1847-1922)</span></span></span></p>

<p class="N2I" style="margin:0in 0in 0.0001pt; text-align:justify"><span style="font-size:11pt"><span style="font-family:&quot;Bookman Old Style&quot;,serif"><span style="color:black"><span style="font-style:italic">Inventatorul telefonului</span></span></span></span></p>

<p class="N2" style="margin:0in 0in 0.0001pt; text-align:justify">&nbsp;</p>

<p class="N2" style="margin:0in 0in 0.0001pt; text-align:justify"><span style="font-size:11pt"><span style="font-family:&quot;Bookman Old Style&quot;,serif"><span style="color:black">Viaţa este simplă. Viaţa ta este alcătuită doar din două categorii de lucruri: lucruri pozitive şi lucruri negative. Fiecare domeniu al vieţii tale &ndash; cum ar fi starea de sănătate, banii, relaţiile, munca sau fericirea &ndash; ţi se pare fie pozitiv, fie negativ. De pildă, fie ai suficienţi bani, fie nu ai. Fie te bucuri de sănătate, fie nu. Relaţiile tale sunt fie fericite, fie dificile. Munca ta fie te umple de entuziasm, put&acirc;nd fi considerată un succes, fie te exasperează, put&acirc;nd fi considerată un eşec. Fie te simţi fericit &icirc;n majoritatea timpului, fie te simţi nemulţumit. Fie ai parte de un an bun, fie de unul rău. Fie treci printr-o perioadă bună, fie printr-una rea. Fie ai o zi excelentă, fie dimpotrivă, una proastă.</span></span></span></p>

<p class="N2" style="margin:0in 0in 0.0001pt; text-align:justify">&nbsp;</p>

<p class="N2" style="margin:0in 0in 0.0001pt; text-align:justify"><span style="font-size:11pt"><span style="font-family:&quot;Bookman Old Style&quot;,serif"><span style="color:black">Dacă ai mai multe g&acirc;nduri negative dec&acirc;t pozitive, &icirc;nseamnă că ceva nu este &icirc;n regulă &icirc;n viaţa ta, iar tu ştii foarte bine acest lucru.</span></span></span></p>

<p class="N2" style="margin:0in 0in 0.0001pt; text-align:justify"><span style="font-size:11pt"><span style="font-family:&quot;Bookman Old Style&quot;,serif"><span style="color:black">Te uiţi la oamenii care sunt fericiţi şi &icirc;mpliniţi, şi care se bucură de tot ceea ce &icirc;şi doresc, şi ceva &icirc;ţi spune că ai merita şi tu o astfel de viaţă.</span></span></span></p>

<p class="N2" style="margin:0in 0in 0.0001pt; text-align:justify"><span style="font-size:11pt"><span style="font-family:&quot;Bookman Old Style&quot;,serif"><span style="color:black">Şi ai dreptate: tu <span class="N2IChar" style="font-family:&quot;Bookman Old Style&quot;,serif"><span style="color:black"><span style="font-style:italic">chiar</span></span></span> meriţi o astfel de viaţă, &icirc;n care să te bucuri de abundenţă şi de fericire.</span></span></span></p>

<p class="N2" style="margin:0in 0in 0.0001pt; text-align:justify">&nbsp;</p>

<p class="N2" style="margin:0in 0in 0.0001pt; text-align:justify"><span style="font-size:11pt"><span style="font-family:&quot;Bookman Old Style&quot;,serif"><span style="color:black">Marea majoritate a oamenilor care se bucură de o viaţă frumoasă nu realizează exact de ce se bucură de ea. Cert este că ei <span class="N2IChar" style="font-family:&quot;Bookman Old Style&quot;,serif"><span style="color:black"><span style="font-style:italic">fac</span></span></span> ceva ce ceilalţi oameni nu fac: se folosesc de puterea care stă la baza tuturor lucrurilor bune din viaţă&hellip;</span></span></span></p>

<p class="N2" style="margin:0in 0in 0.0001pt; text-align:justify">&nbsp;</p>

<p class="N2" style="margin:0in 0in 0.0001pt; text-align:justify"><span style="font-size:11pt"><span style="font-family:&quot;Bookman Old Style&quot;,serif"><span style="color:black">Fără nicio excepţie, orice persoană care se bucură de o viaţă frumoasă aplică <span class="N2IChar" style="font-family:&quot;Bookman Old Style&quot;,serif"><span style="color:black"><span style="font-style:italic">iubirea</span></span></span>. Aşa este: puterea care generează toate lucrurile bune din viaţă este puterea <span class="N2IChar" style="font-family:&quot;Bookman Old Style&quot;,serif"><span style="color:black"><span style="font-style:italic">iubirii</span></span></span>!</span></span></span></p>

<p class="N2" style="margin:0in 0in 0.0001pt; text-align:justify">&nbsp;</p>

<p class="N2" style="margin:0in 0in 0.0001pt; text-align:justify"><span style="font-size:11pt"><span style="font-family:&quot;Bookman Old Style&quot;,serif"><span style="color:black">S-a vorbit şi s-a scris mult despre iubire, &icirc;ncă de la &icirc;nceputurile istoriei umanităţii. Nu există religie, filozof, g&acirc;nditor, profet sau lider care să nu vorbească despre iubire. Nu toată lumea &icirc;nţelege &icirc;nsă cuvintele lor pline de &icirc;nţelepciune. Deşi &icirc;nvăţăturile lor s-au adresat &icirc;n principal oamenilor din epoca lor, mesajul pe care l-au adresat lumii a rămas la fel de valabil şi astăzi; <span class="N2IChar" style="font-family:&quot;Bookman Old Style&quot;,serif"><span style="color:black"><span style="font-style:italic">iubirea</span></span></span> reprezintă puterea cea mai mare din Univers.</span></span></span></p>

<p class="N2" style="margin:0in 0in 0.0001pt; text-align:justify"><span style="font-size:11pt"><span style="font-family:&quot;Bookman Old Style&quot;,serif"><span style="color:black"><a name="bookmark5"></a></span></span></span></p>

<p class="N2" style="margin:0in 0in 0.0001pt; text-align:justify">&nbsp;</p>

<h3 style="margin:0in 0in 0.0001pt; text-align:justify"><span style="font-size:12pt"><span style="font-family:&quot;Bookman Old Style&quot;,serif"><span style="color:#279d9a"><span style="font-style:italic">Forţa iubirii</span></span></span></span></h3>

<p class="N2" style="margin:0in 0in 0.0001pt; text-align:justify">&nbsp;</p>

<p class="N2I" style="margin:0in 0in 0.0001pt; text-align:justify"><span style="font-size:11pt"><span style="font-family:&quot;Bookman Old Style&quot;,serif"><span style="color:black"><span style="font-style:italic"><a name="bookmark6"></a>&bdquo;Iubirea este un element la fel de real ca şi aerul sau apa,</span></span></span></span></p>

<p class="N2I" style="margin:0in 0in 0.0001pt; text-align:justify"><span style="font-size:11pt"><span style="font-family:&quot;Bookman Old Style&quot;,serif"><span style="color:black"><span style="font-style:italic">chiar dacă este invizibilă pentru ochii fizici.</span></span></span></span></p>

<p class="N2I" style="margin:0in 0in 0.0001pt; text-align:justify"><span style="font-size:11pt"><span style="font-family:&quot;Bookman Old Style&quot;,serif"><span style="color:black"><span style="font-style:italic">Ea reprezintă o forţă activă, vie şi aflată veşnic &icirc;n</span></span></span></span></p>

<p class="N2I" style="margin:0in 0in 0.0001pt; text-align:justify"><span style="font-size:11pt"><span style="font-family:&quot;Bookman Old Style&quot;,serif"><span style="color:black"><span style="font-style:italic">mişcare&hellip; Se deplasează &icirc;n valuri şi sub formă de curenţi,</span></span></span></span></p>

<p class="N2I" style="margin:0in 0in 0.0001pt; text-align:justify"><span style="font-size:11pt"><span style="font-family:&quot;Bookman Old Style&quot;,serif"><span style="color:black"><span style="font-style:italic">la fel ca cei ai oceanului.&rdquo;</span></span></span></span></p>

<p class="N2" style="margin:0in 0in 0.0001pt; text-align:justify"><span style="font-size:11pt"><span style="font-family:&quot;Bookman Old Style&quot;,serif"><span style="color:black">Prentice Mulford (1834-1891)</span></span></span></p>

<p class="N2I" style="margin:0in 0in 0.0001pt; text-align:justify"><span style="font-size:11pt"><span style="font-family:&quot;Bookman Old Style&quot;,serif"><span style="color:black"><span style="font-style:italic">Autor aparţin&acirc;nd curentului Noua G&acirc;ndire</span></span></span></span></p>

<p class="N2" style="margin:0in 0in 0.0001pt; text-align:justify">&nbsp;</p>

<p class="N2" style="margin:0in 0in 0.0001pt; text-align:justify"><span style="font-size:11pt"><span style="font-family:&quot;Bookman Old Style&quot;,serif"><span style="color:black">Tipul de iubire de care au vorbit marii g&acirc;nditori şi lideri religioşi ai lumii diferă &icirc;n bună măsură de ceea ce &icirc;nţeleg oamenii prin acest concept. Această iubire nu se referă doar la iubirea membrilor de familie, a prietenilor şi a lucrurilor preferate. Iubirea nu este un simplu sentiment, la fel ca at&acirc;tea altele. Ea reprezintă o forţă pozitivă.</span></span></span></p>

<p class="N2" style="margin:0in 0in 0.0001pt; text-align:justify"><span style="font-size:11pt"><span style="font-family:&quot;Bookman Old Style&quot;,serif"><span style="color:black">Iubirea nu poate fi niciodată slabă, delicată sau gingaşă. Ea este <span class="N2IChar" style="font-family:&quot;Bookman Old Style&quot;,serif"><span style="color:black"><span style="font-style:italic">&icirc;nsăşi</span></span></span> forţa pozitivă a vieţii! Iubirea este cauza <span class="N2IChar" style="font-family:&quot;Bookman Old Style&quot;,serif"><span style="color:black"><span style="font-style:italic">tuturor</span></span></span> lucrurilor bune sau pozitive din lume. Nu există o sută de forţe pozitive &icirc;n viaţă; există una singură.</span></span></span></p>

<p class="N2" style="margin:0in 0in 0.0001pt; text-align:justify">&nbsp;</p>

<p class="N2" style="margin:0in 0in 0.0001pt; text-align:justify"><span style="font-size:11pt"><span style="font-family:&quot;Bookman Old Style&quot;,serif"><span style="color:black">Marile forţe ale naturii, precum gravitaţia sau electromagnetismul, sunt forţe invizibile pentru ochiul liber, dar nimeni nu le poate contesta puterea. &Icirc;n mod similar, puterea iubirii este invizibilă pentru noi, dar puterea ei este cu mult mai mare dec&acirc;t orice forţă a naturii. Dovada acestei puteri poate fi văzută pretutindeni &icirc;n lume: fără iubire nu ar exista viaţă.</span></span></span></p>

<p class="N2" style="margin:0in 0in 0.0001pt; text-align:justify">&nbsp;</p>

<p class="N2" style="margin:0in 0in 0.0001pt; text-align:justify"><span style="font-size:11pt"><span style="font-family:&quot;Bookman Old Style&quot;,serif"><span style="color:black">G&acirc;ndeşte-te puţin: ce ar fi această lume fără iubire? Mai &icirc;nt&acirc;i de toate, tu nu ai exista, căci fără iubire nu ai fi putut fi conceput. Nimeni din familia ta şi niciun prieten de-al tău nu s-ar fi născut. De fapt, pe planetă nu ar exista nici măcar un singur om. Dacă forţa iubirii ar &icirc;nceta &icirc;n această clipă, rasa umană ar descreşte rapid, iar &icirc;n scurt timp ar dispărea.</span></span></span></p>

<p class="NC" style="margin:0in 0in 0.0001pt; text-align:center"><span style="font-size:11pt"><span style="font-family:&quot;Bookman Old Style&quot;,serif"><span style="color:black"><img 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" style="width:336px; height:318px" /></span></span></span></p>

<p class="N2" style="margin:0in 0in 0.0001pt; text-align:justify">&nbsp;</p>

<p class="N2" style="margin:0in 0in 0.0001pt; text-align:justify"><span style="font-size:11pt"><span style="font-family:&quot;Bookman Old Style&quot;,serif"><span style="color:black">Orice invenţie, orice descoperire şi orice creaţie umană s-a născut din iubirea unei inimi. Dacă nu ar fi existat pasiunea fraţilor Wright (similară cu iubirea pentru ceea ce făceau), nu am putea zbura astăzi &icirc;n avioane. Dacă nu ar fi existat pasiunea plină de iubire oamenilor de ştiinţă, a inventatorilor şi a descoperitorilor, nu am beneficia astăzi de electricitate, sisteme de &icirc;ncălzire sau de iluminat; nu am putea conduce maşini, nu ne-am putea folosi de telefoane şi de celelalte aparate sau produse tehnologice care fac ca viaţa noastră să fie mai uşoară şi mai confortabilă. Fără pasiunea plină de iubire a arhitecţilor şi constructorilor nu ar exista case, clădiri sau oraşe. Fără pasiunea plină de iubire pentru meseria lor nu ar exista medici, medicamente şi spitale, profesori, şcoli sau educaţie, cărţi, picturi, muzică etc. Toate aceste lucruri sunt create prin forţa pozitivă a iubirii. Priveşte puţin &icirc;n jurul tău: fără puterea iubirii, nimic din ceea ce vezi nu ar exista.</span></span></span></p>

<p class="N2" style="margin:0in 0in 0.0001pt; text-align:justify">&nbsp;</p>

<p class="N2I" style="margin:0in 0in 0.0001pt; text-align:justify"><span style="font-size:11pt"><span style="font-family:&quot;Bookman Old Style&quot;,serif"><span style="color:black"><span style="font-style:italic"><a name="bookmark7"></a>&bdquo;Dacă &icirc;ndepărtezi iubirea, ceea ce răm&acirc;ne</span></span></span></span></p>

<p class="N2I" style="margin:0in 0in 0.0001pt; text-align:justify"><span style="font-size:11pt"><span style="font-family:&quot;Bookman Old Style&quot;,serif"><span style="color:black"><span style="font-style:italic">din această planetă este un morm&acirc;nt.&rdquo;</span></span></span></span></p>

<p class="N2" style="margin:0in 0in 0.0001pt; text-align:justify"><span style="font-size:11pt"><span style="font-family:&quot;Bookman Old Style&quot;,serif"><span style="color:black">Robert Browning (1812-1889)</span></span></span></p>

<p class="N2I" style="margin:0in 0in 0.0001pt; text-align:justify"><span style="font-size:11pt"><span style="font-family:&quot;Bookman Old Style&quot;,serif"><span style="color:black"><span style="font-style:italic">Poet</span></span></span></span></p>

<p class="N2" style="margin:0in 0in 0.0001pt; text-align:justify"><span style="font-size:11pt"><span style="font-family:&quot;Bookman Old Style&quot;,serif"><span style="color:black"><a name="bookmark8"></a></span></span></span></p>

<p class="N2" style="margin:0in 0in 0.0001pt; text-align:justify">&nbsp;</p>

<p class="N2" style="margin:0in 0in 0.0001pt; text-align:justify">&nbsp;</p>

<h3 style="margin:0in 0in 0.0001pt; text-align:justify"><span style="font-size:12pt"><span style="font-family:&quot;Bookman Old Style&quot;,serif"><span style="color:#279d9a"><span style="font-style:italic">Iubirea este forţa care te pune &icirc;n mişcare</span></span></span></span></h3>

<p class="N2" style="margin:0in 0in 0.0001pt; text-align:justify">&nbsp;</p>

<p class="N2" style="margin:0in 0in 0.0001pt; text-align:justify"><span style="font-size:11pt"><span style="font-family:&quot;Bookman Old Style&quot;,serif"><span style="color:black">Tot ceea ce &icirc;ţi doreşti să devii, să faci sau să ai, &icirc;şi are originea &icirc;n iubire. Fără iubire nu te-ai putea mişca, căci nu ar mai exista nicio forţă pozitivă care să te m&acirc;ne să te dai jos din pat dimineaţa, să te duci la lucru, să te distrezi, să dansezi, să vorbeşti, să &icirc;nveţi, să asculţi muzică sau să faci orice altceva. Fără iubire, tu nu ai fi altceva dec&acirc;t o statuie din piatră. Forţa care te inspiră să te pui &icirc;n mişcare şi să &icirc;ţi doreşti să devii, să faci sau să ai ceva este puterea iubirii. Forţa pozitivă a iubirii poate crea orice lucru bun, poate amplifica binele şi poate transforma aspectele negative ale vieţii tale. Tu ai puterea de a-ţi transforma starea de sănătate, nivelul financiar, cariera, relaţiile şi celelalte domenii ale vieţii tale. Această putere este iubirea şi ea există &icirc;n interiorul tău.</span></span></span></p>

<p class="N2" style="margin:0in 0in 0.0001pt; text-align:justify">&nbsp;</p>

<p class="N2" style="margin:0in 0in 0.0001pt; text-align:justify"><span style="font-size:11pt"><span style="font-family:&quot;Bookman Old Style&quot;,serif"><span style="color:black">De ce nu este viaţa ta extraordinară &icirc;n acest caz, de vreme ce puterea de a-ţi &icirc;mplini toate dorinţele se află &icirc;nlăuntrul tău? De ce nu te bucuri la maxim &icirc;n toate domeniile vieţii tale? De ce nu poţi avea tot ceea ce &icirc;ţi doreşti? De ce nu poţi face tot ceea ce &icirc;ţi propui să faci? De ce nu savurezi fiecare zi &icirc;n parte?</span></span></span></p>

<p class="N2" style="margin:0in 0in 0.0001pt; text-align:justify"><span style="font-size:11pt"><span style="font-family:&quot;Bookman Old Style&quot;,serif"><span style="color:black">Răspunsul este simplu: pentru că ai de ales. Tu ai opţiunea de a iubi şi de a struni această forţă pozitivă a iubirii, orient&acirc;nd-o &icirc;n direcţiile dorite de tine, dar şi de a nu o face. Şi indiferent dacă realizezi acest lucru sau nu, &icirc;n fiecare zi din viaţa ta &ndash; &icirc;n fiecare <span class="N2IChar" style="font-family:&quot;Bookman Old Style&quot;,serif"><span style="color:black"><span style="font-style:italic">clipă</span></span></span> din viaţa ta &ndash; tu te-ai folosit de această opţiune. Fără nicio excepţie, ori de c&acirc;te ori ai avut parte de o experienţă pozitivă, tu ai dat dovadă de iubire şi te-ai folosit de puterea ei pozitivă. La fel, ori de c&acirc;te ori ai avut parte de o experienţă negativă, tu ai refuzat să iubeşti, iar rezultatul a fost unul negativ. Iubirea este cauza tuturor lucrurilor bune din viaţa ta, iar lipsa iubirii este cauza tuturor durerilor şi suferinţelor tale. Din păcate, viaţa oamenilor moderni, dar şi a celor din alte timpuri, ilustrează limpede că ei nu &icirc;nţeleg (sau nu au &icirc;nţeles) cu claritate &icirc;n ce constă puterea iubirii.</span></span></span></p>

<p class="N2" style="margin:0in 0in 0.0001pt; text-align:justify"><span style="font-size:11pt"><span style="font-family:&quot;Bookman Old Style&quot;,serif"><span style="color:black"><a name="bookmark9"></a></span></span></span></p>

<p class="N2I" style="margin:0in 0in 0.0001pt; text-align:justify"><span style="font-size:11pt"><span style="font-family:&quot;Bookman Old Style&quot;,serif"><span style="color:black"><span style="font-style:italic">&bdquo;Iubirea este cea mai puternică energie din această lume,</span></span></span></span></p>

<p class="N2I" style="margin:0in 0in 0.0001pt; text-align:justify"><span style="font-size:11pt"><span style="font-family:&quot;Bookman Old Style&quot;,serif"><span style="color:black"><span style="font-style:italic">dar şi cea mai puţin cunoscută.&rdquo;</span></span></span></span></p>

<p class="N2" style="margin:0in 0in 0.0001pt; text-align:justify"><span style="font-size:11pt"><span style="font-family:&quot;Bookman Old Style&quot;,serif"><span style="color:black">Pierre Teilhard de Chardin (1881-1955)</span></span></span></p>

<p class="N2I" style="margin:0in 0in 0.0001pt; text-align:justify"><span style="font-size:11pt"><span style="font-family:&quot;Bookman Old Style&quot;,serif"><span style="color:black"><span style="font-style:italic">Preot şi filozof</span></span></span></span></p>

<p class="N2" style="margin:0in 0in 0.0001pt; text-align:justify">&nbsp;</p>

<p class="N2" style="margin:0in 0in 0.0001pt; text-align:justify">&nbsp;</p>

<p class="N2" style="margin:0in 0in 0.0001pt; text-align:justify"><span style="font-size:11pt"><span style="font-family:&quot;Bookman Old Style&quot;,serif"><span style="color:black">Cartea de faţă &icirc;şi propune să &icirc;ţi ofere cunoaşterea corectă a unicei forţe pozitive din viaţă, care te poate ajuta să te bucuri de tot ceea ce &icirc;ţi doreşti, inclusiv a manierei &icirc;n care trebuie folosită ea &icirc;n acest scop. Mai &icirc;nt&acirc;i de toate, trebuie să &icirc;nţelegi &icirc;nsă exact cum funcţionează iubirea.</span></span></span></p>

<p class="N2" style="margin:0in 0in 0.0001pt; text-align:justify"><span style="font-size:11pt"><span style="font-family:&quot;Bookman Old Style&quot;,serif"><span style="color:black"><a name="bookmark10"></a></span></span></span></p>

<p class="N2" style="margin:0in 0in 0.0001pt; text-align:justify">&nbsp;</p>

<h3 style="margin:0in 0in 0.0001pt; text-align:justify"><span style="font-size:12pt"><span style="font-family:&quot;Bookman Old Style&quot;,serif"><span style="color:#279d9a"><span style="font-style:italic">Legea iubirii</span></span></span></span></h3>

<p class="N2" style="margin:0in 0in 0.0001pt; text-align:justify">&nbsp;</p>

<p class="N2" style="margin:0in 0in 0.0001pt; text-align:justify"><span style="font-size:11pt"><span style="font-family:&quot;Bookman Old Style&quot;,serif"><span style="color:black">Universul este guvernat de legile naturii. Dacă putem zbura astăzi &icirc;n avioane, acest lucru este posibil numai pentru că avioanele pe care le-am construit funcţionează &icirc;n armonie cu legile naturii.</span></span></span></p>

<p class="N2" style="margin:0in 0in 0.0001pt; text-align:justify"><span style="font-size:11pt"><span style="font-family:&quot;Bookman Old Style&quot;,serif"><span style="color:black">Nu legile fizicii s-au schimbat pentru ca noi să putem zbura, ci doar cunoaşterea noastră. Noi am descoperit o modalitate de a opera un aparat la unison cu legile aerodinamicii, iar acest lucru ne-a permis să ne ridicăm de la sol. Aşa cum legile fizicii guvernează aviaţia, electricitatea şi gravitaţia, există o lege care guvernează forţa iubirii. Pentru a struni puterea pozitivă a iubirii şi pentru a-ţi schimba viaţa cu ajutorul ei, tu trebuie să &icirc;nţelegi această lege. Ea este cea mai puternică lege din Univers şi se numeşte: legea atracţiei.</span></span></span></p>

<p class="N2" style="margin:0in 0in 0.0001pt; text-align:justify">&nbsp;</p>

<p class="N2" style="margin:0in 0in 0.0001pt; text-align:justify"><span style="font-size:11pt"><span style="font-family:&quot;Bookman Old Style&quot;,serif"><span style="color:black">Legea atracţiei este forţa care susţine &icirc;ntregul Univers, de la cel macrocosmic al stelelor la cel microcosmic al lumii atomului. Forţa de atracţie a soarelui menţine planetele pe orbitele lor, &icirc;mpiedic&acirc;ndu-le să hoinărească libere prin spaţiu. Forţa de atracţie a gravitaţiei ne menţine pe toţi pe păm&acirc;nt, lucru valabil deopotrivă pentru oameni, animale, plante şi minerale. Forţa de atracţie poate fi regăsită &icirc;n &icirc;ntreaga natură, de la florile care atrag insectele pentru a fi polenizate p&acirc;nă la seminţele care atrag din sol substanţele nutritive de care au nevoie pentru a &icirc;ncolţi. &Icirc;n mod similar, toate creaturile vii sunt atrase de fiinţele din propria lor specie. Forţa de atracţie operează prin toate animalele de pe păm&acirc;nt, prin toţi peştii din oceane şi prin toate păsările de pe cer, făc&acirc;ndu-le să se adune &icirc;n turme, cirezi, haite şi c&acirc;rduri, să se cultive reciproc şi să se &icirc;nmulţească. Aceeaşi forţă de atracţie menţine laolaltă celulele corpului tău, materialele din care este construită casa ta, mobilierul pe care stai aşezat, maşina pe care o conduci şi apa din paharul tău. Orice obiect de care te foloseşti este susţinut de forţa de atracţie.</span></span></span></p>

<p class="N2" style="margin:0in 0in 0.0001pt; text-align:justify">&nbsp;</p>

<p class="N2" style="margin:0in 0in 0.0001pt; text-align:justify"><span style="font-size:11pt"><span style="font-family:&quot;Bookman Old Style&quot;,serif"><span style="color:black">Atracţia este forţa care &icirc;i atrage pe oameni faţă de alţi oameni. Aşa au apărut pe păm&acirc;nt oraşele, naţiunile, grupurile, cluburile şi societăţile care &icirc;mpărtăşesc interese comune. Ea reprezintă forţa care &icirc;i atrage pe unii oameni către ştiinţă şi pe alţii care arta culinară, către sport sau către muzică (către un stil muzical sau altul), către anumite animale de casă, către lucrurile şi locurile pe care le preferă, către prieteni şi către oamenii pe care &icirc;i iubesc.</span></span></span></p>

<p class="N2" style="margin:0in 0in 0.0001pt; text-align:justify"><span style="font-size:11pt"><span style="font-family:&quot;Bookman Old Style&quot;,serif"><span style="color:black"><a name="bookmark11"></a></span></span></span></p>

<p class="N2" style="margin:0in 0in 0.0001pt; text-align:justify">&nbsp;</p>

<h3 style="margin:0in 0in 0.0001pt; text-align:justify"><span style="font-size:12pt"><span style="font-family:&quot;Bookman Old Style&quot;,serif"><span style="color:#279d9a"><span style="font-style:italic">Forţa de atracţie a iubirii</span></span></span></span></h3>

<p class="N2" style="margin:0in 0in 0.0001pt; text-align:justify">&nbsp;</p>

<p class="N2" style="margin:0in 0in 0.0001pt; text-align:justify"><span style="font-size:11pt"><span style="font-family:&quot;Bookman Old Style&quot;,serif"><span style="color:black">Ce <span class="N2IChar" style="font-family:&quot;Bookman Old Style&quot;,serif"><span style="color:black"><span style="font-style:italic">este</span></span></span> aşadar această forţă de atracţie? Ea este forţa iubirii! Atracţia este iubire. Atunci c&acirc;nd te simţi atras de m&acirc;ncarea ta favorită, tu iubeşti această m&acirc;ncare. Dacă nu ar exista forţa de atracţie, tu nu ai putea simţi nimic. Toate alimentele ţi s-ar părea la fel. Nu ai şti care m&acirc;ncăruri &icirc;ţi plac şi care nu, pentru că niciuna nu te-ar atrage. Nu te-ai simţi atras de alte persoane, de anumite locuri, de casa &icirc;n care locuieşti, de maşina pe care ţi-ai cumpărat-o, de sport, de slujba pe care ţi-ai luat-o, de muzică, de haine sau de orice altceva. Atracţia nu ar putea exista &icirc;n absenţa iubirii!</span></span></span></p>

<p class="N2" style="margin:0in 0in 0.0001pt; text-align:justify">&nbsp;</p>

<p class="N2I" style="margin:0in 0in 0.0001pt; text-align:justify"><span style="font-size:11pt"><span style="font-family:&quot;Bookman Old Style&quot;,serif"><span style="color:black"><span style="font-style:italic">&bdquo;Legea atracţiei este una şi aceeaşi cu&hellip; legea iubirii&rdquo;</span></span></span></span></p>

<p class="N2" style="margin:0in 0in 0.0001pt; text-align:justify"><span style="font-size:11pt"><span style="font-family:&quot;Bookman Old Style&quot;,serif"><span style="color:black">Charles Haanel (1866-1949)</span></span></span></p>

<p class="N2I" style="margin:0in 0in 0.0001pt; text-align:justify"><span style="font-size:11pt"><span style="font-family:&quot;Bookman Old Style&quot;,serif"><span style="color:black"><span style="font-style:italic">Autor aparţin&acirc;nd curentului Noua G&acirc;ndire</span></span></span></span></p>

<p class="N2" style="margin:0in 0in 0.0001pt; text-align:justify">&nbsp;</p>

<p class="NC" style="margin:0in 0in 0.0001pt; text-align:center"><span style="font-size:11pt"><span style="font-family:&quot;Bookman Old Style&quot;,serif"><span style="color:black"><img 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" style="width:355px; height:230px" /></span></span></span></p>

<p class="N2" style="margin:0in 0in 0.0001pt; text-align:justify">&nbsp;</p>

<p class="N2" style="margin:0in 0in 0.0001pt; text-align:justify"><span style="font-size:11pt"><span style="font-family:&quot;Bookman Old Style&quot;,serif"><span style="color:black">Legea atracţiei <span class="N2IChar" style="font-family:&quot;Bookman Old Style&quot;,serif"><span style="color:black"><span style="font-style:italic">este</span></span></span> legea iubirii şi reprezintă legea atotputernică ce menţine totul &icirc;n armonie, de la marile galaxii cosmice la atomii infinitezimali. Ea operează pretutindeni şi prin tot ceea ce există &icirc;n Univers. Aceasta este legea care &icirc;ţi guvernează viaţa.</span></span></span></p>

<p class="N2" style="margin:0in 0in 0.0001pt; text-align:justify">&nbsp;</p>

<p class="N2" style="margin:0in 0in 0.0001pt; text-align:justify"><span style="font-size:11pt"><span style="font-family:&quot;Bookman Old Style&quot;,serif"><span style="color:black">La modul cel mai general, legea atracţiei afirmă că principiile similare se atrag. &Icirc;n traducere liberă, putem spune că tu <span class="N2IChar" style="font-family:&quot;Bookman Old Style&quot;,serif"><span style="color:black"><span style="font-style:italic">primeşti</span></span></span> ceea ce <span class="N2IChar" style="font-family:&quot;Bookman Old Style&quot;,serif"><span style="color:black"><span style="font-style:italic">oferi</span></span></span>. Tu nu poţi primi altceva dec&acirc;t ceea ce dăruieşti. Legea atracţiei face ca tu să atragi &icirc;n viaţa ta exact ceea ce oferi.</span></span></span></p>

<p class="N2" style="margin:0in 0in 0.0001pt; text-align:justify"><span style="font-size:11pt"><span style="font-family:&quot;Bookman Old Style&quot;,serif"><span style="color:black"><a name="bookmark12"></a></span></span></span></p>

<p class="N2I" style="margin:0in 0in 0.0001pt; text-align:justify"><span style="font-size:11pt"><span style="font-family:&quot;Bookman Old Style&quot;,serif"><span style="color:black"><span style="font-style:italic">&bdquo;Pentru orice acţiune există o reacţie egală şi opusă&rdquo;.</span></span></span></span></p>

<p class="N2" style="margin:0in 0in 0.0001pt; text-align:justify"><span style="font-size:11pt"><span style="font-family:&quot;Bookman Old Style&quot;,serif"><span style="color:black">Isaac Newton (1643-1727)</span></span></span></p>

<p class="N2I" style="margin:0in 0in 0.0001pt; text-align:justify"><span style="font-size:11pt"><span style="font-family:&quot;Bookman Old Style&quot;,serif"><span style="color:black"><span style="font-style:italic">Matematician şi fizician</span></span></span></span></p>

<p class="N2" style="margin:0in 0in 0.0001pt; text-align:justify">&nbsp;</p>

<p class="N2" style="margin:0in 0in 0.0001pt; text-align:justify"><span style="font-size:11pt"><span style="font-family:&quot;Bookman Old Style&quot;,serif"><span style="color:black">Orice acţiune de <span class="N2IChar" style="font-family:&quot;Bookman Old Style&quot;,serif"><span style="color:black"><span style="font-style:italic">dăruire</span></span></span> dă naştere unei acţiuni opuse de <span class="N2IChar" style="font-family:&quot;Bookman Old Style&quot;,serif"><span style="color:black"><span style="font-style:italic">primire</span></span></span>, iar ceea ce primeşti este &icirc;ntotdeauna egal cu ceea ce ai dăruit. Altfel spus, tot ceea ce dăruieşti &icirc;n viaţă se &icirc;ntoarce la tine. Aceasta este fizica şi matematica Universului.</span></span></span></p>

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<p class="N2" style="margin:0in 0in 0.0001pt; text-align:justify"><span style="font-size:11pt"><span style="font-family:&quot;Bookman Old Style&quot;,serif"><span style="color:black">Dacă <span class="N2IChar" style="font-family:&quot;Bookman Old Style&quot;,serif"><span style="color:black"><span style="font-style:italic">dăruieşti</span></span></span> pozitivitate, vei <span class="N2IChar" style="font-family:&quot;Bookman Old Style&quot;,serif"><span style="color:black"><span style="font-style:italic">primi</span></span></span> pozitivitate. La fel, dacă dăruieşti negativitate, vei <span class="N2IChar" style="font-family:&quot;Bookman Old Style&quot;,serif"><span style="color:black"><span style="font-style:italic">primi</span></span></span> negativitate. &Icirc;n traducere, dacă vei cultiva o atitudine pozitivă, vei avea parte de o viaţă plină de lucruri pozitive; dacă vei cultiva o atitudine negativă, vei avea parte de o viaţă plină de lucruri negative. Cum putem oferi noi pozitivitatea sau negativitatea? Prin g&acirc;ndurile şi prin sentimentele noastre.</span></span></span></p>

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<p class="N2" style="margin:0in 0in 0.0001pt; text-align:justify"><span style="font-size:11pt"><span style="font-family:&quot;Bookman Old Style&quot;,serif"><span style="color:black">&Icirc;n orice moment, tu emiţi g&acirc;nduri pozitive sau negative. &Icirc;n mod similar, tu emani sentimente pozitive sau negative. Aceste g&acirc;nduri şi aceste sentimente vor determina lucrurile de care vei avea parte &icirc;n viaţă. Toate persoanele, circumstanţele şi evenimentele din fiecare moment al vieţii tale sunt atrase de g&acirc;ndurile şi de sentimentele tale. Viaţa ta nu reprezintă o &icirc;nt&acirc;mplare. Tu nu primeşti dec&acirc;t ceea ce ai dăruit deja.</span></span></span></p>

<p class="N2" style="margin:0in 0in 0.0001pt; text-align:justify"><span style="font-size:11pt"><span style="font-family:&quot;Bookman Old Style&quot;,serif"><span style="color:black"><a name="bookmark13"></a></span></span></span></p>

<p class="N2I" style="margin:0in 0in 0.0001pt; text-align:justify"><span style="font-size:11pt"><span style="font-family:&quot;Bookman Old Style&quot;,serif"><span style="color:black"><span style="font-style:italic">&bdquo;Daţi şi vi se va da&hellip; </span></span></span></span></p>

<p class="N2I" style="margin:0in 0in 0.0001pt; text-align:justify"><span style="font-size:11pt"><span style="font-family:&quot;Bookman Old Style&quot;,serif"><span style="color:black"><span style="font-style:italic">Căci totul vi se măsoară cu măsura cu care aţi măsurat voi &icirc;nşivă.&rdquo;</span></span></span></span></p>

<p class="N2" style="margin:0in 0in 0.0001pt; text-align:justify"><span style="font-size:11pt"><span style="font-family:&quot;Bookman Old Style&quot;,serif"><span style="color:black">Iisus (aproximativ 5 I. Ch. &ndash; 30 D. Ch.)</span></span></span></p>

<p class="N2I" style="margin:0in 0in 0.0001pt; text-align:justify"><span style="font-size:11pt"><span style="font-family:&quot;Bookman Old Style&quot;,serif"><span style="color:black"><span style="font-style:italic">Fondatorul creştinismului, Evanghelia după Luca 6:38</span></span></span></span></p>

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<p class="N2" style="margin:0in 0in 0.0001pt; text-align:justify"><span style="font-size:11pt"><span style="font-family:&quot;Bookman Old Style&quot;,serif"><span style="color:black">Atunci c&acirc;nd dăruieşti, primeşti. Dacă &icirc;ţi oferi ajutorul şi sprijinul unui prieten care se mută cu casa, cu siguranţă acest ajutor şi acest sprijin se va &icirc;ntoarce la tine cu viteza luminii. La fel, dacă te &icirc;nfurii pe un membru de familie care te-a abandonat la greu, această m&acirc;nie se va &icirc;ntoarce asupra ta &icirc;ntr-o situaţie sau alta.</span></span></span></p>

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<p class="N2" style="margin:0in 0in 0.0001pt; text-align:justify"><span style="font-size:11pt"><span style="font-family:&quot;Bookman Old Style&quot;,serif"><span style="color:black">Tu eşti cel care &icirc;şi creează propria viaţă prin g&acirc;ndurile şi sentimentele tale. Ceea ce g&acirc;ndeşti şi ceea ce simţi creează ceea ce ţi se &icirc;nt&acirc;mplă şi ceea ce experimentezi &icirc;n viaţa ta. De pildă, dacă g&acirc;ndeşti: &bdquo;Astăzi am o zi proastă&rdquo;, vei atrage &icirc;n mod sigur oameni, circumstanţe şi evenimente care &icirc;ţi vor confirma pe deplin g&acirc;ndul.</span></span></span></p>

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<p class="N2" style="margin:0in 0in 0.0001pt; text-align:justify"><span style="font-size:11pt"><span style="font-family:&quot;Bookman Old Style&quot;,serif"><span style="color:black">Pe de altă parte, dacă g&acirc;ndeşti: &bdquo;Viaţa mi se pare minunată&rdquo;, vei atrage cu siguranţă oameni, circumstanţe şi evenimente care te vor face să te bucuri cu adevărat de viaţă.</span></span></span></p>

<p class="N2" style="margin:0in 0in 0.0001pt; text-align:justify">&nbsp;</p>

<p class="N2" style="margin:0in 0in 0.0001pt; text-align:justify">&nbsp;</p>

<h3 style="margin:0in 0in 0.0001pt; text-align:justify"><span style="font-size:12pt"><span style="font-family:&quot;Bookman Old Style&quot;,serif"><span style="color:#279d9a"><span style="font-style:italic">Tu eşti un magnet</span></span></span></span></h3>

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<p class="N2" style="margin:0in 0in 0.0001pt; text-align:justify"><span style="font-size:11pt"><span style="font-family:&quot;Bookman Old Style&quot;,serif"><span style="color:black">Legea atracţiei nu dă greş niciodată. Ea &icirc;ţi oferă toate lucrurile pe care le-ai dăruit Universului. La fel ca un magnet, tu atragi singur toate circumstanţele asociate cu bogăţia, sănătatea, relaţiile, slujba şi toate celelalte experienţe din viaţa ta, prin g&acirc;ndurile şi sentimentele pe care le emiţi. Spre exemplu, dacă vei emite g&acirc;nduri şi sentimente pozitive asociate cu banii, vei atrage cu siguranţă persoane, circumstanţe şi evenimente care te vor ajuta să obţii mai mulţi bani. Invers, dacă vei emite g&acirc;nduri şi sentimente negative asociate cu banii, vei atrage cu siguranţă persoane, circumstanţe şi evenimente care te vor face să pierzi bani şi să răm&acirc;i fără ei.</span></span></span></p>

<p class="N2" style="margin:0in 0in 0.0001pt; text-align:justify"><span style="font-size:11pt"><span style="font-family:&quot;Bookman Old Style&quot;,serif"><span style="color:black"><a name="bookmark14"></a></span></span></span></p>

<p class="N2I" style="margin:0in 0in 0.0001pt; text-align:justify"><span style="font-size:11pt"><span style="font-family:&quot;Bookman Old Style&quot;,serif"><span style="color:black"><span style="font-style:italic">&bdquo;Nu ştiu dacă umanitatea urmează sau nu &icirc;n mod</span></span></span></span></p>

<p class="N2I" style="margin:0in 0in 0.0001pt; text-align:justify"><span style="font-size:11pt"><span style="font-family:&quot;Bookman Old Style&quot;,serif"><span style="color:black"><span style="font-style:italic">conştient legea iubirii, dar acest lucru nu mă preocupă.</span></span></span></span></p>

<p class="N2I" style="margin:0in 0in 0.0001pt; text-align:justify"><span style="font-size:11pt"><span style="font-family:&quot;Bookman Old Style&quot;,serif"><span style="color:black"><span style="font-style:italic">Ceea ce ştiu este că această lege funcţionează la fel</span></span></span></span></p>

<p class="N2I" style="margin:0in 0in 0.0001pt; text-align:justify"><span style="font-size:11pt"><span style="font-family:&quot;Bookman Old Style&quot;,serif"><span style="color:black"><span style="font-style:italic">de implacabil ca şi legea gravitaţiei,</span></span></span></span></p>

<p class="N2I" style="margin:0in 0in 0.0001pt; text-align:justify"><span style="font-size:11pt"><span style="font-family:&quot;Bookman Old Style&quot;,serif"><span style="color:black"><span style="font-style:italic">indiferent dacă noi o acceptăm sau nu.&rdquo;</span></span></span></span></p>

<p class="N2" style="margin:0in 0in 0.0001pt; text-align:justify"><span style="font-size:11pt"><span style="font-family:&quot;Bookman Old Style&quot;,serif"><span style="color:black">Mahatma Gandhi (1869 &ndash; 1948)</span></span></span></p>

<p class="N2I" style="margin:0in 0in 0.0001pt; text-align:justify"><span style="font-size:11pt"><span style="font-family:&quot;Bookman Old Style&quot;,serif"><span style="color:black"><span style="font-style:italic">Lider politic indian</span></span></span></span></p>

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<p class="N2" style="margin:0in 0in 0.0001pt; text-align:justify"><span style="font-size:11pt"><span style="font-family:&quot;Bookman Old Style&quot;,serif"><span style="color:black">Legea atracţiei &icirc;ţi răspunde fără greş la toate g&acirc;ndurile şi sentimentele tale. Nu contează dacă acestea sunt pozitive sau negative. Odată emise, ele se vor &icirc;ntoarce automat la tine sub forma circumstanţelor exterioare, la fel cum ecoul &icirc;ţi repetă exact cuvintele pe care le-ai rostit. De bună seamă, asta &icirc;nseamnă că &icirc;ţi poţi schimba cu uşurinţă viaţa prin schimbarea g&acirc;ndurilor şi sentimentelor tale. Dăruieşte lumii g&acirc;nduri şi sentimente pozitive şi &icirc;ţi vei schimba astfel &icirc;ntreaga viaţă!</span></span></span></p>

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<p class="N2" style="margin:0in 0in 0.0001pt; text-align:justify">&nbsp;</p>

<h3 style="margin:0in 0in 0.0001pt; text-align:justify"><span style="font-size:12pt"><span style="font-family:&quot;Bookman Old Style&quot;,serif"><span style="color:#279d9a"><span style="font-style:italic"><a name="bookmark15"></a>G&acirc;ndurile pozitive şi cele negative</span></span></span></span></h3>

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<p class="N2" style="margin:0in 0in 0.0001pt; text-align:justify"><span style="font-size:11pt"><span style="font-family:&quot;Bookman Old Style&quot;,serif"><span style="color:black">G&acirc;ndurile tale exprimă cuvintele pe care le rosteşti, dar şi pe cele pe care le auzi doar tu &icirc;n mintea ta. Dacă &icirc;i spui cuiva: &bdquo;Ce zi minunată&rdquo;, &icirc;n mod evident ai &icirc;nceput prin a g&acirc;ndi aceste cuvinte, şi abia apoi le-ai rostit. G&acirc;ndurile tale stau la baza tuturor acţiunilor tale. Atunci c&acirc;nd te dai jos din pat dimineaţa, forţa motrice care stă la baza acţiunii tale este un prim g&acirc;nd. Nimeni nu poate acţiona dacă nu se g&acirc;ndeşte mai &icirc;nt&acirc;i la acţiunea respectivă.</span></span></span></p>

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<p class="N2" style="margin:0in 0in 0.0001pt; text-align:justify"><span style="font-size:11pt"><span style="font-family:&quot;Bookman Old Style&quot;,serif"><span style="color:black">Aşadar, cuvintele şi acţiunile pozitive sau negative depind de g&acirc;ndurile pozitive sau negative. Cum poţi şti dacă un g&acirc;nd este pozitiv sau negativ? Simplu: ori de c&acirc;te ori &icirc;ţi doreşti ceva sau &icirc;ţi exprimi simpatia faţă de ceva, ai de-a face cu un g&acirc;nd pozitiv. Atunci c&acirc;nd exprimi ceva ce nu-ţi place sau nu-ţi doreşti, nu avem de-a face cu un g&acirc;nd de iubire, deci acesta va fi automat ung&acirc;nd negativ. După cum vezi, este foarte uşor să-ţi dai seama care g&acirc;nduri sunt pozitive şi care sunt negative.</span></span></span></p>

<p class="N2" style="margin:0in 0in 0.0001pt; text-align:justify"><span style="font-size:11pt"><span style="font-family:&quot;Bookman Old Style&quot;,serif"><span style="color:black">Toate dorinţele tale au la bază sentimentul iubirii. G&acirc;ndeşte-te puţin: tu nu-ţi poţi dori ceva ce nu iubeşti, nu-i aşa? Toţi oamenii &icirc;şi doresc numai ceea ce iubesc. De aceea, ori de c&acirc;te ori te g&acirc;ndeşti sau vorbeşti despre ceva ce &icirc;ţi doreşti, cum ar fi: &bdquo;&Icirc;mi plac pantofii aceia; mi se par minunaţi&rdquo;, g&acirc;ndurile tale sunt pozitive. De aceea, ele vor atrage &icirc;n viaţa ta exact lucrurile care &icirc;ţi plac (&icirc;n cazul de faţă pantofii). Atunci c&acirc;nd te g&acirc;ndeşti sau vorbeşti despre lucrurile care nu &icirc;ţi plac, cum ar fi: &bdquo;O, ce preţ au aceşti pantofi! Este jaf curat!&rdquo;, g&acirc;ndurile tale sunt negative şi vor atrage &icirc;n viaţa ta realitatea pe care nu ţi-o doreşti (&icirc;n cazul de faţă, imposibilitatea de a-ţi cumpăra lucrurile dorite, &icirc;ntruc&acirc;t nu ai bani).</span></span></span></p>

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<p class="N2" style="margin:0in 0in 0.0001pt; text-align:justify"><span style="font-size:11pt"><span style="font-family:&quot;Bookman Old Style&quot;,serif"><span style="color:black">Marea majoritate a oamenilor vorbesc <span class="N2IChar" style="font-family:&quot;Bookman Old Style&quot;,serif"><span style="color:black"><span style="font-style:italic">mai mult</span></span></span> despre lucrurile care nu le plac (şi se g&acirc;ndesc la ele) dec&acirc;t despre cele care le plac. De, aceea, ei emană mai multă negativitate dec&acirc;t pozitivitate (iubire), priv&acirc;ndu-se astfel de foarte multe lucruri bune.</span></span></span></p>

<p class="N2" style="margin:0in 0in 0.0001pt; text-align:justify"><span style="font-size:11pt"><span style="font-family:&quot;Bookman Old Style&quot;,serif"><span style="color:black">Este imposibil să te bucuri de o viaţă minunată dacă nu iubeşti. Oamenii care se bucură de vieţi minunate vorbesc <span class="N2IChar" style="font-family:&quot;Bookman Old Style&quot;,serif"><span style="color:black"><span style="font-style:italic">mai mult</span></span></span> despre lucrurile care le plac (şi se g&acirc;ndesc la ele) dec&acirc;t despre cele care nu le plac! Invers, cei care se luptă cu dificultăţile vieţii vorbesc <span class="N2IChar" style="font-family:&quot;Bookman Old Style&quot;,serif"><span style="color:black"><span style="font-style:italic">mai mult</span></span></span> despre lucrurile care nu le plac (şi se g&acirc;ndesc la ele) dec&acirc;t despre cele care le plac!</span></span></span></p>

<p class="N2" style="margin:0in 0in 0.0001pt; text-align:justify"><span style="font-size:11pt"><span style="font-family:&quot;Bookman Old Style&quot;,serif"><span style="color:black"><a name="bookmark16"></a></span></span></span></p>

<p class="N2I" style="margin:0in 0in 0.0001pt; text-align:justify"><span style="font-size:11pt"><span style="font-family:&quot;Bookman Old Style&quot;,serif"><span style="color:black"><span style="font-style:italic">&bdquo;Există un singur cuv&acirc;nt care ne poate elibera</span></span></span></span></p>

<p class="N2I" style="margin:0in 0in 0.0001pt; text-align:justify"><span style="font-size:11pt"><span style="font-family:&quot;Bookman Old Style&quot;,serif"><span style="color:black"><span style="font-style:italic">de toată povara şi de toată durerea vieţii.</span></span></span></span></p>

<p class="N2I" style="margin:0in 0in 0.0001pt; text-align:justify"><span style="font-size:11pt"><span style="font-family:&quot;Bookman Old Style&quot;,serif"><span style="color:black"><span style="font-style:italic">Acest cuv&acirc;nt este iubirea.&rdquo;</span></span></span></span></p>

<p class="N2" style="margin:0in 0in 0.0001pt; text-align:justify"><span style="font-size:11pt"><span style="font-family:&quot;Bookman Old Style&quot;,serif"><span style="color:black">Sofocle (496-406 &Icirc;. Ch.)</span></span></span></p>

<p class="N2I" style="margin:0in 0in 0.0001pt; text-align:justify"><span style="font-size:11pt"><span style="font-family:&quot;Bookman Old Style&quot;,serif"><span style="color:black"><span style="font-style:italic">Dramaturg grec</span></span></span></span></p>

<p class="N2" style="margin:0in 0in 0.0001pt; text-align:justify"><span style="font-size:11pt"><span style="font-family:&quot;Bookman Old Style&quot;,serif"><span style="color:black"><a name="bookmark17"></a></span></span></span></p>

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<h3 style="margin:0in 0in 0.0001pt; text-align:justify"><span style="font-size:12pt"><span style="font-family:&quot;Bookman Old Style&quot;,serif"><span style="color:#279d9a"><span style="font-style:italic">Vorbeşte despre lucrurile care &icirc;ţi plac</span></span></span></span></h3>

<p class="N2" style="margin:0in 0in 0.0001pt; text-align:justify">&nbsp;</p>

<p class="N2" style="margin:0in 0in 0.0001pt; text-align:justify"><span style="font-size:11pt"><span style="font-family:&quot;Bookman Old Style&quot;,serif"><span style="color:black">Atunci c&acirc;nd vorbeşti despre dificultăţile cu care te confrunţi, indiferent dacă este vorba de bani, de o relaţie, de o boală sau de scăderea profitului afacerii tale, tu nu vorbeşti despre ceva plăcut. Atunci c&acirc;nd comentezi un eveniment negativ despre care ai auzit la ştiri sau vorbeşti despre o persoană al cărei comportament te-a iritat, tu nu vorbeşti despre ceva plăcut. </span></span></span></p>

<p class="N2" style="margin:0in 0in 0.0001pt; text-align:justify">&nbsp;</p>

<p class="NC" style="margin:0in 0in 0.0001pt; text-align:center"><span style="font-size:11pt"><span style="font-family:&quot;Bookman Old Style&quot;,serif"><span style="color:black"><img 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" style="width:307px; height:302px" /></span></span></span></p>

<p class="N2" style="margin:0in 0in 0.0001pt; text-align:justify">&nbsp;</p>

<p class="N2" style="margin:0in 0in 0.0001pt; text-align:justify"><span style="font-size:11pt"><span style="font-family:&quot;Bookman Old Style&quot;,serif"><span style="color:black">Atunci c&acirc;nd descrii ce zi proastă ai avut, cum ai &icirc;nt&acirc;rziat la &icirc;nt&acirc;lnire, cum ai fost blocat &icirc;n trafic sau cum ai ratat la mustaţă autobuzul, tu nu vorbeşti despre ceva plăcut. Există multe lucruri minore care se &icirc;nt&acirc;mplă &icirc;n flecare zi. &Icirc;n cazul &icirc;n care cazi &icirc;n capcana descrierii şi comentării tuturor lucrurilor neplăcute din viaţa ta, oric&acirc;t de minore ar fi, acestea vor atrage &icirc;n scurt timp noi conflicte şi noi dificultăţi cu care te vei confrunta.</span></span></span></p>

<p class="N2" style="margin:0in 0in 0.0001pt; text-align:justify"><span style="font-size:11pt"><span style="font-family:&quot;Bookman Old Style&quot;,serif"><span style="color:black">De aceea, focalizează-te &icirc;ntotdeauna asupra micilor &icirc;nt&acirc;mplări fericite ale zilei. Vorbeşte despre &icirc;nt&acirc;lnirea care a decurs bine, despre faptul că &icirc;ţi place să ajungi la timp atunci c&acirc;nd ai promis, despre c&acirc;t de bine este să fii sănătos, despre profitul pe care ţi-ar plăcea să &icirc;l obţii. Descrie situaţiile şi interacţiunile din timpul zilei care au decurs minunat.</span></span></span></p>

<p class="N2" style="margin:0in 0in 0.0001pt; text-align:justify">&nbsp;</p>

<p class="N2" style="margin:0in 0in 0.0001pt; text-align:justify"><span style="font-size:11pt"><span style="font-family:&quot;Bookman Old Style&quot;,serif"><span style="color:black">Vorbeşte &icirc;ntotdeauna despre ceea ce &icirc;ţi place şi despre ceea ce iubeşti, astfel &icirc;nc&acirc;t cuvintele tale să atragă &icirc;n viaţa ta şi mai multă iubire. Dacă nu te g&acirc;ndeşti dec&acirc;t la lucrurile negative din viaţa ta şi dacă vorbeşti la infinit despre ele, la fel ca un papagal, tu &icirc;ţi creezi singur o &icirc;nchisoare &icirc;n jurul tău, ca un fel de colivie. Ori de c&acirc;te ori vorbeşti despre ceea ce nu &icirc;ţi place, tu adaugi o nouă bară la această colivie şi te separi singur de lucrurile bune pe care ţi le-ar putea oferi viaţa.</span></span></span></p>

<p class="N2" style="margin:0in 0in 0.0001pt; text-align:justify">&nbsp;</p>

<p class="N2" style="margin:0in 0in 0.0001pt; text-align:justify"><span style="font-size:11pt"><span style="font-family:&quot;Bookman Old Style&quot;,serif"><span style="color:black">Oamenii care trăiesc vieţi minunate vorbesc mai mult despre lucrurile care le plac (pe care le iubesc). &Icirc;n acest fel, toate uşile li se deschid şi ei capătă un acces nelimitat la tot ce are viaţa bun de oferit. De aceea, se simt liberi ca păsările pe cer. Aşadar, dacă doreşti să te bucuri de o viaţă minunată, distruge barele coliviei pe care ţi-ai creat-o singur. Oferă iubire, vorbeşte numai despre ceea ce &icirc;ţi place, iar iubirea te va elibera!</span></span></span></p>

<p class="N2" style="margin:0in 0in 0.0001pt; text-align:justify"><span style="font-size:11pt"><span style="font-family:&quot;Bookman Old Style&quot;,serif"><span style="color:black"><a name="bookmark18"></a></span></span></span></p>

<p class="N2I" style="margin:0in 0in 0.0001pt; text-align:justify"><span style="font-size:11pt"><span style="font-family:&quot;Bookman Old Style&quot;,serif"><span style="color:black"><span style="font-style:italic">&bdquo;Atunci veţi cunoaşte adevărul</span></span></span></span></p>

<p class="N2I" style="margin:0in 0in 0.0001pt; text-align:justify"><span style="font-size:11pt"><span style="font-family:&quot;Bookman Old Style&quot;,serif"><span style="color:black"><span style="font-style:italic">şi adevărul vă va elibera.&rdquo;</span></span></span></span></p>

<p class="N2" style="margin:0in 0in 0.0001pt; text-align:justify"><span style="font-size:11pt"><span style="font-family:&quot;Bookman Old Style&quot;,serif"><span style="color:black">Iisus (aproximativ 5 &Icirc;. Ch., 30 D. Ch.)</span></span></span></p>

<p class="N2I" style="margin:0in 0in 0.0001pt; text-align:justify"><span style="font-size:11pt"><span style="font-family:&quot;Bookman Old Style&quot;,serif"><span style="color:black"><span style="font-style:italic">Fondatorul Creştinismului, &icirc;n Evanghelia după Ioan 8:32</span></span></span></span></p>

<p class="N2" style="margin:0in 0in 0.0001pt; text-align:justify">&nbsp;</p>

<p class="N2" style="margin:0in 0in 0.0001pt; text-align:justify"><span style="font-size:11pt"><span style="font-family:&quot;Bookman Old Style&quot;,serif"><span style="color:black">Nimic nu este imposibil pentru forţa iubirii. Indiferent cine eşti şi cu ce situaţie te confrunţi, forţa iubirii te poate elibera.</span></span></span></p>

<p class="N2" style="margin:0in 0in 0.0001pt; text-align:justify"><span style="font-size:11pt"><span style="font-family:&quot;Bookman Old Style&quot;,serif"><span style="color:black">Cunosc o femeie care a reuşit să &icirc;şi distrugă barele coliviei şi să se elibereze exclusiv prin puterea iubirii. După 20 de ani de căsnicie abuzivă, soţul ei a părăsit-o şi a lăsat-o să &icirc;şi crească singură copiii. &Icirc;n pofida greutăţilor incredibile cu care s-a confruntat, femeia nu a cultivat niciun resentiment şi niciun g&acirc;nd negativ faţă de fostul ei soţ. Nu l-a vorbit niciodată de rău şi nu a emis dec&acirc;t g&acirc;nduri pozitive referitoare la noul soţ, perfect şi minunat, pe care şi-l dorea, şi la visul ei de a călători &icirc;n Europa. Deşi nu avea bani pentru o astfel de excursie, femeia s-a &icirc;nscris la una şi şi-a făcut un paşaport. Mai mult, şi-a cumpărat diferite articole de care ar fi avut nevoie &icirc;n timpul călătoriei.</span></span></span></p>

<p class="N2" style="margin:0in 0in 0.0001pt; text-align:justify">&nbsp;</p>

<p class="NC" style="margin:0in 0in 0.0001pt; text-align:center"><span style="font-size:11pt"><span style="font-family:&quot;Bookman Old Style&quot;,serif"><span style="color:black"><img 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H59aacliR/nijJyecmgMOeT9Pxp6kHG48cU7KkEDPT8uKUPweeKU456j2/GhDk464NAIIGM9qXg9jjn8KcdvBB/zxTSQDg9f/r0pYZHUjI5oA+XNA2noe/8ASmlRgnvTWCsx4Oc01R6H05oIzx7dPwpHXktnGKGwMYPf+tBUHPXH/wCumlQM+/8AhSMRwQSPb15pMZOM8f8A16X+H7x7fjxSJ0JB7dD9Kbglicgc5pxBxnIOf8aDnPQfh2603GW6gDj+VKH7Yx1yD34pVCn5h+X5UDgkFemcj8akUDIGcY6mjZuXccAdB70wrnpjP/1qTkRuw44x/KnKTuwlPMmBwOcdce9Sxsx2jLdz9avmZY9sa8t0IK81KZcsIljyD975RirCuGi3P1X5duO1ToyMnyjAPerKuM88H1qXcOgNOBz3pfoKQ8Hijp2zS9KT1oOcYFJj2oxkGo3UqRwWpCzsuQo6Ypdkp5z+tWuMCsbxBKfKSFcYOWNY9tMYZXZY9zbSR7Ve0IZWa6lbJzjcadaag+oaqVSQrDGMgf3qv31y0TRxRrmSQ4HtTy4t4gWfAUZb3pbO8S8iMiAgAkc1gazemS7kiDEIo28d6zGHqAM5x70q8Nx83r7UiplefSlVc5JHJHb6UpGB056/SnKO+MDv+dKPYcdqVV46duaUDKng45xSg+uKBjjik3Zx8uBmjpzjBxR1OR0yaeSM88HtS/KOMDOaYOSOPSkbp65HSlAyMluo7UxlOOhOM8g+9N/hOVP0pA2QuOpAoz3zjj0pxx164NMwS4OD2pmCOg4xSnPBPPPFA4PQ56/rTcDI4OM9aaMl/TI/Pin84yTjrxSE5wc8E9aFYAAdcf40HsQB1H4UvJHbJ7VLGFZ8SZ25PI6gVI8RVGeMhh6io3OevQdqi2kck8gDB/GnjmMgY5IB/WlACxj34Hr0p8ELzyKiKN7ZFX5IY4Y449uZM7SR255qVzvv9qrwFx0qzbyQ4ZxlXI4BqXZGzbjkE+nenqhAznggdqcF5yBu471aQKq7jzUnBAoBbpxS8ml+lB657Ugp3amkkAetGeaimbHPJ54Apkc4AAdTjp0q0rrtHXpTPJycuzN+NNe1hcEMin6isXUtKMCSTWx6jlfasubU2j0xrVV2npuHpUnhcf6XIxI+5xVme+ZdTMpGQnAWq9xeTXLPvYbWxwOwqewlkgKRqfllyaz2Q8uc43Ec/wCfeowueAev+FPHfnFIVP8Ae59vrSKmQPmOKCG2/e9ulOCnnn1/Cl2kHhu+f1pwzyM/5zSYbGMjtSBSBnHHenEkZIz1oJPr07H60gBBwTxQRluG5OKUDvnjv+VKcYwMH0pMnHA5GaCQMbuOaYCA4GMEjr2pSeTg8Ht+FNJPrjnP8qbyCBgY/wDr0cELleOnPajtkfnS5IHTPX+dN3HcO/vSENgc/wD16UsRnn1pGYsRx7/rTQR3Xgf40oxlcAjpTCRjGD0o3Zz174NLzkknt/WlTj1PP5VIGAxnPOKWOTAGCc//AFqeWSUj+Bj37VHMhUHPvyOhqwcLYIWxgyZz3xTGYSyh2xGCOpHp6Vb0ySOK8G0Flxwcc9KsmKWa486QeXGGJGfrU5xvLRAAMOSKZDGoRcnLZNXI9ueRk/SpAcnGP0qVQMDAwfSl3+gp6t7cUv8AEOaeKAKO3vRilpp6j1pD09TTScqQF5pjfJgqByeh4zUu8/3R/wB9VKSKTqKa6hlIPNcNrESx3syjpu7UmlXi2c+5lBJGA3pU0qsGBZ1beScrzQUKsBjDcY963rOO0eKJhgtGMD2rKvYAhbjBVjkfU1RAX+HsRzSqpHHtSngEj0z+lG7AJ7//AF6FclsYwM0/OAPwoAyOvalJFNzzwpzTl9OTQXPp26UE7gDt6ijq2Tg/SkxgHH5UqjB6/SlUE98euammi8shd3BHXFROiqpYSAn0pgOOO2aU4Hp2ppwBjv6UHafTik+mCeP50h6Yxj2pCByc8/8A1qTgZ6EdaUBenOAabtGSTznFLhR9305oIjyeaadmCA35U3CZGWOOlKFQADrkA0HbkHAHXAxThs6557nFOG3GNx4oGz+8etSoluUBZ5V7H5antvJO5VeR1PXKZAq08VoLfCls7uN3aqE8UYfLvIDnP3f5VJE6xkeXLIMjnIp4uFLEOWc+9P8APLoGD7VzjAHSrEMiMEBbp3q2nJ+YnHY1PGVOecg1PEcnOevQUj9eBzmjftXtmnRsCMe1SdRntS/U0DPpS0H170mKbtx0o6Lig/Mo6YqMxgnOT+dWe9IcdKTtXKeItOlSZrhAWRuuO1YI+9jHtWnYziFWym4suASOM1fhubUQgypumUYWqQIDcZBznINWLjUHuIxGyADu3rVUKpzgEA5zSfxFScihU4GDxigLng9MY/SjYAQR1pV47UowT0wO1AAHvxTTyeM9f6UucDJ657UYHXPt+tKAM9ehpo4JxxnmlH3iM0rHk+1Lv9T/AJzV8PHKGLDKsuQR2qi6FGZDz9Kaep469/woI9fSnCMeQ0mRwwFRZHA60hOcjnp0oYDpnvTMj1JJAoXGMAnpSk/gaCR6Y7/rS8E56g9aaVUqB0poA74z7fSggdcjnmkGAvXj/wCvR94r14IpdgAPvQSuemf/ANVSlPM+5ER+ualCIsZEkmSDnYvWrFlefZ0LtGMbeMdKqec00jCRuJTg+3Wn28F5MvlLEXUHAJHT8atnSZkw0kir/s9ag2iOU+ZyOnFSER+WRHkdDyadGpMi4GAfQda0RJiTYqN5a8Zx1NWg2CqqBtwMml3FTk/dx2qWBgxZj1NKyllOBinxqAgGPzqQYxQP0ozilpaTHFJikPfmmlD3NKI+O/51LVUtm4565xVimugdCrAEEVz6eHVMMvmY8wsShHYdqzDbyQSGJ12kDp60wbiQR29e3FP9yecdaFHPtnp+NIAe7ZOePak6Esw/+vSngY69aRTzgckYoPA96ATj37flSHIPHejICbSCfmpsbqTx14p2/wCQkDnH50qnrx1NADc9OOf1oG4MQAMdOtC5HBA6Ck3HOOORQSef0NWrVzsww5BNLdRFlDjO4fyqmgYKOctThuJG3p3/ACq3bI0ltNH34I9+9UWBGMDB7jPvTSTnjBX3+lKTwMDnGTRu56ZA/wAaaTt2gcHPSkQkjtnvSufTpyBTgcLkdc/1pCGOBg4z+XNNHGeOmPxoIwoOO3SkwSSBkdeaUnkkgZA/PmlOMfU/iOaYVI2t24/GpxIRCdu/nqfwrS0pIYLRrmUDe/Clu/FZtxKjJsjGAM59z60xJSgOAMjvV8axchBtA2jggd/emzapcMRtAGT0Ayab9o+0A7hg461MoRghycY+Y0rBmdXjOSMAVdjlZLclk4Y8c1LEwIxgk9SKcHLEDyzweM1LZyDLL6dQKugADPPNKODzSclhTs4xRS8Zpcn8KO1Jn1oHNMbK54yv8qha4KsRg8HHSpS0x4Mf45rLaeT+244T06kDoOK2O9Heiqt9ZRXSZIw46GubuIGikKOMEfrUDA4wop3I/Ggd8LjHb8ab97j/ACKUqPz/AMKaVXk45FJu5wevSlJGB+FNIO3g9qRj8py3WhF2scDqKeRxgfSjDEfhzSc8ADjBpSQGJAGaAWI3Fee4/Ghjgrjr3pof5eV5xUls5DFSvDdD6VfjzJGAeWj7f3l71RkhaNyuPl6g+1MQNu6Zx71csWIlIxxwaqXKlJ5FI4BODTMHBOATTCCcKBgY9aXnB6ZpCM5/z3pAoDDDdKUA5zmgDCHDcYpSG5wfp70m35W5/wA5pRhRjORQ2Ov0qPBY8enNPJCqD1NMfk5xnGfwq1DDGbVnkDcttXHTNWg/7nywoWMDaGb07496jl+wRRsqK0shGAx4ANUUTMTEdhk+9KBhjk59qVk2qcHn+lSRNtkxgACrMasZQkfpUvy4ZAcE9Kn81nVUbjYMVJG4Ugg/n1PFTR5kOQSM/hV+GBUwRknvmpgApye9ISOlGSM/Wn9uaTPajPtS5oJ5pjOFBJphlwuQf0oR/MwD1/nT/JJ/hqdjgE56VyNrO0mtecSeZCPwrq+o4pD0yayLjxBawTmIZbBwSvSpYtbs5eBJtJ7NVDVJoZ5QY2DNjBrOOAxANIgBHUbgKX2PPWgDJPOKToMd6TsQaYR39+KdgBcjGfT8aTADjn5TSbARnIyaRAOPn/X2pWYhs7xj1oOcqQevH604AhvmPNNY5ODjgdKdg9RighiBjFJjPA96VMoAT6g5q3FOVdXVTgc1LdReYgaMnDDKf4VQOQMd8VZgRkVZgcgtsNJdISVkyOTtP1qm55bnilA6HikJXt3ApmcDrnIoA54p2Pb/ADmlGAOT+NBwenOetIFHfp70mfm6Z9qCFX72T7fjTS3HQYzQw+Tj0pDk46D/APVU73TNCE4AUcCo/McrgtwD0pr8HjoP8adESdyDADDFNHOAO/WnnB4Hp/SmKTuPckda1YFMEKMyHeOG+hpkkRRlkYHDHjmnJK8g8qJMg8ZNWYImM+d24qMHHb2rWii2BQewqY/1qJvm60jPt75PpToZCWqZjlSBTEOKeM96RuDk8UxmGTk844qGRiThe+aRiYwQScCnWxMqq3TFXADgVX1ObyLGR+5GB+NcnEdsquDghs49a6O01SCVQrHY3o1O1C7WKxlkBHCnHNcESd2SeSc1PG4CjgnH+NWraZm7VNnfznFL0I46UpznAIpN2TwOAOppGHfPPOKACfvUzaVUZ596cwBXPOcdKZk7unBFOCDoRxmkRFPVRkYo2DBGB06UpCg7cY5NOKrycZ5pdijnHI9qAo+9jjikCCR8AcnoaHQRSHPUVYnUSjjqRke/tUUIBBXoV/WrdrKrxGByFwMqc9DUEse4FwBleGHofWprTbJbSxk4OQwpXVWjZcZPUfWs9enIAzSkgDHtTGI9MUm72pF6DI5NO9T0PNIPmB44oI247emKMZ6/d9TSbtqgqOMfjTWyc/LzzR2PH1pWBIA96aAvHBzmlAGOgo6npj/9VEnsOxpoPOcd6T3HH/66eCOOepqS22By7jIUDjNbVxeRfZ45E2ktgMPf3qmBIMMzFgTxxwtSxI7SsqAovrWjZoIxgdcc+3NWmcL3qvNdEfKD09qRrg7eD2pyNuOc8deafEQp3elSLIfNAyAtPWQF8e1SZzz2psjcj0qJ+Bgj8aYmWYAZxnrj2qK9cj93gBsZzntU+mZNvnuCRV7NZPiJytrGgYDJyQe+BXPAEEnj6elDZVcZ6d/xqhdTOz7S5K8cZ4qtngg06M4U1atmx6dquDjp6U7PPrnvS9M/WkIyMigBtuD/AJ4pMfl60hHseD/Wkcfu8DIJ6mmLGQv3scU/Bzgt09qCP9rP/wCunEHAGSB6Gmsh6juev4U/DBeeeO1OzwTSY9+2KIiY5F9BUso3cN0P3T6U2IbgUYcoevpmo2+Vy64z3x/OlyM5FTI2cFeT0Yeop0eEYuvMb8f7tOlfHzg9gaqTlfMOBwcHFQNnA5AOKYcnJJ6Zpxxnkkc9adghMZ5z/WmgcE5/WlVc55zxSt8gPc8556U0k7s5pSGA+9zSDJ/i4ppzg+9Ke3PJ9qaflUZP+c0gJyAfWlTIBO7g4zj8qXncxzjA7/SojuxnPOKeFYox3dPanvHIhABy2M4A6c00q659W4OPSlG9AV3EKcEA1ftJmfy1IL54x71qZ8pcy446KtIbpXcIvyr3I757UszMkeVYDHY1WUnzCcjBGRxVlwz7Ezgkj+VDBxLwf3Z74qZGI68DJpsrkOG/hHf8aesvKsOatRyZ4NKeUbFVpXO8nsKZBMFDHJAGMmo5QZHDMR+H0q/YH90fr/SrJXJzWN4iGZIVz2NYJ4kOG7U6ZgELE8elZUpy+7p/+umEZPXqKkC/uWYdzTkJUjPpV9TubAapByoAPpzTiSCeKOcj60E9Ow4pFBKnnPHFOCk5+fHNNAyPvYo2tx93PpSLnOSQQcUMT0AHINOJP+znPWmbiWHOKcpHTH5fSlzyRz0oPIPPrSHtznBqcgSRBwenH402JgD1/wDrj0oZcMxBBH86aVG1gPrimZKnjAOf609HKnK4BP3l7EVJN/qA8ZBXp7ioLoA7SMAFAagOOmc0hznjv/hSkZ4xx1/lQVbP0Pr70uwDk9cjilOSpGAAR2pDu49/8KacnIwfrS7SegyDQA4xx2FJ36nJ4/SkOd39PwprAnOT603BJ69Dz+dSspJ/dxsEHQ496Ty3xkgjp2600QSsANh6dMe1TRwSoyuyMFJG0Y6nFX/sDlFYjKAHcR25zg1QlyjElWJOeccfhRb2st1ICqtg8E1rl4dOhVQhabgHFVWeWVmO7Jx2PFEbnI+UcHn60rtiQMWLD+dXISp8uVlxn+GpLdi8jFuMHv6UvzANnjNMD71CsSGz60kxIZlJJHOKeitwQTweasgspUnvgVNC+Syn0rNupJUlZQp2huSfcUwrIJSpJCj071IzbUOM7j9eK1dPObRD3I5q2OgrA18ZuI+egrDlUHrwcYxSFg8JwD05/KsyT75H1p6oQAcZwalYYhUAYzTDnp/npVi3k5x+vrVlCAB0NOJ3Z9DmkHB6nHpSgfLgn8fxpqoQfvGjILFQ+W9BTyR07jNIDjJ4xQA3HSkyR6Gm4J64I604rznHTPalCEc7u/SkKkr1GcYFIA3AJB9aeEYgkD5RSoShIJwpOTinFMf7tPiO4eW74bs3rTCrI5DEZH6VDMDvPQZzim5+YgkZNJC+zo2cgZHrTpSjQqCOBkY9utRN1GKAD9fxpQrEYJx+PtSliOB0I659qYRnPbHv70oBDFs0AZwCxzQoORk57fpRngfMaRm4wGPGf503JXnHfv8AWkJ+bAP40mTxnrkfyoGfbp0qbzXizhyDg96Z5jliWdvX6VMiySyYJbjoak8xIAgly5QYCA8D3JqzHdSufLRgD96QdAB6VYXT0uSrFm8teik8mozLMkhjt9qqRtyB900T2qQ73lm3Px1PWqI34HJVSN2P0p8R3yITwex9aTcVfJ45qeOYlvlyTn16VoWhDxu+MetNnO1go702MF51boVHPvVSZnaQtnjHT0pySzAKQcoDir37zDMW6HgVatAf9YaznkzJIWY5Y1C8sjsGVTt65zQkjeQ5ycYwc9TXQWKCOzhXvs71PuxxXPeJC32iHbxlefzrHcsSM46+vvUYO1TuYGqIwzn0JqyuTEQccD/CnsBjHuT1qKQBXzxjjpRGcDOfpVtSAOPU09Tg8ilA6ZowMfLnAzS59OuaaoQSNjqevrTgc8dv/rUp5BwecUhPH3jjuaDwPof603Prj8KXIbJDY/8A1UpGATuPrSLgkncff86X5cj5scCpSA8EZRvmTOaiLBwA5wf7w/rUoGY8b9w7MO1MIwwLZH9eaUEOMO3I6E/Wo3zyj4I/hPpxUJJHPDA/4UfwkgD/ACakTcUKbeRzmo2IYDHBA5FOBCnI5PNIM7gcjrSc98HpTGGSR68fpTgpzyeOvH4UuBnOeRxTgAO3Qjn1ppXjjI9qQ/5/KmtjH1GeaQrk9uueKcFI6H0yfxoCKCMnJpSmQCevpT1iLdSAMVMZW8kYPyDqPWlijyzSbVwnAB6E+tXrW3jhUeZguTnk96kvJskIzFFxliP5VUF9EqkIpIUDb/jVIyyXM3mOxbBBNSyMzSFMjnk+wHOKUzLLJuI2ouFUDrUZ5UZPHapYm5JIxjr71p2ufs6npz0preYZ85JxzVeadVyuCrEckVAp8xGB5C8fWrdrBnCdyckZqyX33Lx/gPpVgy/Z1VGHLH1rLvJAsh9d54H0qNXY2rpnBByAB2pkXyhVkHzMQcZrrUGVU9sUpTJzWB4jw1zCCQWwcLnmsSTqQDzjt2qGflDjB5NVIsBv8KtqwXAAx9aUuznjA4/Piq75J5z0pYz84XtmrQO4cHk04Nt5Bz1708NlsYFCnOM9eOlIVyd27IxSjHmkH7w6CnDknJ6UfKFHcHpz1ppYnp14pcnB+lNZvm5ODnjBo3d/pn2pobPGSM9M9+KQN2zyRmpVDHBABzkfrSowEwBYrgn3p5jR3I37G9+lBR0C4ORxgqetOjn4CSoGHWmzxIQWif6huMVEu7B4yoPAprJxnpjuRTI/m4POetWo02PI+fljyce+eKinGXyQBk8e1RqMHAx/kUnI7/8A1qCSDikOdxpSTjGOemaAQcdRn268U7nrntwKTkjHegr05+tGznqPyppUCg4PfjPHFOKZBJxSfKOAemefxpQ4Ubu+R/hU0BjIO9idxxsHGfxq7BIkKE/dH8PcD3qtPe5yITzj77dSfal+zSG3E08mC33UPUj1qusIEwQP8pXJb0xREGUqwUAfw/hTbjO7jjI9KIydwxjOadllc4A681Kx4QDJ9W9Ks212Y1Ofmx0pftZaJvmGTwMVUx5hGWxjPXvikZmXgcA9asQEmJHRyC2QBUyybLx3blg2AB3pt/csxh+baT8xqOVicMccH86rRu5dlUFQfvZ7ipY8tLEi5bJAFdigwgHYDFPGMCuc8QhTeREgBh0bFZJT5uuCf1qvMq+WCzZJ7CoIlG/rjg1ZCHbu3fgajdgJOuMjGB2qJ+i85z/hTVOHBGfWrER5HP8AnNOG4DHAPP409dwxwPX9Kf39DThgECmKPmLcZIFO6dPelA5x1xSEDjGeP8aBnGB3pmMKMnPf6UPwvJxyeR3qPOHAAOQR+FPAOAfQUq/dU557/jSKsjE7eeO/arCbiQsuQSflY9MU14XiyD7dPrUTMwbAbIx3p6SAkF41YAd+KtoA8XCqATnjtUqwq4O4D6VDeWYghBjAKnHPcU1R/oUrf3iOfXiq9wRgEjnA/lUCkBgT2pfTdjNJjIyfT+lJ0J56g1Jjnrxmm44UDtSoDkZ/OjOBTSeePelyQeueefzoJJIAB6/1pBweTk8fSkJyDnpj+lI2SSO//wBakbHIGe+atxFIY97ffbgD29agaRmH3uD2/Gi32+YpbG1eSCetLdTyXEgdjzjAHYcU1XK4J5HORUqyBASOWPAJ7CnyqhCBG3ADlsdaiiO1lPX5h/KpYkWYEiTac8g0xhgnB9v1qRANi4wMd6YZBwQMHPBFRyYRmJbpnIpyNvIDDJ7fnV/aqToCMKFGMU2ViL8kA4Eucjp70y+jeSES7sKPXvzVaZlyEGcA8iljYDlslRU1uwN1HIR91gTn612KMCuQcignnoaxPECgvE2MnBrFYH2Lfy5qnMACOufX8abFjliOQRjNWgQSik5J6HHAqR4VHOAetVZoADuwMAjIFRBAVHPIqzGFwxHUZpTjdkjIzSjp1HpSck9Tg54qUAZByKRh2P5j60gwABnjuadwOR2FGMZ75JpMAcg9P8aTHA4pr4IKngZ6fhTDlDnHGKGZs9AKfjCAcVb0+SFHdJhw4xuptzBcWshz80R6HqDSG5+QKwUqe2MVGfLJyCQfSoz1AIG0d/xq7A6+TtVSXB61LCQjMefm6j0q5FtngKt64NR3sISz2qAFB4rGuflbaPTH6VFgFuDj3pSQOT64/WgEYABFGM4HBH/1qXcMY7mmnpxQGIbjjnp+NGeg6ik529M57fhSEYQ569cCnE/hSDg+2P60pz2po6A89s0+IjeueATyfQYprkFiVPHbNNBOD260vcf570bRnj1pV6c+1OT1PpU6YKMB65x3pGjxKgGcPjafTmlaJkHlgHPf2FKjRoTldxPY9Kkf5rfAwCDnI9KrLgSLx8p4z3HvTrqNUuSoG4DHPrTV2swKcEUkk5laNTnPTP41dMM0j70YhN3PPfNPvFmuVWONCI4hgt6nHWsg/M5POCOD+FTPc5VFUKMCkQsx3N0zXbW7ZgjYHqoP6VLuFZHiEcQk+pFc8+4+v5UyaPLDByaVMISCpIxT4vX+7xj1pzM0gAIP4dqik3EMMHAHWoP4cYGSf8/zqSNgvGfSpiwZcHjINICOxGc00AEryR0qRFA5zzjpQ4zwD19aNvrT8Zz9KaPmUDsORSMQFJ74oBVkzkkE5+lDckZ7dKTCn5T+P5VGEyx5yMU/OQMjnmnRozNhVzmtCK48iLy5Jldf7rDNNk/s+U7lLxMfbiqogj3N+9MgA/hGP506JUaUZUDHqc5q4OmBx9MU5FywAPXvVi3hMbux70+8Aa1YAZ6VzszbpHPfcaYhw2DRndknPTiglQx7AdqVSDknp2NI33selIPXscUisM9eaeQOucCjftUY/OmLySDwT+tCjjpSZGffpmlLfUe1P7H15prfJx3zk/SjYD3xTRgLjPpzQDk4HTH9Kc2ccUZ447U9enp7U6JXLAICWPpWhZtGpCzoGbcOnUUy5ljkdztdVyeFxVePyAucvn+lPTymcAF9p9ewqJtvX+HtUs6JnYCc+tQxQAyE5xg9KJYUW72NJjG0E479K0LotBEkcTnDd8d/Wn2m2TTpvPkOxTwBx9KyIGhjhl8wEv0XPQCoY1AIIyeRzipGYDJY/N3IHFddpcy/Ybfcw5XjJq9vQelY/iMHbFjnk8ZrCbdkDFRvHcxhXMThCAAcVIgZj8xIJzwaVFCZKjr1JpSCBz/nmo+OlVyCN3HTrQrAcYHT+tPU9vwpQAcdeec/hQrFHAxzzwakU5+nSkYjI9cUBgUNKpypwxz2pVBUEnr+lDYI6cU1FIXdxnHFOYbTgc5zSHHX0IoXjHHPTNLG+xhvjDD0Jqy2J1AibaD/AAkd/rUb2kqNltgz/tCo2jUADzB+FCxEgsDnB7CnLv34KnoPvVpRHMYAXaVxSR5ebYFJ55I7Vop/qxx3okTKMBjJFczcjbPKMchjUQGeR1+vvSrgsARyf/r0mOuRS/wk9+cUhYhjnp/+qkG4gY6f/XoXtgZNAOcHvjrSN0Jx68U3nd0xz+VLggfjx7800A7vpjipADt/Cnxg8lsY7flSONxJJyeaDweKjbIAGMD/AOvTEb5gPepV5GfapGjI2+rDP0yKkSMBS0rbeBjjk08vwqRZQZ59T9TQo/exCMZBYHNI2Y5HKsTgn8aYeoGMe4pSDnqCc8mmKp2YYHHb2oTIkIySeefTitC1w6qTjIYZPrWfsaW5/wCB8H3zV/UkeNBEBk4556ZqjBObaGYFfMDAL14FRLB5ySuzgbOQPWpFiEUYf1HA/GoyuMk5Hsa0E065nfT57bBRACxLdOfSuoIOT92svxKQsULHODkECsiwZTdxFh8u7FdYqKVGQCKq39lFNCxCDeoyMVzJUhyOmBjFWIbWabIjjJGetJLp91G3MRx2IGaoTRSl2UowI9R9ag2scjg4qYA5H+e9SKoCnI5xQqAuCQcHp+VOwOeMc0zaM4ORj/GnKuBnI68UvOdwIyR+fFHAXJPBP9KUEcHcCf8A69B547enrTW+717/AJcUrfxH07mhjnkNjHalhQyY5z6knpzU/wBp8hNluF92PU1XZ2d9x78/pS7GYjAOcdaVYmyRk9egqysKom1xlvrVlJ1C4K/l3qazbc0kmCAT0NW0PY807HFc/q0YS9Y/3uQKpAjBxx15oXbwT0B4pob5hnv/AI04nP3ehzmkGAeeTjp26U0nIOT0zx6UcAjB/H8aUcD39KQnK/e7/lxScZ5OTTidxPpmmn03Y9/xqVTzz+X404MCAuBxSdT06f4U04/T+lNY4B5zgmlUKeopwHP9fxqwsyKo2rufAGW7fSomYsSSSSB/SpI2CcsAx96nibbIHXBGcADtUEhG5vQZwR+NRE9+uf8ACjOO3/1qcjlTgZxnr+NIr5cjsccetWIrgbXU4ACnbj6UlocSAgEIOXJ7CrOqMskAlAbazY+lZbSKkbARth8YJ9vSpY0CYLHqASKiuZWkkPpggD0qMDIyTwO9dbow2aVEQQBySTVVvElsrECGZgDjcF6+9W/EUZktUCjLBs4HpXNhiu1uhHNdjbNvto2PUipTist9IRrsybv3Z5K+9aKIsahUAAHYU6oplj8ti4GMd64u4EYuJNv3S3GOwp6v6EnAz0pVbdn5e54p0bgnAPTFBIAJJJ9R60HGCM/j6UhK4Y5PHfHvS4wcjlfQ9qY3zKBwTwM/hQIwBnOG9qe5GR1PvSEZXoM00nOcD/OKduHpzj+lPjl2KU2ZU5yM4oCKOdrBSerGpY7mO3UhIwzn+JqI5LqUZDHaOpzipoXKLgJ+OeT+FOzufOOO9A5PA5PvVy0jYB2boelWlGFpaydZjzscfQ1jk4AwAcn19qBgGnYUn25/nTSRkAccilbYDkk4xTGYHp68flRgFsnjinZQHIPB/wAaaQoQc85FIAN3t/8AWpRtC59f8Kc6qRxjOKUYHPvQq4PNLjkcjFCqMU2RDtO32/lSRrtyDycVISCx70Drn0/xp0ShmOe3NPVtr8Y9f0pUx5i7flJ/xqGQnzG479PxpAM456Y/ClOcfhQQ38OKZuIOSO3UfWkjPzk4PHY1aDGJVjIxuI3/AOFWL+V/lgOFjccH0PrWbcQtG6Lv3HHPtzTVDBtp/P8AGpDHu6j/ADigxDAweCOla8gnk0WO1gVizclu2M+tRxyusaqZIQQAMF66PIknc9l4qG40+2nDF4lBI60zTJIzCYUk3+Uduau4ooo4xWPrl6gtzCjZYnnFc2enAIOR/OpE3EevB70EMGOTjPXn2p4yADnGP1p5BbqcGmqflwSaQsemcjmgs245ORTVGE+90pyhsKNwprbtuO1HO3gnv/OlOPrzUe45wenFXoFCQpJGnmOeCTztqvslkfDAlvQ08hFI/jb9BSGZxJlieD93tRG4E4Ys2CeSetXxgn5D24zSbPm3ZOauWTN5WCvy54q2HzwAfSlxzUNxCJoWQ9+lcyUMbsrdR/jTHwANuDSAEe3/AOqlAGD19acRnOAOKi2gnrxjmkVSSOelOYjbnnJApNvPXOKTHzHHHPT1pVHAHQUgBJwB3HPrT9xPTsKA2c/X+lL1zx0p6gDk5+lMlbGMDBpsRJPJJ/Cn56igk9s/SpIn2cHoetI/BAxyvf15p0L/AL+IsTjcKZIfncg8Z60mcdv85pc47d6QE469vzpD6djmnogGXYkgc/U9qYpkkcEnknn86s3shjuiGbeBxz24qvdyGYCRVClVAb396jAzznoe1Sqepz3/AC5pQD/Fiun0ra+nRBucg/zqU2UAJHlR8f7FTQsPLMp43cmsPVNYkO5IflToW7mqvh+58q+2MeJB+tdXn8qo6jqcdmuBh39AaqJr8e354mDe1Vb3WpZQUh+Qdz3rN5ZiSTk9c/jTJGG3jk0kZOSf6+9LnJweuKeODx+dSbizEnOc80qj5cU0KOP8aUqCCRUZXDHg96Qp8w29M/1owRkA9BSKxxjHrTiwPU0BQXIxz61NBGzOdpKgDJ57Ukkhb5FBC/qfrSbAAS5wPbrTWYZOwdupojUyyFV6559BWgsRRQjdR39afE5R1BA5POavqRkr2pwI/wD196f7mkPpWFq8Hlz+YBw6/rVHIPbFInJH0GacB/h+lIw+XqcVE3Q/jQOHxnvTtoxw3+eaawIAH6/hQygLkf56UYzn6mnAYXOfmz/Wm7QP5frTkGRycdKTJ3AKMe/rxTh0z7dPwqMuSfXrTiCDnPOf609ecnAz7fWgDv05GPypnY4POKVpOoIPUinR7d6gnA3D+dKwXc3+fWmkDB570pIzn/PWgjA/pTEJ3cck4x+VPlkBjVAB8o7dzRbshnAkztJOcdqW4U72IBOCDUG8q+M/KwwQPSpmjWNiAeOoPqMUzcCx5PTmpMgnj1/rXVaQpWwgBH8NXjnJ5H5VFd2qfZZQoI+U4GeK4u44U5GOOBUlmqtbTlQfNT5lYdqlk1O8kHlmVgMfwjk1VHmOx+8z/n607DE4IIPGfyoXJLegHNOxljg+tNY7F4GSQD+lEZDAlhjpwPwqRgFYEn/OaABheemKU5HNKjZJ47nvTv55/rTiCBjPNMYBu4460zJJ6cUjcNgDj3+tNGBjHtQwO09OlOOeTwOvP4UJK6SZVsYFWonMjMXYKFGePWonk8xv9kdAaRImYs3GwdT+FBlKkqi7Uzz/ALVWfPDZIRmJbuelOdmT5iMnNaFtMkpVweozjPSpxInmbcHJHpxT88UcZNV72D7RbNH37GucljaNyDww6g/hSKPm68D/ABpccjnvSHOAO9NcZBxzyf5Umw569ef5UuzDY6//AK6Ug8DHTFRlSRtHHH9KcFOT7/4UnckY707j6nP9aYCePp/WnKCCOf0oAwMZ/wDrUY5JyOfb2poJO4nOPp9Kfg7sDqTxQ3XjoMUw4C/McUELg/MM9/ypyKN3H5fjT3+8eOM0h569OP5UmflP0PNDN83Jp0REeXxyRhfb3qNQD1P+cU5D5Th1xkc08y7y2Tiq8ikSDI59R0qWI+YgBIG0ZGe9N8sHuen9KehA4PX/APVXY6cgWxgOOijFWQ6EA7hzT5RmNh6g159djGRjODip7OGWJEctsWUFRir+lRJCJ7yT5wnGMc1rab9ieJ5oEA9eO9VJ9NXUJDc27BVbrkelZE0JhkeJsErwfyqMAh92cD/9VK4IbIGQRSRKSCvtz+VOKEBiRwDT0Q5I74pGDAYIo9/X/CnEkA5qT+HPfNMY4HPtmoucn0pDlmpOcD/PehVJ45696fwdwzz3/Koyvcd81cSKNohidV7lW45p628aJ5jyhkHGF71A0xkYD7qg8KO1R+W5Gecep6Vcs7cyFzgjb0+tWJYyu0SYA6YXkj3qW1VfIIVdhBIxVtW3DGORUlGMijFVr2xS6U5+V8cMKwZ7doJWVxg803oRz3qPnOAc0jZOM+opRk9u1WobC4nbKIQAep4FWRo8+Ml0z6ZqvJpl1HligYDutVCMMAepxxSNnbgAc5/lTDn/AD+FLjrgetOx2x0P9aAMDAFA+npSdvw/pSsCVJB5J4+mKMYBGex5/GkP3sEH6VF5SdhjOPwqSMAPgDFSsCWI7bulRgdB24pwAKjg9P6VZEccsf3eepJqo3XjoAQPzpvRse9PhjErhN2CV4/I1G3JIPXFKvC46rk/zoAK4zj2/OngnIz0zTRyAev/AOqu3sl22cQ/2BxVgAAAbRTz0rg9UjEVxIpP8Z/mabAwntkBJLxcj6Ve0xmd5olyySLz9as6I/lyywuAC3b3rZtY/IhdQBjJIrl71mmunkK4y2MDtVQ/63DLwRUmOTxkYPf3pUXuBweD+tHBB7ZA/Gnqrkvg/QGnbiRjg4NIBjGeBgUvVTinKTtJ56+tNbAyO5/xpgJzgAenNNJx2wMD+VBG7HXPPH40Anfjr/8ArpyghMcU0c4Hcf4UDkDPTrVsiKRwGmKr0xt6UrPDG2II/MfOMtUczFm+c/Oew6CnRBkQsAWkbHP90etSI21QHfLNyAKuCFt6yE9gSPerMc6kcDOScAVY4o69KAeelIeaoalYtMFki5YDBHrWW9vKCR5TE+gFPSwnZs+UevFWU0l8AsQKu29nFbrwoLf3iKsDg0oOaXI6Vh6tCkV0GA++M1nHHAPGCKaQPXnH9KcADnkf5FBC807AzmjH+fxpFTLAfmKRl5BBwDjil2gjpjOaQgdc/wCeKNpAx/nrQgO5cinMMOT70hGMnHTNInysARwD/jVlpMW3yjBbjBqpjLcZ5zQUBOcGpLSRYbuJpBhA3J/Gn37wyTkxRqqL8oK9x71WWUEDjtQ69SMkAmnL6Y706NcMqgd+a7eMBY0A/u4p/OalNcN4iUx6lLzgFs/yqhA5jyykgjp+dXbC7MU4eMbXz8wPQitNlJvILuIYSV+fat4OuwoWAJFcrcwvBOwcEYOQc9eai4KdOcUxuAccZz/Kn9s4O7NIit5eT04FSoVC4OelNO0yd/WkXIPQdf60ZPQ8DOKXBVTt702QH+dM5DZHTNLtyeRye9CgjnPA/Xik7ZqQKMEZ6ZpoVg2R0GKB1wRn/JoByT2//VSgshLYIYg7aadzMFGDz/hVqFiJ1WRww756CrvkAq03CsBgDrj/AOvUQeTytmc0y3kEE3zk/N+IFacMjscSr7gjpirI6UCjtSnikwM5oxxTSMgZpMDbzzxTM5JxSFwnXqeAPWnqojQu/LfnisbWZledF/upyPeswjP8/wBaU8dsc/1oXP8AKk+v8/ag889OP6UpPHJ9aRgCcNwTzkHnrSBSCNrE4POfrUinoD6ikPT8P6UNwDx0JpAMMDjkc/rSuTvPH+eaaSSPqf6U4dPSgHOfY/1pqk55PcUjjIPbjP6U12GefWjP70jvxTREVAPH+c1Jgtnn6H8KX5jnkYwc1NCm+5jwM/P/AFFdmqnHPbOKUjJ61Ma5DxZGTdBh3Wsa3YbHXHJ71PAp35A7Z/Wuh0+/jaMQTqAwOAccVJqkbDy54+sfJwaq312s9rGSnztyD6Vm7DySe/BoCAH16UrDCDqR1o7dOM/1oRsZ57CkPPfkUEbW9c5pSTt/H+tIPu9SDmgghQSe+RTS3B54xSjj370Z5+mKaMbc+tLk5PPH/wBalLDLc9BQGB6etJkgg4GOKmW7fjIXIGM7falkcqvPLsMk46fSi3iM0wUcDkk+gq/LPvLBeE7DHX3pYLdpiTkhfWraWsSHJGSO5qUsqgUZLE08DHfNLijg01ztHJpAeaYJQWIAJA70odjnK4/Gowjvc79/yBfuj1qrcTok4kfBCsVXPY9zSQXsrSPIUxG5AXnvVDV3Vr5gp6YB/KqWBu684peCTz3/AK0HgYz2/rSfxAd//wBdA6DOMHilxzk8gcn8qN24buuRmg5yfrStnH+fWk+p/wA80uePy/lSHpkelOYHeeO/9aZgk/lQRxgjtn9KQnGcL3/wpoOD06Y/nSFh1z2/xqPzC64C54/pUpizknOaUsEwoz1/rTc/d4PanoflHHb+lWdPYfb4QRzvBrsFbPFSqRtHHanGuV8WKTPHjJ+WuetGxMvuf6VfQsXKsMdanQhjjdzVtpWntuGJdOCPUUtnH9otXiO3IGU9QaqMpUlTjI9qbjnI6f8A16Ug7eKjcFQOR1/pSgcds/8A16QLksD1xQckLnnA/pSE54PGe9NIG1uScHmgN8o54xx+dCglcH04o43Z9Pf2p+MtnJphyG2k809AOM+g5pjBtx/Gg4Ayc5zmgEnkfl+NPXKsDwSDU26O5ly5YO3UKMg1dBW2XbEpIbhnPeoZiVONygD05NI19IeFfaB2HFQtdyls72wSMjNXLNpZlErznGelayDCgn0oJ9TxS/eGe1NYYAxSjPGeaUqG6jNQSRvHICDlPSnOm4g56e/AqhNfwWgYQ/vJD1Pas+S+lkJJVBzngdKeb0tGMqGkB+9+lUyCzZYnJ75pAoB/T9KQHjkc0v8A9egjHP40pGOg7+vvSsAsYHfqTTVA796Ce9BPv1zilzz9TQOoGaUc8UsmQ5poAK9/8mkAJPcfSkGCSOTTXIX+XSg4/wA/WmA7SvT0p8hOTjuOfyqJeSCDz3p+Qv8An3p6sx/OrFg2L2A+jiuyTkDIwaWpTXM+Kl/ewkHqpFcsDsbP0q9bylx7t/8AqqyEPB9qlR2jYMvBGatJGs6l438tl5I6flVZjuGc8/zqAMTlSCM5p4YZ5P0oOMDjNN/hx1zTmbbgk9qjLMUA4FNL8Lnp/wDWo3ZX3/8ArUM3y4HHHNKcFcjP+TTc8nI5HvT85z6U0nJHPSlQ/L9P8aMgk88Gmn0pehNSBCxAXknpirgC2fyKN85HJ/u1G27GZCFz1z1NV3dc7UHQUxjyeaQcHr/nNXtOhLtvbO1Tn6mthJcjHcVE14qvtAyParQYYFISMetOpN2DS8EEdQaxtXeaN1iUFYu2O9ZWeOuSaMDGB3FG7nrSZx/F0z/OgZGcHnPSkXLHlTxSjPT3FLnP5U9ccseVX9aaSe/oaARn8aT0oGDjGKOcdacPelwQRznmhhljzyaaR1H1o4B5PemBjk8dKbIokUBsjn+lLjGBUbDIK5AG7vTyORhuOOlMA8sbs5prvnOfWnq4xn/PWrFu2y5jbphx/Ou2Q5UHNKVOT0qU1z3ikfLExBwNwrjT3GatWznzFHZcCr+Sw4znpUnOMHjmhWZSeTimyZI4PHemLnnIpwJyeM08MP7tN5wp296GJODjjHINMXKjlcjnrR3HABpV+5jb06mkY9gOf/rUqnK/zFMYcgd8/wBaVuT9P8KQkbM+o6elO56Y+Wo2yCxyBjt+NSQwyS/cUtz2FWoNNmkYFh5aju1W5EhsYNyvmUj5W6ms3z3BYpxnknuaiYs5ycnrz+NIOSRQORyMjA/lT403uqAcnittYxFCBnAA6+tQtKxzgkD0ogA3gMAeavpIrBeQM9BUoHWl6jNRnrTo+BSSxRzpskXI/lWRdaU8fMPzr6d6z3R42CspB75qP3yMYo5BP40p5yfzo6Hn1oBwfQ4H86DzgfhT2OFCADIpp6f59KTIxSMOo9z3poGP0/nSgn0qQn/P4UE804khie+aapzTTjPT3pCSD+NNI5688fjQAccnHFROSMkH3/SnH5c4Puajckio2OXB7cfypyN29qsK/IIPAOf5V29u5aKM+o/pVjk8081geKSPs0eOoJ/lXF8k5GKeh2uc+la0P3VPNPJVeBk59aYshYYI604n/OKB97jHakDgdc4pXZeRnnmkRht5OcHpihiN2c8dKRh7denvTX24+XJoWQo20nvj60jnBGBjpShgEB5yRxRtdpMIpIPpUn2a43f6tsdQaf5LBCJCsfuxFPAhBAMu7OPuipY1sky0kcjc/wAQwKtwXLynbFGIox6Dk/Sk1DUFiQxJy+OfasUs8jd2JqRY1QZmY7+PkHrTJHZlIHyqc8U1R8+e2aczBRt/z1q7piLzK4z025rQlkR8KDnNU24Yjt608HAbnk9KkguF4B5IPWtGMh0BBzmnHpimdzQCcmlVs8kYpVACgDpTJIo5Rh0DD3FUptItpMlNyH2NUptJnQ5jIkH5GqUkMkeQ6MD7j2phB6n+XtStwPzpV4O/8P1pBwOen/16Odv0xSDOBx2/pSM3OeP8ihiefpS8Y69/60objp6UAdcd+vPtT3J3daZ0PT0z+dHX1x0pGXLZP4flQQAenamsBnHvUJB2/wDAaQtwwJ6j+gpCBt645qIHJGPanoMY/KpEye+f/wBVdtp7brOAkjOBV0Ngd6kNYPihSLRWzxu9K4rPJzRnvmtS1dTGOTkY/lUhbcTnI69aaCDx0NP3Z4x9ffimrg7ueKFwzEMeaV1j3YLH3xSqAVYgnjOPekbarYzyfal3R8c56c0mFIHJyQe1RlUyGJ4PNPkTaRzgdjSxqDkA5PpirCXc8ICRkYHbbU6PeSLxGgHq64p6LHG7NI+/POxV4H40ecXwIYAnpgU8QLEQ1zhmPIUnioLq+EO5bcY9WFV44VnYO77FOeT3pksoQFIBtXPJPU1HGhZgACOaklUKQvcHmocljkVK0e2RBMNq5zz6VolkRwFOQRjCnoPWnxyxvJiP7g6H1NSOodcEVEHVQU74qCYpvAXALdq1LYqsSr0IHSpQwxwc0HjoajaVI+WOB0zTw4xkEHNOzgdM0owaO1L0NIyq4IZQQexqlc6ZFLkxgKfSsu6sZYcZUlSeT6VWf07DpRtNB7j2/rScZ/Go+4yM8Cl4OKXPTj8KUYHIx/k04YB9zSN1/D+lNPfJPelxz170nOOvNJySDnHX+VNc5YHPSmP9/GRg5qFzwp/2cVEWz3oTrmrAPQgc59adGDXYaUS2nW5x2rRLc9KlPWsbxMoOlux7GuGxg560jYzx0q7ZElc54HWp2xjcT+NODEbSF+92p7ZXrwPamxsT0HXofXikGeMHn0oZWJzwQB149aRAyryQAckj8KThnHPBxg/hShCXxnn/AOvSqjY4xx2NN2ZX04qeOPznVCwXjGW6Cr8NpbRdZVlY/wC1gUssi24HlvEnsgyfzNVJbve27LM3vSCWR2HyMwPYd6tpcpaxYChpjk4znFVhb3d/LukBx2J4Ap97DBZxeUvzSkck1RYvIfmP3RjH4VJbW7XEgjXJJ7+lXnMVuhjQZIPJ7mqrwRxjzJCyhuVXuaZ5oGREgjHTPU1BISxJJJ//AFVaimz8giDDrgZyTUi/vDvUkbT90jFTy3ihCiAmQ8Htj8ah+2IkAG35x1x3p8EkM567ZB2NWd+7KscD1Bp0LrA+3d8h6exqS4uBGg2/Mx6Cq/mGQHJwPQUn2ho+QM47VfjnSSPfuAHfPalkkSNSzHgdTimpPG4BVxg1JgnBJzjnNV2vGEzrtwBwM+tMa9cMOB6j3FTJdRzxkY+bHMZ61m3kMOfMj5B6r0IqCK6kRQsbfKOxUU9ZI58pOoUno6jGPrUE9vJDyQCh6MOhqsc/lTgMfnSc4xSjnPApSeaU9fSmnJ4wKTPOaQ8HBHc0hHTr1FQSNtHuBULHq2cnNOm/hAPG0GoSCPpTk5NWdoMZOKdH1BxXXaKxOmxDPcitLYDz61KayfEKM+lzHOQBnFcJuyp+tMI4qzbFgcLx61ZV3KY4IPapMkxrgHgZB9KUSBmKFueefXikjcqpwWPOMdxSRluCcg9jTwD8wBPcn3pCvT5iOfShkDMOcfhQFBbII+X8+lDEDDdjz+tAAzjGQM8fjTt+Fwo9MmiI5XqATTTjPI5BqWG3eU5xhQfvEVphYo0EUEbMzfeboasQabDGwkdQzj8hVa/1PbvitsfL1ft9Kow2MlwxO7B6knmrkdhGpCId5Jxux0q95aWlu/lKAQM5rJRWkJeT7o5NVrqVpptxHAGKiwSCRzk9KYozxgmpcFQMDn/61WTJ5sJZMA5GQ3aqzH94APnb17daR0UEnd8xGCKQqwwO9XVnVxhvlbp1p8bAj5cZzxUbXAB+6WOaa07xqGYYZz8o9B61Gbt9+XGQfSp/OUgnHy4+YUj30vlkIxKjGc1CbpjyFwTVm31CRcBuijnmrAlV080DAY55PNQyOqwkyAEfwj3qmt0ckkEkHg5q5NKk1mkp4kDbSemaqdO3Hb86VRkcHmpYZnj+ThkPVT0qW6047fNtzuU8le4rPcFRz9aaepxn8KcnAxz2pw6c0NyePrTDkHr/AJzSHimsck46/wD1qQtweOMcVBN13L0x1qs3QGllb7v+6OaaGz1p0RGcVaU8YGT25p0WNowT68/Sus0df+JbAcD72f1rT2j/ACalJGetZniBwmjzk9xiuC/gGaaOvNSJIRnBxmraFjyMnjr+NWQXZAuMdj70zylyzZwOuPSpSFK+YGAYcfWmqAWxjv3px/h5+70prA5yCBmgqS2ATwacGwnP3jgZpr5CYzwR3PWk3DAYsOKV+MsWzx0FOgj8yTYuSBz0q0luiHL4Zs8elaEUMkif3Vz3q1HGsK8DJ9e5qC5We4UqhKL7nk1Vi06JCRI4cgZK9hUhcO22LCx+3erFqDgkjA6D6UXZIhIHVuKxZ5xuEMZ4B5PqarEsABxjNNDMVHTJHamklC2V7n6053HRT3HJp8TZiIKZx0x3NMJb5gPl5PApxJK5UDOev40iErnAy38qfHGZfr94/lTxugjLKB5hGOP4R/jRDGwOWHUnA/rTZ1aSYFj1wRn0qKU5kwBgDtTnYCDAJ3Sc/hilLbbP0Z+R7gU0ECNmPrgD8aVWAiB7scfka0FI2kZ4Uc47VTkm8ws5Hyn5VHpUSR743fdwmPxzVuMKdLkz1LgqfQ4qIs0lsSOsbY/A801Sdu4DI9fxqxGI3OH+U+tX4meDCg5Uev8AjRdWkN2pdcI56kd6yp7aW3b51wvYjoaiYd+4z/OgcdPX/Gkye47A/pSFc5PfB/nSNySOgzzTR2yeOMUnAOWIwcj9KqzSBiQvQVDySKWYElf92kAwM0qZzV1QRznHP9aIgcAcfnXWaLk6ZFnGc/1rSLHJ4FPcAMT61jeKiV0Vx/tL/OuNYDyVYdeai60qk5FWoySRtxjuD3q8uQB3BH5U7AxgAZHXI680gYDB28Ht+FAzjJOTnNJ1bIGOMfrSEHABI/wpwJ5IJGRQxBGCx65pC2GGenrQqErgHHSrKWm0ZnY4PRB1P+FW48cpEm0nsvf61dgtFQBn5b09KtYAGP0ppIFULu+wfKg+ZzwSO1V4/lzECWduXYn9KsLGZX2qMKDycVfAAGBxgVl6vcmMCMH5mXr6VjJxIeM8nrSS4B68cdPrTMsFwPTFByc+/T8qe655z8wqa0KlysjbFOce5pPJcu+X+4eSKjk3GPai9evFCnYMEjIPT8angLLl+jEfnSQXKxEqEV0I5z3pzXjHCRxDcRgd6YY5HYp3PVmGOc9KY0eJ8HoDnJ+tB3TygBeewHYUTtubYoyqjaDj2p0q7VjQj5gOnualjgYygKB8nr6nmkkYs620HIzyf7x71BKQj+WOQvB+velTItGbkBnUflUkDFrKePsoDD+VJaSbJNj/AHZOD+NCuYZnidcrkgipWibG+Mlk6+4p0FwUO1uV9DV+NzjdF847juKljuopQ0bgHPUGoZ9Ljk+aFtmex5FUprGeLJKZA7rVUjBH0pO3B600jnP41BMrKNyt0zmq7yNJjC4x61GDz83HFKoUDnmlkI3Lz0FMHv1pycsOO9WRzmnL8uQDgZ611ehMTpqYwfmNahzn7lTMufpWD4wYf2QRkAlxiuSkXbbR5GCfWq+eM05F3MKtwId4yM9KuAkqTkfKOnrTjwoOCQQT9KVF3IAeDk8mowQABtpSvJbqP5U1WJ4OOtSMCMkYIHQU0Hgg9SeDU0VtJO+I0PHXPSrqxxWsYAYPIerdh9KfFayTuTjand271oRxRwrtRfx7mnbjjrVS4vljyqDcehPYVSnuHmjbYxVe7k4otHigjeRTk9AT3NS2kRfLtgDqa00wFUAYGKiu7hbaEyMeegHqa5uS4a4kaSQcnP4UhOeec9c+vFRuAVPI+lNYqDgH6UikEdR2zS/KzYBOMf0pzNyASDzwaVJNvUZDYyPxqZ1ZoAExyeADyOKaIUiRnY7sdR6UxpC0eNpwenrTAuxhkcnp+tKpO4BCdxHLClkkBcKpOBn5vU461YeZFhX5dxz1Y9frSW7xq+FHztkZ7CnxWpXEkzqOhC9zUQJ8/wA1sF2OVX0PvUk82FMcZIJOZG9TTIm+z25lDDzGzt9h3NVeN5Oc561ZmzHaxRn0L8e5otTlJsd0I/Wq5HIOe1WpPnghlPDD5W96eZd1tGyEhl4JFTxwrdkKcJIRwR0b8KVfMtH6n+lWv3N2vzrtf+8OtLsmtz13L6irEdwG6mmyWttccsgzjqOKo3GjsMGB9w9GqhLZzxqQ8bD6DNQODggjg54qq4WLIHOT+VQueoIFJuGD2NK/O36UDGfrSR53/jVlM85bPH9KUHgkkc9q6jw7JjTmAOcSY/OtoJx99qmrA8WqHsAncnIrC1uEQw2nJJ8sZyOax8cVdgiUwmUdsiiOUgktnrVwY3HB5I54pxbC8kFf/rU5WUkY/KkPLfeAx60zGR94YNOKY7+9PSN3OFUkgnpU8dqiYNw3zdo065x3qywuJcRRoIk6Bc8mrkOnRQhXl/eOPXpTpryNW25yf7o7VCl3mQljgDooqrc3juxVcqn6mqa3EanawyB2HrVead5WwT09BxV5I4wsSk7WPJBPT1NX4Gjmk8uHBhj5Y/3jVx5EijLyMFA6k1zl9O13KXLBVHAGemDVbYVY/MKFPIx0I5BpuOQMBh659qY3J6AevNCA4x0x/jUqna+CAG7cVFgkZ/z0pQOOB/nNGASM/SnFwFA25A6euakjnzkFVUD72Op4pmJriTcASB3x0FK7rFFtQ5J4z+NMiRpJMHgDkmld9zYGQAMKKs2cSKkk0ozgZUetIouLmdmX7xGM44ApshWH5Yjlj1aq2CB1z0zS/Ngen/1qIY2kmUHocZ+mKkuJDLK5XgDgD2ot9ylz/sHio2zu+masQEyRyx9eNy/gaS25fysY3jA9jmrKF7eQxvxIuOauCX7QChASU9Cfuv8AWoCrJLtJML+jfdP0NWVnePCyhgB37VIRBNyHAb1zStDNGuU+ce3Wmi9CNtkV0+oxU6XUbkKr5JpsxtRnzTED74rA1OTTgr/Zy3m+3SsoKz5fqSeKjGQcGnucKpHpSA8+tKvD1aRcn0Ge1KoGOGzjGa6Hw6220uOfuspxW4ZJM8JxVqsfxAD5UZBwAeax/FnElsO+0kc/SucHWr9sM2hGOevtUDHaxXHrVuKcZ+Y8Z4HrTtwk2gE/T8afGu1ccgEnn04p2QTTkiZ2URqWyB9BVv7EiYa5mVcDlV5NPN1bxpst1YA9T3NT2sNxJ2EUXdsfMatZjt1Ozj1Y8k1WmuZGbCnaPfrVYkBsg/U1CZeWGML6k1VeQ4OOp7nvUWV259vSjOSTjj/9VOJJG3PP/wBet+2WPT7FfNYA4yfc+lY95evdydcJ1C56VXG0IenQ8UmQMnHqQM0K2xs8nr396C/zDKY5BqH+EnHJHrUhKg9DjmlJAcnH600LwAByOvP1pv1Gc/4UZ2ru+8Qen40rHGMjnPP50iueoGMkfyq1HcOIZAz4IT5QOBVcRkE7lKrzyR1p8hRIcKCC3P4A02JWeUIBnPXjpWibcKQHPlxp/Ee9VprvdG0UA2Rd8dWqseSoBJY+tLOhjO08tg9KacehHPSnROY8sO420wDgH3H8qlhJ2t15Q/yqNnO7j1yPyqezJN0vGMgj9KiYneDyMH+taO8TRRmbAdgdrn27GmCXYQh//VV2N4ruHypzkdm71WmgubTmN2ePkjHb8KjjvyHAkjRh67cHrVoanbxDhZMn0ol1aFkx5Bb/AHqyJJ2aVsMVUtwAagkl2KMctj+tUyGJyQealViIyM1G46jGKNuSn0/xpOO3anICzAemasoQGwST3NPU4+9n6Y962/DzKFulx/CrfrW+S2TirfOKztUCP5UTjPmNjHY1z/i5x9qt41Y5EbEj0/ziueHWtG1J8j1x2/Gq1yCJMnAJ/WmNJuA6Z7e1XbZflZvf+tWdpAAA69RSwlEyzxlyBwCeKmmunfagQKoGRio4YpJXwAXJ/StGKGK0w0wEkvZVHSpvtpYHcuzn5RmqpcMSZHLHsKYZUkfaEJOM5qE/Jw/zN/dHT8agk3Nu5/8ArVGwAwBg0hKnjH0pvO04GOKM7csB0Jp9zcSXDB5H3EEAe1RAEkZ4Jx/Omqucg+1O42gt0x1/CjPLqB60jfeJ3ZwPy5ppwOv0B9aVQCvHIxnHegqCD83Y84+lOAO7p3qLneAOmRTyuBnjkUjfxenJpu3AOfUc0hxj+n50hLMACcjtn6VbWFZYw3mKu1cMDV61Ntao7qC+OXc9vaqF1cyXcpLHC54A7VCuFTP4VZs1EZEzrnA3KPSq8j7izE/MScU3uSR/nip8KsIz94ng+2ai6Y47D+dSRbQWz02sMfnUeBtyBg4H40tu2yeNgOh/pUt5C0UuMjaeRUjktpsZwOHYUyKYI4LqrqOgParUctpuzteM/wCyeKsRanbIoBaVgOMkVTv7i3mbMEZU9d2ev4VTbJII/wA80mD7fh9KZtx161EV/eBiO55pHDMCqjjPWmhSB0P5Uj/eyP8APFB6DA7f1qLvjoKcn3hzipwpPPfH9KUdW9q2vD4BlmGcAp1/GuoCqQKnJyKhm6qeAc9a5PxLCP7UMhBOYuKwFGV471q20Y29O/XPWqF4CJT9aiQFnAFbNsoCcjHTipdn97p2qNFPzA9cVegsDJiSVtkePxNTtcRxIUgXYMffI5NQNKqNkDcT61E8ryN8g56delNWLJPmtt57HJNPMgAKxgKO571CTk8/nTGHynmozjofemEg89s00AkeoxSbSykOenSjaCMDFDKVI6dePamqpAJz6c/jQqjaRkZx0pqjk8np1/CldcowY4znHvRt+UfMCAaaFwR83UD+dL5Z5GPXj8KCSD1pAD0zk+vrzRggYIJ46UpJ3Edz/hTGyGYAfWlOQOmeeM0gGcevFSLIFTCock8n8KtzlX06IRZ+XmQe9V47WaU/u4mPPpUksIttocBn44B4H1p4En2RpD958LVblhyp+lCozttUZY9PyqadSGCPxt6/lUBBx8vTnH51aZPJteR+9c5PsM1UP3R29vxqa3XDlv7o6+/SlyZ4s5HmIMnJ6inGVVsRDj5ixYD04qDsccYGc0gbDE84yaEy3AyMYpM/IMdQKVj27CnJ0/xqFiScHFKUzwKaQV98dfzozkHHXPSoCCG55BpPamHqadH97pUyKS2Mf5xTuQegxWz4e5upG/2P611St8o+lSmoJ8AEkZxXJ6uDNqF0zEjZEoXnjk1iqh2cYrUs122+RyW5rNu2LOSeuTU1jCX+bAxmtNQNoGeMdafHE8z7I1LA9/Sr8ccFt94iWT0HQGnTSPISX2qB0GapSSDcQozUWCeeg9TQWCjAycnt3phYhgOh9O1JxtPzEgmm5PTr3FN3Biy45o4xjNNbIQ8j1+lJgbTg455oOMce1RrjPPP/AOqnOEOQT15/SmMq7cdvrTSAD1A9D+NAGBg456igFNw9P/rUhwTk5CnofwpVXKcY3en40EZb0x3pmDg5A9cHvSDkdPXHtUi7t4Bxn19aQrnLYPuKackDpz/hRj0POfzprAlRgcDj9aco5xxnI/GlDNgrzj2NWPtN00fl+a23tg+1RFMjk89TVmZGjijKkFMevQ5qt5btwWAAH3icd6cCV+VG56E06UErGT3Uc1JbptAmm4Vfu/7RqRW+0Wc5Od4IcfSqTqem07jnHHWnzFo4vJHzY+ZiPX0qDcwPHX6UoZjyx64o3McjJwPSl3ZyQOT7e1KOp9qCMsOwzjjvQ2SOnUUp+6SPSmYGQMcZpQx24x1xk1Hntk8ikbH3upIqJuppjH1pn1/Cngc/hVlWyTjFIo5GR2Fbfhsf6TL0z5ddNu9qsnrUUq7hjvXMaqoT7STgMNsfTqetYscZMKvj+LnPpWjEvlooPpwKyrwAzEqc5z1p1vP5KKAeN2au286yThePf0rY+2CKEIioPcVXacMfmLe4UYqJmjJyFbP+0aTzOTtAUeo6mmAnknr9aa+c8ZAIOTQpwcf0pAx5z1x0pgc8Ece/4UZ5JxxRnB4GAe9BHGOvH50jMNoJxz6UE4X29fxppbIHHIbBFBJGCFz070mSwBwAPr14qPtnH4ZoVvvccZIzmg5LHPY8fnTTwoBzjPr060rKWJ5wR7+1IGwGbOfUZ96jJOcZzz69OaVeM4J5/XinZXjgn/IpM8nGeP8AGm5yq8d6TBI9eOKcVJB9efx4p20qpLDj0/GkPLcDAB/rT42VV7g9/wA6MsflHOc4P4UvnMI3TsTyPwqLOWyTkYPBp4B3Fv1/Gp4blYgBJEJEBJ2kd6ZcXLTSBmAxxhQOBUcTsjhk6jHXp3qRrkryiKpYdR1FRAsM89j1+lISQc0EnAHAH196VchuD3/rQuNvAx/k0oZu/P8A+qnbsHPP+cUgycDPH/16Rcjdz2x+lNOcZz/ninryuD27/jUOMMBmmEjAAz05qM8tz70jY3fjTCCxpy5L4Jqde59R/hT8AD6E81s+HObmft+7/rXUr90cdqmNRn7+M1ymrhmu7o4YKJAPb7vWs+2UPGYyTyevpVqRwjKPasmdszE+9RkDjnir9qQqbumCcDFXvM3HA6j1pOQSR0x+NDZJIPNNx2zznmjHyA5PFAyvuevSo1YM5znIPpS8BeM+n601ArDjd+NG4CPK7sUrEHjnvSEgMMcD+VIB9ORSHpgc8nik5OcYxSg9gOen600cYJzjgc0zIbjOPelABY85Gen4U1mHIzgev40rAZ7A+vrzTC2QeOuOKaR8pzj60qp94gcjtSEH8OMEdqQq2Ceh/nTmA25LcjqKZjAPP4/jS4xxjmlAJ6A4wMmpAMrtI69/wqJk5JGR/wDqpQgwCTk89/egY3Z5GOwpm4c9eaUYIII5z/SlzgdxntTjgZz780jhNreo/Xmgbcd8Z/KgjkevH40uRtwTkHimDkcnnFKq5XBPc/yp3Q8cilHH59PxpcZ5HGMUDHc9vSjjJ4xihR39xSHgYPXFDKATjtmmMOc56GmnC8mqztz8vSo+T1NOXI4p6Y3Amp15B5P0pSQckE/l7Vt+HFzcSk/3cZrqkI2L9KkNRnG/3rndRzGlzvUjzJhgjvWQqYIPRR296bLLvmY44VcVnS9aaDnirdvKAxzxwM/lV5JA+MMDnoKn6dOTTCAW44yeQTS46Aj6UvRt2MH1pGOeKQjoSMn2prr8vTrk00cYB+6ORTmVvb/CmkAjgHB/wofjnFJtG4449aj+U45wMikJyuf4qaSeQMU/JZc4zjtn3puMn7uPWmr/AA9sdDRjjnHTkfhTWPfqOvHalK8An5ePz5pMnaFU/UelIuSv3jn6+1LyRgHB9PxoOepyaRV4BPp+dBP9cijec9f+BUK3HXGO2fepU6jvnqc9KbtYjqTn3pOgwenpn2pu8huPrTONx/l+NLnByvtTw2Bg0gcjqN3Q4pCSR9c0u7GSB164pACT0B5NKdwPIB5H86Tb04GP/r0rBuMr6Ug5TIXk8EUAHuPpTuT+H+NKF+XpikJx16f/AFqf8u39aY4XdjmgDJ4PPFMc/Ljvg1XlJ3GomGMZppHNKgySalXnmp4xyB70pUhgPbpW34d5E248bc1vxq3lJg8YHarxqNuvArC8Q5jsmLLkiRSCB1rIhOV46ZI+tU7kFH2qPlbHFU2b1p8S7uQMgda0ILVSvKnn9KlFuiklAQe1PC7Rzk+1DH5unJ70Ejbx6UvUc5IPr2pMZbpj3pWYL0zikJJAHtSEcjB59aXB9etN6HaDn3prnn69qC2Ccgn04qMjBPA3YFNwB17mjG7BHX/61BHyjsMHNJnB6+9IeM/qPxpD2HbIwabg8c4OOnrSt93ruHPXqKbkjHBz60AkEY47EUA55zwe/wCFKxIG3P5Ui5Xg9B1/OlOd2f8APSkHI4/EfhSDnPoM80/luhw1LyGOW9f500nnIPpz61HtyM0n8RPakyc9PWn5yM+9NDcDP+eaaM54PQinrnGMjmnA4JAHX/CjrnHORSZPPHvQ2SQfb+tNMhD4xwT1oG4oc/hSKxJDEZByP0qVJA2SRg9qOp6f5zTiwGMen9KYTls596cSAg4wPX6Go92QBgnNV5T3qPNITzSx9akVcGplGDn2zSnls+ma2vDxxJNjpt79+tdLGCY1I6YFWjTO5zWPrCJNA0bPkhgSorCjG1xGAM9/aqd++2QLgjHSqJyevrU9qcBse34VsqSEx3P60nIweTzj6Ug5OD/OmyA7uh6dKB1Ax+NO2Y4zz9aVQeuOfSmnLDHTHOaCMYwufakVMH5SSM9aUA/McEEjvTQpyM4Oc0m07ueMGk25B9MUxxtB9DnApgOc9Rz3pwGCOOPX8aRfXnqOaTkDOM/LytDDg+nr+FJkZJHBFB25HBxn0prfwjvxzTCvyNj0oP65OD607vwBwRkUEkL8v3cc0bupGBTWbPIOO5596Ce2foaMEk5IHTP5U8LxkD8T9KQZ3HKjJ9qRgMk4IxmmqCTjp+PXrTRz29KFx6k84/SjjqPTkUjjqM8ZNL0GD17e/NHBPIPXt9aRSNw5x0/nTuARnvxSAgrj9ac+O3Xn8eKic4XHvnFNDANgnj/69JkqOO9PjbaMEjFTZ55PFBxkYXv0pM8Hig9CRnv/ACqInHNQyAk57UzqKa1PQ9PWnp1Hep0+bGeOKXoSMHOT/Ktvw4o3zM2emMfnXSxE+UmP7oqx2ppqjcWKSnJYjJzgDrXOXq+TqDooxg1lXjAzsQc+v5VV+lXLGMnnB255xWmR6njtSbDnIJHOfrSD5ST15oJO7+tNUDOW79qlIDYIHSkfPHcevrTUB9R/hTj6A4PrRtB4wOOab36j6jtTW+8Oc4P58UjZzk885oPU5OT0pmc8EY5pxA47elITtJ2+p7daQEgEcY64pGPXJAPr+NMySAOMEcikPGMcjkfSgn5se/Hv0prjkHt/Lml4Bx+GaaFBxxgY6U7b83fpxTXHPofpUXIYZzjFPYcA4HINIfvcDv0pe47H6VKBgD1B9OtN/gz9PrSFTjrnOf5UmODTF6/j/WkIx2yARSLyvTrxS9e3px+FL2PHr/Km7jknNBOenB5pxJ4746H8aBkHG3/OaXnjPYg0x+WHXkdfWoMEHjrR1FKODirAwQPw/lTy2O/PrSZ68ZzTN+SeKiJP8Iz7Zok4U8dKrg5oPHelX+dPGc4qxHkED0pT97k9cV0HhvGyckDPH8q3kyEUDOMVZNQtIyv0ytRy3KIQGyDmuS1O7R9SlZAQMhcmsoK0kmANzMeBWvZ+HZZVDXDbAf4R1rYg0W3iXC7vzqvfWX2d1Zfunjmqp5U8/j6VEQSeD0/WkXlyPanAYwc9O9DHoRz7UMcjOc/0oAwOtLxn1PFISRnHX1pvI52/hmjPI5GPp0pr5IxnFHTnOOaRQcH5ifc0HJIA6elJgAZPpQTkcdcU09zjv+VJgkDJwf7340hAHGMEnoe9Nxg4yD+PTimsOcA889e9P4xj3/rRxkZxnHBpOnbB549eKY3Xk8fypOScN1Hf1pQvIHb0ppPfGT2NOw3OQpOTmnM2Bjtnr6ULuB/gDd/egksOg7ZFRsT146U3GN3rzmkOenHQ4pF+8eMc9KAc4B6cfzpVzkccj/8AVRgbeFzxSHB4/wA9KM8H5e1G7jHbnn0oAIP4fyNLjnI4zxUTjn29aYP50AfNU0ZGBn2qbjafXHT8KZuHb60jcDHT/wDXTEHPWmynPFV+nag5z60qj9akT731FWQSDTMkkcfWui8NE+RNj1roQnyj/Cka7QfdVm+gqF7gE52P+VV5ZY2UlTg5AO7g1zOpWQjuXmVwSzcp1rb0bSktohI4BlbnOOntWwFANKBUF3CJ4ShrnnBVypBBHGKibDHAzjv7UgGD1z1FISS/XHtQxwOvUdaCdmD9e/WnIwYH5c/0p23bgZ247+tNYg5wQD2FJn5eeSBwfSmbgG5XGQacV4xQBkAnOe9KBtyDznPFIcD25ppPHv6fjSLj1HX8qCeOce3vxSMAQ3y5GeR6Um3JBJPHf8aCACf855pgHGScDt7Uu3nJ5P8AOkK4J4+X09KTaWAycgdDTcBucEHHPvTimD7ZPfpSEHf24I59eaaFyDnpnGM+9OCjj5s8/lkU5l4+Uc4/PigjnG3I+vSkxjPJ/wAmmSYAxjP+TTMAgN7daTgHp14P5UhAx/I0qg7uAM88YprEAkAfL/8AXpQuDnv/APXpA2OMemeKFwT39P0pccA9yP6UHGRjOOafjJB6nr9aiZOWx0/+vTUjycZzzSEfN7AU6EgE+nNT7R0z/wDXpnTken9KGbK8+9ICN3HryKhl4Ax6f1qHqKO30pRwBxT0B3jgelT52jp2pM54Hcmul0CMpasxGd2e9dAgOxfpURWmMMVUv7ZZoSxHzKMg1hy/IAQAcHOK6SylWaBHHQirNFNbGOawdVUJMSo6gE1RXg80FuOn+cU0YYZxTlXnnmnHBXoD6e1C8DoPXHrQW4OR+FMJXOSRgGn7dy+vtTWCrz6dqaXPBGMGnZ4wMDmkX5icj8aR8dvxppUE9cD1oxjPcj/GkIDdPXFLycds459aNvPPftTSuM85HrQ2B1HOM/WmEDHHT09OKUgHJz9D+FMAJwQT/k0oUbOvHPPpQRkjn/6/FLswzHGRj16UigcY9c5z1oUcnj0yPoacOi5P/wBakI6MOD396U4Eecdf8KjkPzdj/wDrqPHye3/16TBwpIHUY/lSAeg5xyPzpcjk8dePypvXPc8/jxSSfd74z2owR09Dz+NOB5JIwM+nvRjGDkf5NAJyOB2zxSnhfmPGPSmNubJBHemKxUtnr1/WhifmxxzRDkvgHkj+lT44zjP/AOukx82PfFNHK/iP5UgXqSccdfyqCRvnI7VH15oIwPSnA4Gaen8XPT/GpSOff/69A/wrqdCKmwj3ZG0GtsMAAOKbjmmtUEzBYnJ6AGuffbkHOM4GKvaLfQrH5DOAyk4z3FbYYHkHigtxUMkyqpZjgCubvbwXN2fL5UDAPrSdRntSsq8nGabtG0EjHqKUHAPXB70ig9T96nAgg9uaaQcn9PfimsNwx/nNSABec81EQ2cgYHpTQhIGQT708jrjGacgO3kYFIcYGRz60gUYzt60FVY45ANJsAbI9c0MOhA79PSkAAI459aMdBnGeopHXk5I280hQ55HOcilx6DrjNAX/wCt78UpXA4Gc9RUZBx8uMD36c0rZyM+v58U1MBAOvT8OKUY28EAHPNOIwM7cEdvxpu0DClc8nnPTmg9BxjBHfrUTH5fu/hmmE5PyqevekYDJIBxyf1pFKliCD1/rSqAD/PikjUZHB5NLgY9D3z+NNYL1A79PwpAByMnOM1IQCDx654phUqeOh6ce9OcDb97H4UwZ2FQOMA1G47nqRxRvwDQrFWyPSpYyDH945xSn5hu5xn/AApjHbjGf8mo2kBHBPHaos7iSaQjGaQ5IpycjpUigEnipmC4yc+vH4Um0DHXPb8663S4RFbJFzho9xz61q4HtS9KimYLyTWRqsk0YQEYjbt3rJY72x3qEgeYwAGQCeau6dri28DR3G5ip+U9citq1v4rqDzI247j0rnLzUHvLhxu/dAkAZxTlXBBGApqVpAMYOTTM5JxSjnqTxSqoDHrzjjNSEDHtTMAtjnmnOBmkA6cfSlxwe9MReSc5+tDj94Mk57YoVQCfWl53YPIpSBjpQ20YxmmKctx1BpSBg0hxgenOPegAfTmlYcDimnOMbf/AK9I2OoGQKVuvJpB0/2uM0vSP2qM53cj149aVxxkdAeRSAZAJAGDx70xVIH3ep5FSN9zaORjrQxO7PTGePWmyMu3PYfpUfVs/wCe9RMBnkccZGfal2jA557UjAA59eTScH9acRgk9x/jQyjaAeoP9aYowc59KMZGMcUvX8R1pcjH58VHMwxjFIr4Hv0qNyGIwe9MAJoPGcnmnpIFHA44pDKcccVGzMe3rTe45pR070daCOPxpUzg+gqRf4alXPbnitbStODtHPcZ2k5VfWugQsLgjI+5gAVdC8dvypGOBUcMYlbzW5H8I/rVfVrczW5K8leRXLqcksc5FRu/zNkgY6A/Ss5jkkk81JHPLESI5CoYYOO9RhiOoq/a3HyYJx6Ac1cIY/dwfehV4zS8kcflTtvPQ4601nBXjgn1oU4HWkLMWB52jOaflguSOOlOXIUA9e5zSKcg/L+dIWBbAHbNLntnk9qTB9+f0oHBx+ZNCD5weh6UBccE5PrSY+Q/iKbtx159B6U5R3PpTuD06/So34HHQdvxphycYyCQeaVxgnjPt+FBB64PbmnHP5Uw53cZwTSvnP1zTevTPXNCr8uRxnFLsbcOAMClIIGCAahYdR06/jxTOVY8U18lhwfc0mMbccEEcUMOQD+FNIwWx1/+tSckcnjH9KVgMZ7/AP1qZj39aUZzhT36/jSn5R14HX86YZh09xURIYk+1NJGTSg4zmms3GO9N6+tPA+XqKAOmaQgYpg5FL1zSjIoB/lQoyGp8Q+bJI96myckAdf8a63Ttg06AkkHb0xV0D5yw9gMfWpCGyeKaMzuFBO0feI/lVkBUUAcAVWmuEIKKC/06Vh3GkyOJHiYKTyAawZ9xJSVcSJgH3qs2OcDjFOVMj3601hzz2pcPHgkMARkVcivdqYI/M1aSdWBPOKkV+eAeKeSy44ByfyphBJ9T9aPKLHHT3BxmpAuM5OP6UpA24DfjTSwBxQOP4s+9AG7kECgcHOOmacxGOQRSNjdxzz60KRnnpSgjHPBpCO2fWg569cdqQg96TqF5P4Ui7s4PBPTmk24kxz1zSzDDdwM8HFMK4PDcEcinkHBGc80zqA2cY9frQy5xjjrTUztUsSeeuKeOcfqKdj5uuQBTGUZDFvXtTHAI98+lQ7dw578j8qR0GWx2zxSAEDn06/jSHCsAM/T8aA2R17Dt05pCcYB49/WkznBLDp/Sml0zgt1P9KjMoHApHkLgjIAGe9REgdOT/8AXoznknmmqTmlAJPbmjBBo6HuTRzjHenc8mkPTPSk2+9Jjtmlx6nmj2/nR2PtT4+Gz6VpNexSJ+9tkLdAy/LWtp+qicpA0QVip5zkVqpzuZSO3FWDFkk88+9THai54CgVUZmuGy3Cdl9acEAGBTSMGua8SxRxypMpAduCPWsP+dWNPnW3vI5HAK/xZror/S4L61861ADkZBHRqzUCXNkbSf5LiMkJnj8KzWjZHw4wV4xiiTK/MCckc0CeVT99vxqRbqUgHcBUn2+QYyoJxU8N4ZJNpQZ/lTjeKCdykYPWg3kZHLY9qabmMsSJFP8A+qpop0kOBg+1SDJfPGKdnGeOnf1qNn3Dgimh+SCe/FOUigMOnUdqeSdvFNznIHXPvStmoycdxQh9888+1IWYHrwe/pTyCwwT3pmMHAHTH4cUcYznPvTTjBAP+c0pJ29TgH1pxX3Jye9GBtGDnBpQOMk9qHHBHGOagYZJwRx/jUTFQw5x7U1ipY/MBnnr7VEs6Ancw6dqie4U4+bJ+lMNwR09xn1pjTue/GabvNIXJ70DJo5HQUuCTzjmnck4JFJjBBzUi4ABpCRjFIaXHQCjpRn24pMZPtmjGMccYpMZPSl6GkPAODU0GAykjP8AWtBb2IRgNZxEEckDBrXgvrF/LCoI3QdSMVqrsZQVYEHGD61Y3moZn8yXb/Cv6mnotOPC1SupyinYMkfpXG6wJ3uPNmJJ6dOBVFJsYDc10NlY6dfWiqkmycDnJ71PafatJmEM53QSHCuO1S31t9o3IyhJhhkk/v1TljF7YeaUImiOH9SKzmjJJCK/NNMMhAyjcetSC3bYMFc9MEU0W7nABGenSnrBM7ZXkinNbSuf4B1qJonUDeFPPU0iw5b5kBB6AGq87TWr87kJzgGpLa6unOVDN+FWvNuQwJRiT1phkcMQynJzn8qkWZ1XkHHaj7TtHzIe/NONweCsb9fSk+1OAcRSc8U1L6QMN8TfjUpvgcfunJ+lNF6vIeJgM9cVEb2PBAyTkdM037Tkk+W5AHFK+oEcFGGOmTTf7RbJOz9aZ9ufPC49s077e5+UJzQ15KOSn61Eb6dm4PQ9KVrq4VQCxHTnFMF1MePMOKa00jcb2/Ooyz5J3Hmglm/iNNzz1zSdaXbx2pAOe1P2g9TS7FBPzClbb1FIMZ5pOAOaABx1pw4XgGgnB/8Ar0oc5x607jsabkZzSk8//WpQeOlJzwTQDz0o5z2oz/OlKEqTjgDcaRkxCrZBz2FaWjWBvGDkHyxnv1NaUvh8iQlZCExwCM4p39g5A/fYPUkirFrY3lnIvkzrImeVPStkMMDJANV4juLH1Y/zqccUydsLx1PAqN7b92MMcnqfWsHUdN3gh2BUnls4P5Vz01uiS4iWRgD3HWnwWN4Zf9Hil3D2xiujsLy6gjCalENg4DHr+IrbAjnjBUgjsRUQsI1Z3GfnGCOxrlblDb3LIzH5W4BBpry7hwAPqKAwKt+8C+vHNCsu4fO2OnC9aTzNhPzuR24IpUcMQ2TjPoakWHznw4ZfcqxqwbSGOMsgEnHQq2RUKxIWPyRsD/AyN8tTpYyYJPlxr2AUn+tUpRtIDZ4PHykVG+1uSep9DmmOkZQY3D3waBGpGGkc4PHy0pULj94fXoaVTyf35znpg0hCg8s2foabgcfvmBHqpphYN1djj/ZpAVUHbn67Kc53tgh/wSo2XnhZOncUgQ/3HNO8pzyY2P1NOSKRHVlXbj/a60TvJK3zKmfY0nl8ZJQH6ZppSUjbgkY9KPssvXY2PpS/Z5MfdIz6im/Z3IHH60nksFySMfWkaEqOSv500RE85qQwgc9ab5ZH8OacUGPunP0o8vIHBB+lHlnoAc07y2YZ2n86GhYA8D86RYyfTinLGRxhTQUB4G38qFjGDgjp6UbcHnH5UFM85/SkC/KTg5pwiY5+9x7U6O3kl4RHY9sCrMOk3RGWRlHuDVpdDLkbpiM9thp6aMFYq24keqmp1tWZZI5JGIZdh3I3T8qx7WwaSe4yCFiUgZGM9q6Lw/AwsoyxK8dMYrWA7Dp6mmEYlPHHSpFXGO+TSlRnrSTQlXMkeTnqtMMpIAUZLHAp8cGCHc7n/QVKVG2qU9qrcPkjPpWYdKKtKYlB3DjLcClgh1CFVUGILnG7rV1EkaP9+iSj1Aqa0EUSbEQxg84NWRg96ytT09ZpBIuAzcE4rMk0+WPlozj27UxrSVSf3ZH9KFtHcjCscGriaVLOwypUetW4tJktydihz0yWx/SrQguSuCSCPcH+lSGCYfNnJx904/wqNYJpI8sxB7cA/wBKJLVzuL3Eg9AAKonTXZhiaQrjjdimPpvnOPmdcdAMf4UjaOM5yxGPUf4U1dKbfgRs2P8AaH+FLPpVxKRmLJ/3wP6VAuj3Bfb5O0+u/wD+tUcukXwf5omYeqtUT2t0vWKQY9aYIZCclT6HJpTA+PlGRj+8RSeVMR0AI/2jTPs8pOTsPryaf9n54VVz+NKttgclQe52002/BIYKB7D1pDagtyzEewpy264UsWPNPaJNvT8M0gtwyg/MeOBQ1tGAcpmmmCPptAx7UgRV6IM/Sk2c9Bz3x7U1lOcAduKRgSOTTXUr3zwaGXBBPTPrURUgj19fxppjbdnjtT1AxjjpTWUck9/8KAB2weDRt3E9j60zaQfp/jU8FlLcMPJhZvcDitaDw7M4HnyBPYcmtKHRLOEDMW8+rc1OtjbocxwICf8AZFTiCP8A55qPbAo8iMNkIB24FKY1wMLg00qwZjhfY08xjdkDn1qNoiGyBzTJ7bzUZemepxSxSRq5hUDKdcdqmMgXjFAGQT1yfSnjHA9BS4B5x1p5qIQxrIXCjdUmfWjtSFd1M8vGTShAFIxwaFQbcYps0W9MDgjoapxOwZ/blhmmM/JVuR979avKmQM9MUvlqO3U07YMcYB+lAUg5zinKMdTnNLkUppO2ajdS1MEW3OP50eXmnGIHHanqgUHvQTxQB/nNLjaOKYYw2dw603ykA+4pqJrC2kzmMAn04qE6VAQcFh9DUD6ODyknOOhFVZtPkj5ZQeeoNQMu0crTXVWALjIxSgdduM0BR1I4oKjOMc09FOMKKGtpGYELxz6VImlTTei5756Vbg0aJMeaxfH4VK+kWrnIDLjsGqKTQ4SRskdT781XfRHB+WRSPQ1BJpVwo4VT1PWqNxC6ZVhtNQsOv8AKmEdccY/xpFHzdcf/rpOduPpxVi0s57l8RKCcZ5NaUHh6UnM8iqPRea0LbRrWA5KeY3q3NaKIEXAAAxwAKXvR0o4Ap1IelHek/ClzwaXI6UCo5NkYaTaAT1wKXaGUnHJpYgVUgjvxTgeTSgnA5r/2Q==" style="width:307px; height:297px" /></span></span></span></p>

<p class="N2" style="margin:0in 0in 0.0001pt; text-align:justify">&nbsp;</p>

<p class="N2" style="margin:0in 0in 0.0001pt; text-align:justify"><span style="font-size:11pt"><span style="font-family:&quot;Bookman Old Style&quot;,serif"><span style="color:black">Ei bine, ea l-a cunoscut pe noul ei soţ, iar acesta s-a dovedit a fi &icirc;ntr-adevăr perfect şi minunat. După ce s-a măritat cu el, s-a mutat &icirc;n casa lui din Spania, unde duce şi astăzi o viaţă fericită.</span></span></span></p>

<p class="N2" style="margin:0in 0in 0.0001pt; text-align:justify"><span style="font-size:11pt"><span style="font-family:&quot;Bookman Old Style&quot;,serif"><span style="color:black">Această femeie a refuzat să vorbească vreodată despre lucrurile nefericite din viaţa ei, prefer&acirc;nd să se g&acirc;ndească numai la ceea ce &icirc;şi dorea. Proced&acirc;nd astfel, ea s-a eliberat de povară şi de suferinţă, ajung&acirc;nd să se bucure de o viaţă minunată.</span></span></span></p>

<p class="N2" style="margin:0in 0in 0.0001pt; text-align:justify">&nbsp;</p>

<p class="N2" style="margin:0in 0in 0.0001pt; text-align:justify"><span style="font-size:11pt"><span style="font-family:&quot;Bookman Old Style&quot;,serif"><span style="color:black">Şi tu &icirc;ţi poţi schimba viaţa, &icirc;ntruc&acirc;t dispui de capacitatea infinită de a vorbi numai despre lucrurile care &icirc;ţi plac (şi de a te g&acirc;ndi la ele), atrăg&acirc;ndu-le astfel &icirc;n viaţa ta! De fapt, puterea de care dispui este chiar mult mai mare dec&acirc;t această capacitate, &icirc;ntruc&acirc;t legea atracţiei răspunde nu doar la g&acirc;ndurile pline de iubire, ci şi la sentimentele de acest fel. Aşadar, trebuie să simţi iubirea dacă doreşti să &icirc;i struneşti puterea!</span></span></span></p>

<p class="N2" style="margin:0in 0in 0.0001pt; text-align:justify">&nbsp;</p>

<p class="N2I" style="margin:0in 0in 0.0001pt; text-align:justify"><span style="font-size:11pt"><span style="font-family:&quot;Bookman Old Style&quot;,serif"><span style="color:black"><span style="font-style:italic">&bdquo;Iubirea este &icirc;mplinirea legii.&rdquo;</span></span></span></span></p>

<p class="N2" style="margin:0in 0in 0.0001pt; text-align:justify"><span style="font-size:11pt"><span style="font-family:&quot;Bookman Old Style&quot;,serif"><span style="color:black">Sf&acirc;ntul Pavel (aproximativ 5-67)</span></span></span></p>

<p class="N2I" style="margin:0in 0in 0.0001pt; text-align:justify"><span style="font-size:11pt"><span style="font-family:&quot;Bookman Old Style&quot;,serif"><span style="color:black"><span style="font-style:italic">Apostol Creştin, &icirc;n Scrisoarea către Romani 13:10</span></span></span></span></p>

<p class="N2" style="margin:0in 0in 0.0001pt; text-align:justify">&nbsp;</p>

<p>&nbsp;</p>

<p class="N2" style="margin:0in 0in 0.0001pt; text-align:justify">&nbsp;</p>

<p class="Z1" style="margin:0in 0in 0.0001pt; text-align:center"><span style="font-size:12pt"><span style="font-family:&quot;Bookman Old Style&quot;,serif"><span style="color:#b40000"><span style="font-weight:bold"><a name="_Toc371712163"></a><a name="bookmark19"></a>AFIRMAŢII CARE EMANĂ PUTERE</span></span></span></span></p>

<p class="N2" style="margin:0in 0in 0.0001pt; text-align:justify">&nbsp;</p>

<p class="N2" style="margin:0in 0in 0.0001pt; text-align:justify">&nbsp;</p>

<p class="N2I" style="margin:0in 0in 0.0001pt; text-align:justify"><span style="font-size:11pt"><span style="font-family:&quot;Bookman Old Style&quot;,serif"><span style="color:black"><span style="font-style:italic">● Iubirea nu este niciodată slabă, gingaşă sau delicată. Ea este forţa pozitivă a vieţii! Iubirea este cauza oricărei realităţi pozitive sau bune.</span></span></span></span></p>

<p class="S5" style="margin:0in 0in 0.0001pt; text-align:justify"><span style="font-size:5pt"><span style="font-family:&quot;Bookman Old Style&quot;,serif"><span style="color:black"><a name="bookmark20"></a></span></span></span></p>

<p class="N2I" style="margin:0in 0in 0.0001pt; text-align:justify"><span style="font-size:11pt"><span style="font-family:&quot;Bookman Old Style&quot;,serif"><span style="color:black"><span style="font-style:italic">● Tot ce &icirc;ţi doreşti să devii, să faci sau să ai derivă din iubire.</span></span></span></span></p>

<p class="S5" style="margin:0in 0in 0.0001pt; text-align:justify">&nbsp;</p>

<p class="N2I" style="margin:0in 0in 0.0001pt; text-align:justify"><span style="font-size:11pt"><span style="font-family:&quot;Bookman Old Style&quot;,serif"><span style="color:black"><span style="font-style:italic">● Forţa pozitivă a iubirii poate crea orice realitate benefică, poate spori lucrurile bune din viaţă şi poate schimba orice situaţie negativă.</span></span></span></span></p>

<p class="S5" style="margin:0in 0in 0.0001pt; text-align:justify">&nbsp;</p>

<p class="N2I" style="margin:0in 0in 0.0001pt; text-align:justify"><span style="font-size:11pt"><span style="font-family:&quot;Bookman Old Style&quot;,serif"><span style="color:black"><span style="font-style:italic">● &Icirc;n fiecare zi şi &icirc;n fiecare clipă tu faci o alegere şi te decizi dacă doreşti sau nu să iubeşti şi să struneşti puterea pozitivă a iubirii.</span></span></span></span></p>

<p class="S5" style="margin:0in 0in 0.0001pt; text-align:justify">&nbsp;</p>

<p class="N2I" style="margin:0in 0in 0.0001pt; text-align:justify"><span style="font-size:11pt"><span style="font-family:&quot;Bookman Old Style&quot;,serif"><span style="color:black"><span style="font-style:italic">● Legea atracţiei este legea iubirii. Aceasta este legea care &icirc;ţi guvernează viaţa.</span></span></span></span></p>

<p class="S5" style="margin:0in 0in 0.0001pt; text-align:justify">&nbsp;</p>

<p class="N2I" style="margin:0in 0in 0.0001pt; text-align:justify"><span style="font-size:11pt"><span style="font-family:&quot;Bookman Old Style&quot;,serif"><span style="color:black"><span style="font-style:italic">● Tu nu poţi primi dec&acirc;t ceea ce dăruieşti. Dacă dăruieşti pozitivitate, primeşti automat pozitivitate. Dacă dăruieşti negativitate, primeşti automat negativitate.</span></span></span></span></p>

<p class="S5" style="margin:0in 0in 0.0001pt; text-align:justify">&nbsp;</p>

<p class="N2I" style="margin:0in 0in 0.0001pt; text-align:justify"><span style="font-size:11pt"><span style="font-family:&quot;Bookman Old Style&quot;,serif"><span style="color:black"><span style="font-style:italic">● Viaţa nu se petrece pur şi simplu. Tot ceea ce &icirc;ţi oferă ea este ceea ce ai dăruit tu c&acirc;ndva.</span></span></span></span></p>

<p class="S5" style="margin:0in 0in 0.0001pt; text-align:justify">&nbsp;</p>

<p class="N2I" style="margin:0in 0in 0.0001pt; text-align:justify"><span style="font-size:11pt"><span style="font-family:&quot;Bookman Old Style&quot;,serif"><span style="color:black"><span style="font-style:italic">● Indiferent dacă g&acirc;ndurile şi sentimentele tale sunt pozitive sau negative, ele se &icirc;ntorc la tine cu precizia unui ecou.</span></span></span></span></p>

<p class="S5" style="margin:0in 0in 0.0001pt; text-align:justify">&nbsp;</p>

<p class="N2I" style="margin:0in 0in 0.0001pt; text-align:justify"><span style="font-size:11pt"><span style="font-family:&quot;Bookman Old Style&quot;,serif"><span style="color:black"><span style="font-style:italic">● Oamenii care trăiesc vieţi minunate vorbesc mai mult despre lucrurile care le plac (şi se g&acirc;ndesc la ele) dec&acirc;t despre cele care nu le plac.</span></span></span></span></p>

<p class="S5" style="margin:0in 0in 0.0001pt; text-align:justify">&nbsp;</p>

<p class="N2I" style="margin:0in 0in 0.0001pt; text-align:justify"><span style="font-size:11pt"><span style="font-family:&quot;Bookman Old Style&quot;,serif"><span style="color:black"><span style="font-style:italic">● Descrie şi comentează numai lucrurile bune care ţi s-au &icirc;nt&acirc;mplat de-a lungul zilei. Vorbeşte numai despre ceea ce &icirc;ţi place.</span></span></span></span></p>

<p class="N2I" style="margin:0in 0in 0.0001pt; text-align:justify"><span style="font-size:11pt"><span style="font-family:&quot;Bookman Old Style&quot;,serif"><span style="color:black"><span style="font-style:italic">&Icirc;n acest fel, le vei atrage &icirc;n viaţa ta.</span></span></span></span></p>

<p class="S5" style="margin:0in 0in 0.0001pt; text-align:justify">&nbsp;</p>

<p class="N2I" style="margin:0in 0in 0.0001pt; text-align:justify"><span style="font-size:11pt"><span style="font-family:&quot;Bookman Old Style&quot;,serif"><span style="color:black"><span style="font-style:italic">● Tu ai capacitatea infinită de a vorbi numai despre lucrurile care &icirc;ţi plac (şi de a te g&acirc;ndi la ele). De aceea, tu ai capacitatea infinită de a atrage &icirc;n viaţa ta tot ceea ce &icirc;ţi doreşti!</span></span></span></span></p>

<p class="S5" style="margin:0in 0in 0.0001pt; text-align:justify">&nbsp;</p>

<p class="N2I" style="margin:0in 0in 0.0001pt; text-align:justify"><span style="font-size:11pt"><span style="font-family:&quot;Bookman Old Style&quot;,serif"><span style="color:black"><span style="font-style:italic">● Iubeşte. Atunci c&acirc;nd iubeşti, tu te foloseşti de puterea primordială a Universului.</span></span></span></span></p>

<p class="N2" style="margin:0in 0in 0.0001pt; text-align:justify">&nbsp;</p>

<p><br clear="all" style="page-break-before:always" />
<img alt="" src="https://i.postimg.cc/TY4jnS4X/aici.gif" style="width: 125px; height: 70px;" /></p>]]></description>
			<guid>https://www.latimp.net/index.php/forum/-96/puterea-de-rhonda-byrne-carte-de-citit-online/?post=148434</guid>
			<pubDate>Mon, 19 Nov 2018 16:42:38 +0000</pubDate>
			<dc:creator>AnnaE</dc:creator>
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