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	<title>Newscamp &#187; Accessori e altro</title>
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	<link>http://www.newscamp.it</link>
	<description>Turismo itinerante camper e caravan</description>
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		<title>Nuovo slogan: &#8220;Scegli il meglio, scegli Thetford&#8221;</title>
		<link>http://www.newscamp.it/accessori/nuovo-slogan-scegli-il-meglio-scegli-thetford/</link>
		<comments>http://www.newscamp.it/accessori/nuovo-slogan-scegli-il-meglio-scegli-thetford/#comments</comments>
		<pubDate>Mon, 06 May 2013 10:57:07 +0000</pubDate>
		<dc:creator>Redazione</dc:creator>
				<category><![CDATA[Accessori e altro]]></category>
		<category><![CDATA[aqua]]></category>
		<category><![CDATA[camper]]></category>
		<category><![CDATA[caravan]]></category>
		<category><![CDATA[cassetta]]></category>
		<category><![CDATA[cassette]]></category>
		<category><![CDATA[cleaner]]></category>
		<category><![CDATA[freshener]]></category>
		<category><![CDATA[green]]></category>
		<category><![CDATA[kem blue]]></category>
		<category><![CDATA[portapotti]]></category>
		<category><![CDATA[rinse plus]]></category>
		<category><![CDATA[sachets]]></category>
		<category><![CDATA[soft]]></category>
		<category><![CDATA[spray]]></category>
		<category><![CDATA[tank]]></category>
		<category><![CDATA[thetford]]></category>
		<category><![CDATA[veicoli ricreazionali]]></category>
		<category><![CDATA[w.c.]]></category>

		<guid isPermaLink="false">http://www.newscamp.it/?p=19534</guid>
		<description><![CDATA[Un bellissimo espositore informativo a suggello del lancio dello slogan "Scegli il meglio, scegli Thetford"]]></description>
				<content:encoded><![CDATA[<p>Il nuovo slogan “<em>Scegli il meglio, scegli Thetford</em>”, adottato dalla famosa multinazionale americana a partire dal mese di Aprile di questo anno, ha il preciso scopo di comunicare all’utente finale che <strong>Thetford</strong>, inventore della<strong> toilette portatile Porta Potti</strong> e delle toilette <strong>a cassetta</strong> presenti sulla quasi totalità dei <strong>veicoli ricreazionali</strong> in Europa, propone al mercato una gamma di prodotti per la cura e la manutenzione delle toilette di elevato livello qualitativo, il cui corretto utilizzo allunga il ciclo di vita della toilette stessa.</p>
<p>Per orientare al meglio il popolo di <strong>camperisti</strong> e dei <strong>caravanisti</strong> all’interno della gamma, Thetford ha creato un nuovo espositore per gli additivi che, oltre a presentare tutti i prodotti a disposizione, dall’originale <strong>Aqua Kem Blue</strong> all’<strong>Aqua Soft</strong>, dal <strong>Detergente per Bagni</strong> allo<strong> Spray Lubrificante</strong>, dal <strong>Cassette Tank Cleaner</strong> al <strong>Tank Freshener</strong> e ai due ultimi arrivati <strong>Aqua Rinse Plus</strong> e <strong>Aqua Kem Green Sachets</strong>, propone anche <strong>informazioni</strong> utili di utilizzo grazie ai disegni e agli schemi esemplificativi presenti sulle ali laterali dell’espositore.</p>
<p>Disponibile sul mercato a partire dal mese di Maggio 2013, è possibile trovare questo espositore a breve presso i migliori rivenditori italiani.</p>
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		</item>
		<item>
		<title>Differenza tra led e led certificati Tecnoled</title>
		<link>http://www.newscamp.it/accessori/differenza-tra-led-e-led-certificati-tecnoled/</link>
		<comments>http://www.newscamp.it/accessori/differenza-tra-led-e-led-certificati-tecnoled/#comments</comments>
		<pubDate>Tue, 30 Apr 2013 19:38:50 +0000</pubDate>
		<dc:creator>Redazione</dc:creator>
				<category><![CDATA[Accessori e altro]]></category>
		<category><![CDATA[camper]]></category>
		<category><![CDATA[caravan]]></category>
		<category><![CDATA[illuminazione]]></category>
		<category><![CDATA[led]]></category>
		<category><![CDATA[luci]]></category>
		<category><![CDATA[tecnoled]]></category>

		<guid isPermaLink="false">http://www.newscamp.it/?p=19479</guid>
		<description><![CDATA[Non tutti i led sono uguali e in questo settore Tecnoled fa la differenza, scopriamo assieme perché]]></description>
				<content:encoded><![CDATA[<p>“<em>Tra led e led, <strong>Tecnoled</strong> fa la differenza</em>” questo è lo slogan coniato nel 2005 e ancora oggi valido, vista la massiccia immissione sul mercato di prodotti di scarsa qualità. Tecnoled, grazie alle sue competenze e a una selezione unica, garantisce la miglior qualità, ecco perché, per esempio, le tonalità sono sempre uguali sui led Tecnoled, anche se acquistati in tempi diversi. In aggiunta a ciò, è nota la grande attenzione che Tecnoled pone nella ricerca della miglior qualità dei circuiti elettronici di controllo, così che non interferiscano con altri apparati elettronici di bordo e garantiscano perfetta funzionalità, lunga durata e corrette temperature di esercizio.</p>
<p>Questa in pratica la mission di Tecnoled, azienda che ha iniziato a proporre sistemi d’illuminazione a Led nell&#8217;ormai lontano 2005 e fin dal primo momento ha concentrato i propri sforzi in un costante miglioramento del prodotto, frutto di attenti studi mirati a seguire le evoluzioni della tecnologia a led.</p>
<p>Alle migliorie si sono accompagnate rigorose ottimizzazioni dei processi e dei costi di produzione, con il conseguente contenimento dei prezzi di vendita al pubblico. E non è un aspetto di poco conto, soprattutto a fronte del difficile momento economico, con il mercato in forte difficoltà e una clientela non solo sempre più esigente e competente, ma anche più attenta alla spesa. I Led impiegati sono sempre di ultima generazione, quanto di meglio offre il mercato, e attentamente selezionati in modo da garantire elevate prestazioni e costanza di rendimento.</p>
<p>Con queste credenziali Tecnoled si distingue nettamente dai normali importatori, che non avendo le competenze necessarie per eseguire valutazioni e selezioni dei led utilizzati, basano la loro strategia sulla ricerca di fornitori con prezzi molto bassi. A differenza delle lampade alogene, che non presentano significative differenze tra le diverse varietà presenti sul mercato, i led sono componenti sofisticati e arrivano a differenziarsi in maniera sensibile in termini di qualità e affidabilità a seconda della provenienza. Emblematico a questo proposito è il caso dei <strong>Led Micropower</strong>, l’<strong>innovativa tecnologia</strong> messa a punto dal colosso giapponese <strong>Citizen Electronics</strong> e utilizzata da Tecnoled già dalla scorsa stagione, che oggi rappresenta in assoluto lo standard di riferimento nel campo dell’illuminazione a led per qualità, livelli di luminosità e durata.</p>
<p>Qualità e affidabilità sono ormai universalmente riconosciute e anche le case costruttrici di veicoli ricreazionali, che in passato si rivolgevano al mercato cinese, in virtù dei prezzi estremamente bassi, si stanno sempre più orientando verso i prodotti Tecnoled. Infatti, passato il momento della rincorsa al prezzo ci si è accorti che è molto più importante affidarsi ad un interlocutore serio e preparato, in grado di affiancare il cliente in ogni momento, non solo all’atto dell’acquisto. Questi principi valgono non solo per i prodotti ideati per il primo impianto, ma anche per quelli destinati all’aftermarket, ambito nel quale è importantissimo poter contare su prodotti di pregio, frutto di tecnologie avanzate e in grado di garantire affidabilità e durata. Molto importante, a questo proposito, la selezione unica operata da Tecnoled, ossia l’accurata scelta che consente di ottenere costanza nella tonalità di luce tra diversi prodotti della stessa varietà, magari acquistati in tempi diversi. È un aspetto importante che va tenuto nella giusta considerazione e che soprattutto i costruttori stanno dimostrando di apprezzare. Grande attenzione deve essere rivolta anche alla progettazione dei circuiti elettronici di controllo, che nei prodotti di basso costo, soprattutto di importazione cinese, rivelano molti limiti e provocano interferenze con altri apparati elettronici di bordo, ad esempio i televisori, a causa di una compatibilità elettromagnetica non ottimale.</p>
<p>Da non trascurare, inoltre, sempre a proposito di scarsa qualità nella progettazione e realizzazione della circuiteria elettronica, la funzionalità e la durata, ma anche la temperatura di esercizio, spesso troppo elevata per la tecnologia a led (che proprio nelle basse temperature trova uno dei suoi tanti punti di forza) e che arriva a compromettere l’affidabilità degli stessi componenti.</p>
<p>I prodotti Tecnoled riportano il <strong>marchio CE</strong> e sono pertanto conformi alle disposizioni comunitarie che ne disciplinano tutto il ciclo di vita, dalla progettazione alla fabbricazione, dall’immissione sul mercato all’utilizzo e allo smaltimento. Queste certificazioni sono eseguite da laboratori specializzati e comportano dei costi, ma è un valore aggiunto di cui anche il cliente finale, e non solo quello professionale, dovrebbe essere a conoscenza. Diventa pertanto importante anche per Tecnoled, affidarsi a centri vendita preparati, in grado di trasmettere questi valori alla propria clientela. Anche con questa finalità, è nata nel dicembre 2012 una collaborazione commerciale con <strong>NCA Camping</strong>, azienda specializzata nella distribuzione e con una grande esperienza nel settore.</p>
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		</item>
		<item>
		<title>Thetford e i suoi primi 40 anni in Europa</title>
		<link>http://www.newscamp.it/accessori/thetford-e-i-suoi-primi-40-anni-in-europa/</link>
		<comments>http://www.newscamp.it/accessori/thetford-e-i-suoi-primi-40-anni-in-europa/#comments</comments>
		<pubDate>Mon, 29 Apr 2013 14:38:55 +0000</pubDate>
		<dc:creator>Redazione</dc:creator>
				<category><![CDATA[Accessori e altro]]></category>
		<category><![CDATA[frigoriferi]]></category>
		<category><![CDATA[liquidi]]></category>
		<category><![CDATA[piani cottura]]></category>
		<category><![CDATA[thetford]]></category>
		<category><![CDATA[toilette]]></category>
		<category><![CDATA[wc]]></category>

		<guid isPermaLink="false">http://www.newscamp.it/?p=19469</guid>
		<description><![CDATA[La grande multinazionale americana leader di settore festeggia i suoi primi quarant'anni in Europa]]></description>
				<content:encoded><![CDATA[<p><em>Da <strong>Thetford</strong> riceviamo e volentieri pubblichiamo</em></p>
<p>Quarant’anni fa in <strong>Olanda</strong> veniva fondata Thetford B.V. a <strong>Etten Leur</strong>. In questo modo il <strong>marchio americano</strong> Thetford diede inizio a un percorso di sviluppo verso i mercati di tutto il mondo che ha portato il Gruppo a diventare <strong>fornitore leader</strong> a livello mondiale di <strong>impianti sanitari fissi</strong> e <strong>portatili</strong>, di <strong>fornelli</strong> e <strong>piani cottura</strong>, di <strong>frigoriferi</strong> ad <strong>assorbimento</strong> applicati a <strong>caravan</strong> e <strong>autocaravan</strong>.</p>
<p>Con sedi commerciali in <strong>Usa</strong>, <strong>Inghilterra</strong>, <strong>Germania</strong>, <strong>Francia</strong>, <strong>Italia</strong>, <strong>Spagna</strong>, <strong>Lussemburgo</strong>, <strong>Svezia</strong> e <strong>Australia</strong> e stabilimenti produttivi in USA, Olanda, Gran Bretagna e <strong>Cina</strong>, Thetford oggi conta circa 1000 dipendenti.</p>
<p>L’importante traguardo verrà celebrato nel corso dell’intero anno con numerose iniziative estese a tutti i mercati di riferimento del Gruppo. Già dal mese di marzo sulle comunicazioni dell’azienda e sul sito ufficiale campeggia un logo speciale, che celebra i <strong>40 anni del marchio</strong> e sul quale svettano le parole “Numero uno al mondo”.</p>
<p>Nella fornitura di sistemi sanitari per <strong>veicoli ricreazionali</strong>, Thetford è, infatti, leader indiscusso a livello mondiale. Ma la leadership di Thetford è forte anche per quanto riguarda i <strong>prodotti chimici</strong> per la cura e la manutenzione delle toilette e per i frigoriferi. Va ricordato, naturalmente, che Thetford è stato l’inventore della <strong>toilette portatile Porta Potti</strong> e del <strong>sistema a cassetta</strong>, soluzione che ha rivoluzionato il settore permettendo ai <strong>campeggiatori</strong> di tutto il mondo di semplificare le operazioni di scarico delle acque nere.</p>
<p>La qualità e l’innovazione presenti nei prodotti Thetford sono testimoniate anche dagli innumerevoli riconoscimenti che sono stati conferiti all’azienda negli anni. Quelli più recenti sono il <strong>Premio Caravaning Design</strong> per Porta Potti <strong>Excellence</strong> (2012/2013) e il premio per le migliori prestazioni di un additivo per toilette per <strong>Aqua Kem Blue</strong> (2012).</p>
<p>Forte di una storia ricca di successi commerciali, di apprezzamenti da parte di pubblico, stampa e giurie di tecnici ed esperti, la nuova creatività pubblicitaria celebra l’eccellenza dei prodotti Thetford dedicati alla cura e alla manutenzione del veicolo ricreazionale. “Scegli il meglio, scegli Thetford” è un claim efficace e in pieno accordo con la mission del Gruppo che è quella di offrire prodotti di qualità, affidabili, ecosostenibili e facili da usare.</p>
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		</item>
		<item>
		<title>Frigoriferi Thetford serie N 3000 su NewscampTV gli spot</title>
		<link>http://www.newscamp.it/accessori/frigoriferi-thetford-serie-n-3000-su-newscamptv-gli-spot/</link>
		<comments>http://www.newscamp.it/accessori/frigoriferi-thetford-serie-n-3000-su-newscamptv-gli-spot/#comments</comments>
		<pubDate>Mon, 29 Apr 2013 08:32:37 +0000</pubDate>
		<dc:creator>Redazione</dc:creator>
				<category><![CDATA[Accessori e altro]]></category>
		<category><![CDATA[a]]></category>
		<category><![CDATA[e]]></category>
		<category><![CDATA[fridge]]></category>
		<category><![CDATA[frigoriferi]]></category>
		<category><![CDATA[n3000]]></category>
		<category><![CDATA[newscamptv]]></category>
		<category><![CDATA[refrigerator]]></category>
		<category><![CDATA[spot]]></category>
		<category><![CDATA[thetford]]></category>

		<guid isPermaLink="false">http://www.newscamp.it/?p=19454</guid>
		<description><![CDATA[Su NewscampTV i due spot ufficiali Thetford sui nuovi frigoriferi serie N3000 A ed E]]></description>
				<content:encoded><![CDATA[<p>Su <strong>NewscampTV</strong> gli spot ufficiali <strong>Thetford</strong> dei nuovi<strong> frigoriferi serie N 3000</strong> nelle versioni <strong>A</strong> ed <strong>E</strong>.</p>
<p><strong>Newscamp</strong> intende così celebrare il successo commerciale degli innovativi frigoriferi della multinazionale americana che sono stati ufficialmente lanciati ad inizio stagione in occasione del <strong>Caravan Salon</strong> di <strong>Duesseldorf</strong>.</p>
<p>Un modo anche per i lettori di verificare visivamente l&#8217;attenzione che Thetford pone a questa serie di frigoriferi davvero innovativi e unici nel panorama europeo dei veicoli ricreazionali e già adottata con grande soddisfazione dai bei nomi dei costruttori di <strong>camper</strong> e di <strong>caravan</strong>.</p>
<p>Buona visione.</p>
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		</item>
		<item>
		<title>Pannelli CIS davvero differenti ecco il perché</title>
		<link>http://www.newscamp.it/accessori/pannelli-cis-davvero-differenti-ecco-il-perche/</link>
		<comments>http://www.newscamp.it/accessori/pannelli-cis-davvero-differenti-ecco-il-perche/#comments</comments>
		<pubDate>Wed, 24 Apr 2013 12:31:46 +0000</pubDate>
		<dc:creator>Redazione</dc:creator>
				<category><![CDATA[Accessori e altro]]></category>
		<category><![CDATA[cis]]></category>
		<category><![CDATA[cristallino]]></category>
		<category><![CDATA[pannello]]></category>
		<category><![CDATA[portaledelsole]]></category>
		<category><![CDATA[silicio]]></category>
		<category><![CDATA[solare]]></category>

		<guid isPermaLink="false">http://www.newscamp.it/?p=19424</guid>
		<description><![CDATA[Ma quali sono i vantaggi di un pannello CIS rispetto ai pannelli al silicio cristallino? Ecco la spiegazione]]></description>
				<content:encoded><![CDATA[<p><em>Quali sono i vantaggi dei pannelli CIS rispetto ai pannelli al silicio cristallino?</em></p>
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<p><span style="font-size: small;">I <strong>pannelli fotovoltaici </strong></span><span style="font-size: small;">rappresentano oggi il modo più <strong>economico</strong> ed <strong>ecologico</strong> per <strong>produrre energia elettrica</strong> in <strong>camper</strong>, e ci danno la libertà di sostare dove si desidera, senza timore di restare al buio.</span></p>
<p><a title="Il Portale del Sole" href="http://www.ilportaledelsole.it/" target="_blank"><img class="alignright" title="pannello CIS" alt="perché il pannello CIS è davvero così differente" 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" 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<p><span style="font-size: small;">La tipologia </span><span style="font-size: small;">di pannelli fotovoltaici più diffusa è costituita dai pannelli al silicio, mono o policristallino, ma è oggi disponibile anche una </span><span style="font-size: small;"><b>nuova tecnologia</b></span><span style="font-size: small;"> che produce interessanti vantaggi per chi viaggia in camper: parliamo dei </span><span style="font-size: small;"><b>pannelli CIS, a film sottile</b></span><span style="font-size: small;">.</span></p>
<p><span style="font-size: small;"><b>CIS</b></span><span style="font-size: small;"> è un acronimo che sta per </span><span style="font-size: small;"><b>C</b></span><span style="font-size: small;">opper (=Rame), </span><span style="font-size: small;"><b>I</b></span><span style="font-size: small;">ndio, </span><span style="font-size: small;"><b>S</b></span><span style="font-size: small;">elenio: si tratta quindi di pannelli che non utilizzano il silicio come materiale fotosensibile, ma il Diseleniuro di Rame e Indio. </span></p>
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<p><span style="font-size: small;"><i>Quali sono i vantaggi dei pannelli CIS rispetto ai pannelli al silicio cristallino?</i></span></p>
<p><a title="Il Portale del Sole" href="http://www.ilportaledelsole.it/" target="_blank"><img class="alignleft" title="pannello CIS" alt="ecco il grafico che evidenzia le differenze" 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" width="247" height="162" /></a>1) <strong>Spettro più ampio di captazione dei raggi solari</strong><br />
Le celle costruite con tecnologia CIS sono infatti sensibili ad una gamma di frequenze luminose più ampia rispetto alle celle al silicio cristallino</p>
<p>2) <strong>Maggiore produzione di energia in giornate di insolazione parziale</strong><br />
I pannelli al silicio cristallino danno infatti ottimi risultati se esposti al sole pieno e diretto, ma se la giornata è nuvolosa, anche parzialmente, il calo di produzione è sensibile.<br />
Anche i pannelli CIS producono minor energia in giornate nuvolose, ma il calo è meno sensibile.</p>
<p><em>Esempio:</em><br />
<a title="Il Portale del Sole" href="http://www.ilportaledelsole.it/" target="_blank"><img class="alignleft" title="pannello CIS" alt="perché il pannello CIS è davvero così differente" 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" width="267" height="207" /></a>Nelle immagini a fianco vediamo 2 pannelli della stessa potenza nominale, uno monocristallino e uno CIS, collocati nella stessa posizione, alla stessa ora e nelle medesime condizioni di ombreggiatura. Sul display del regolatore di carica del cristallino (sopra) si leggono 0,8 A prodotti, mentre sul display del CIS (sotto) si leggono 1,8 A prodotti</p>
<p>3) <strong>Maggior produzione di energia in caso di ombreggiatura</strong><br />
Un&#8217;altra caratteristica, non sempre nota, dei pannelli al silicio cristallino è quella di subire un forte calo di produzione in caso di ombreggiatura anche di una minima parte del pannello stesso.<br />
Ciò è dovuto principalmente al fatto che le celle al silicio cristallino sono montate &#8220;in serie&#8221; all&#8217;interno del pannello, e pertanto anche una sola cella &#8220;chiusa&#8221; dall&#8217;ombra, produce un effetto a catena su tutte le altre celle collegate.</p>
<p><a title="Il Portale del Sole" href="http://www.ilportaledelsole.it/" target="_blank"><img class="alignleft" title="pannello CIS" alt="perché il pannello CIS è davvero così differente" 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" width="263" height="160" /></a>Le celle in un pannello CIS sono invece &#8220;in parallelo&#8221;, e ciò costituisce un vantaggio nelle situazioni di ombreggiatura parziale, in quanto una cella chiusa non influisce sulle altre.</p>
<p><em>Esempio:</em></p>
<p>Nelle immagini qui sopra vediamo gli stessi pannelli dell&#8217;esempio precedente collocati nella medesima situazione di ombreggiatura parziale: sul display del regolatore di carica si leggono 1,6A generati dal pannello CIS (sotto) e soltanto 0,2A dal pannello cristallino (sopra).</p>
<p>I più esperti potranno evidenziare che i vantaggi che abbiamo citato sono presenti anche nei pannelli al silicio &#8220;amorfo&#8221;, e questo è vero.</p>
<p><a title="Il Portale del Sole" href="http://www.ilportaledelsole.it/" target="_blank"><img class="alignleft" title="pannello CIS" alt="perché il pannello CIS è davvero così differente" 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ebx58KFAGeL6M/ynNZr/ALe2jpnPxC+Fhx12zg/+1a/BCUBpecckL90dPypzgLJtwCGZsg896AP32T9uzTJIfMHxE+ESr/t6hEh/Iz5qGX9vPR4U3P8AEX4SkZx8l6j/APoMxr8CpYkThAV3EZwfc/4VBC6LDICFJVhjIz/FQB+97f8ABQPQEjDN8Qfhrg56K5/lJToP+CgOgXEirH8Q/heGb7okk8vPOP4pRX4LQnMS5A6N2/2hUk0SLIdoxjGPb5qAP3ql/b70KG4kif4ifCrzI2KuqzhiCDgjiWqR/wCChPh4bs/ED4aLt67iV/nLX4ROMQ4ySAGOGOed/vVeZF8yQbR1A6f7YH9aAP3sj/4KBeHZM/8AFyPhNHg4/eXSp/OarDft8aIIDIPiN8JpFBIPlXayEfXbMcfjX4DogbDZYMcnIYjo4FW3RS6k8sWOSeew9aAP3gH/AAUH8PmUr/wn/wAN+Op8uTb+e/FWo/2/NClnEa/ET4VqxJH7ycIOPdpRX4KyLsil2k/dLfjkVA8h3/MSPnf7vHcelAH9AH/DdWmEZHxF+EBH/YSi/wDj9VX/AG99FS4aJviJ8Ki467LgMPzE2K/AMomHKhvusfvHqBV3YqAleOR+HNAH77Qft26bcyFYviB8KCcZ+a8Rf5zVpH9tPf8AInjj4UuzHChb6Ikn2Hn8mv595FVVOBjJYHn0IqeFmOt2yZ+XzkP/AJFxQB/XB8K/Euo+Lvg1p+u6t9k+3TySrIbZdsZCSMoIGT2HrXoteMfAAY/Ze0I8/wCuuP8A0e9ez0AFfzlft8qiftiXMuzaon1HMnY4vGyo9K/o1r+cj9vu8a3/AGygiFWH2rU3ZWGR/wAfjfz6UAfCtvaXN7r9naWsRlubq4W3gTcBvkaQRhck4HzHHOB3r6rf9gz9rQygj4Q3h3f9R7TePnz/AM/HpX3L/wAE/f2dfgr8Tv2Pr7xr458C6f4h8S2njK4hg1Ce8uI5I0ihtJI1xG6qcMxPTqan/ab/AGp/2X/hl+0x4m8BXPw58aeL/EWmSLeeItQ8O6q1qsdzK/zW+9pRlwZUZwAFG7by3A1jRlU0gtTKtWhBK58Jv+wX+1osjH/hUN42WJ417TfX/r596UfsEftbb3J+EF4BjH/Ie031/wCvmvYbb9tz9l27vAf+FM/HO2toAJbo/wDCXCRzGXVDtXzwSQXBx7Y6kZ9a+NX7R/7IPw3m8N6X4Q0/4gfEXVNb0VNTin0rXp2tdPjkjLxCcvOm6RgrZjU5XHzEZGa+qYj+QXt6f8yPkL/hgr9rQW6qfhDeZ5/5juneuf8An4pn/DBn7Wgnk/4tDd9j/wAh/Tf72f8An59q7Ky/bN+D1/dSRp8O/HYEUElxIDqcg3JEjSOONRPJVSBkYyefSvrH4oftZfshWP7JXgrxP4X8J6jqfiPxgSlto9lO8d/pZikRJ2uQbhAm1zsG1yXJyuQDR9UxH8gKvTf2j4hH7CP7WwvA5+EV5t2sP+Q7p3c5/wCfioj+wj+1m7MT8Ib7j/qN6d/8kV09p+2p8HLrVLeA/DP4h4kkVTnUZF4J9RqJx9cHFfTV9+0V+xdD+xdpnxct9O+Jdxql7qraSvg//hKJV1KK5RVeQtmbYIkR1k8wEqVZcZJxQ8JiF9gFXpv7R8aXH7C37V8NjJPJ8H9T8uJcNs1ewcnPTCrOSfwFZOq/sf8A7SWleHL3V9R+Fer2mm2qyT3E8l9aKI0HJY/vc9Pxr3S6/bW/ZfsdVm0q8+DXxvl1C2mNvcSxeM1AeRTtZgvnZ5IPFfcP7PvxX/Z//aD+B3ja4+H/AIYu/DGv2MK6X4i0O/v3kuRazSIFk3LIytHKEb5lIYFWBxxkeGqxXvRF9Yheydz8DT8sc3VvlYfKpOee35U/OVYjo2/B+uMV/Tqv7DP7KLwbv+FO6ICfW/vhj6fv6/Fb9vT4a+BPhN+3ivhT4deHbLwzoP8AwjlrdNZ28skgMkjy5bMjM2Tj1xXNyzubrVXPjRjmRj2JzRn90n/AjTFO5ead/CB6DFUBIoKJIjD5iDj81re00iTW7ZVUSk3aDZn737xOP0rDVladDIcAnBx+H+FbmnXoi1qx2tgfboRuA9ZVFAH9Vf7P/wDya5oP/XSf/wBGtXs9eMfADn9lzQD1zJPz/wBtnr2egAr8Gv2r/gd8UPjT+2frcfww8G3fiqTSJb1tSliuYIY4BLfSeWpeV0UuTGx2glht5Ar95e1fJvwcCj9s/wCOSEglpYmCkDgC8vf8aLDsfMf7N/gD4jfBD/gmRrHhjx9ot54U8ST+MnvUtxeRyO0LvpcQcPC7LyRIMZzwfWvxj/bACN/wVI/aUJ2MR4omHbg+bF/9ev3tf4m638SvhD8Wv+EkXSrIeGfiZeeHbBrSB0D21td6U0bSctmQ+cQSMA4HAr8fP+ChHws0nwR/wUh+I2qWHjrw7qU3iy3XWbrTHmP2rR3kmhDRzBQQFdlLIeuGxgYyfpcK1DDU0925f+2nzOYtyqVbdo/+3HwDYov9n60AEH/EvBxwM/6RB+ZrqddMX9reE+UyPC9rnpkAWrY/9mx+NV9B0C2v9VuLKXxX4U02G5iigku7u6kWC2DXVvmWUhOI1x8xweDX2R+15+zH4b+BusfC3+xPi14T8Uy6h4Tt459PeYre5S1ZDeoqqw+yyHbsyQ3BwG5I7Hi6fPy31OPB0pKDl0/4J8QaM6s94M5Y6Vekf+Astb+oEN4Y+GcYBO03O4bTgf6SB/Nf0+lZujadHHd3QOr6HKP7Lu1CpO+ebeTn7n+ffpX2z8Xv2WfC/gD/AIJ7/An4nWvxo8DeJtYv7qYNa2srGLUjLOJj9jbbvZoMFZQyqOSeMYqqmIhGSTe50UlzwbXQ+BtKyPEmlyHIT7XGQf8AgQrspZGP7PuhMGkZl8WXIJGSRi0tP8P0rDsNNSHVNPzrOgyBLhDhbh8n5h/sV9u6j+y/4UsP+CLfh34vj4y+BrjXH8VvdSWizMbeUyxQxHTUbZuF6hjZyMAYyOAoZiriqcbNs5cHhqjk9D4Z1pcePtXQgcalcgj/ALatX6Rf8E7pWh0z9radM+ZH4NtGVh1GLm7PX61+d+vWGPHusyHUtG3HUrhvL89g2TIxxyuAe3Wv1p/YV+F2l6L+wR+0L8VU8Z6RrGo+ItMl0m40nTmLto62sk7bpzwd8okV1G0DYuQTuwvNiasXGKXeP5nbQV5yt0T/ACOx0Px7rreGPEeNW1NnWBMEXTnH7z1z71U/as/Ze+P3xn+Ongzxl8PvAtx4p0Bvh/o9u18dYs4N0yxMzgrNMj5G9ecYOeteVaEukw+H/FSW3iOGRGtE8xxYXGEAk4wSOenav1G1f4v+KPBh8HeHtHvtOTTU8J6dKElst7HdCoLZ3A4OOmK+p8QIxl7HlSW/T0PD4UxE4QqOq3pbqfjn/wAMC/tcY4+ENxj28QaZ/wDJNP8A+GBP2tv+iRXP/hQaZ/8AJNftrpnxt8Q3CIbi/wBKIIzxabc/+PV2Wi/Fu71P4gaLo7zWZF5dLEQseCcqTxz7V+ZzoyXW59lSzSje1m79z+Zz4ofCT4hfBn4hW3hX4l+HX8M6/PYJfQ2j3kFwWgd3RX3Qu6jLRuME546YIzwWlsn/AAkdkJAWjW8hLKP+ui1+if8AwVFl3/8ABR/SU3Z8vwRZL9P9Iuz/AFr86tPwuuachPL3sKFv96RQP51ztq1z0W/I/rE/Z/4/Zc0AdAHn49P3r17RXi3wAOf2W9BbjBknx/3+evaByKaYhT0NfJXwdjI/bh+N0p5Lso/K9vK+tT0NfKPweDD9tD40SEfK85A/C7uf8aTlYpbM+WvCEmz4O/tHDft/4v1qoA3Y/wCXrQ6/Gz9suWaT/gqX+0j5kksijxLKvzMTjDQAD8gAPYV+xfhplh+Fv7RQkWNwfj3qhy2cD/SdC9CPWvy//b2+D3jjwT/wUq+K+uX2mPcaH4yuP7Z0W7gkV0ljZ4ldWGdysjqykEds9DX1lGahh6Da6z/KB8pj03Uqekf/AG4+E9P+W01hgSrCyUgjgj/SYK7TxJM8+reD3lleZ4/CtrEpdixSNbdtqDPRRk4HQVm6H4R8T6lqN1p1hot3d6hewx21pbpjM0r3MAVAScAk8DJ/TJH09+0X+yh8XfgXffDu48UabBqGj6h4Zgt5L3T7pJIre8jgbzrVlJD7k+X5gu1hnBOMU51qKqJk4anVVDSJ8jaGzf2pdEMwB027B/8AAaSuq1C4uJfhx8LIHuJmjhe9MMXmHbGWuwzbV6DJ5OOprM0fQNaiv5w+m3IU2F2NxHA/0aUDpz1wOAetfVnxJ/ZG+Mnw8/Yt+DPxN8QaJDDp9xPKNSs4rmN7jS1uLhZLVpQGIIlTP3C204DYzkb4mvSdWDZz4bDVZUqjWh8aacWOu6SvzMGuIxIM9QWGQa7OW9uv+GYtItjdXBt08YXUywtKSiu1jaKz4zgMVABPUjisTTdC1qPxBprtpk+37QhPzDjDDrX1Zffsk/GGz/4Jc6J8X7jRIRpTeI31GbTDcIbmLTZbeCKK9YA42M8ZygJdVKkjnAzxGJpNJHTCMpRagtT5F14Z+IOuyZJb+1JyDn/pq1for/wT9mk/4Qn9sO28xzC3gWB/LLfIWE12M46Zxx9K/P3XNF1iTx9rTRabM0UmpztGQQBt8xiO/TFfqj+wn8JvF/hf9kb9pT4t63YwWvhzxD4ek07RIpXDS3bWktw00hQH5Ywzqg3YLENxgAnnxcovkt5fmTl0ZKpO/ZnjXgy/f/hGfFsMsUabrKFS3TGJCT/P9K+2/wBoPxonh/4y+DrNpVQnwDpEm0t0zCe34V8i+H/GMc+ka9cJ4X8HwMLYMVj0srnL9GG7npWj+314nudI/bD8GwpOIFf4caNJ5aEhQTHJ0HQCvsOPFd0P+3vyR4nDVv3yv1X5s9atfjEttGAtwjkD+JuK6n4VfGGTVP23PhRpvm5+2eJ4YCpbHBSTp2r8srf4gzPGFNzLnuRKQK9t/Z08Rm9/4KIfAYm4cp/wm9mCoPHzCQD+dfARpXv6H1F4Qtp1R9H/APBULH/DyTT8f9CXZZ/7/wB1X522ieZrmnRH/lpewp+cij+tfop/wVDGP+CkOmH18FWR/wDI91X546WjP4u0RFGWOp2wA9T5yV4klaLPoFq0f1efs/jb+y3oS9hJOAf+2z17UPu14x8AuP2XdDHpLOP/ACM9ezj7tVHYlv3rC18ofBw5/bS+M6k8eeTjPre3X+FfV9fI3wdYr+3J8byysEyu0+p+3XhP8xSe6LWzPlnTo3b4WftERwxvIx+PGpttVc9LnQDk88V+Q/7cGt6tr/8AwVX/AGgjrWo3Wp/YNUFhY/aH3C3tong8uFM/dQEk7Rxkk9STX69BJ7b4b/tCmRZIA/x01F0LLgOpm0AhhnqODz7V+RH7cvh/WvDn/BUv48Prem3OnRavqI1PTJJgAt1bSyQhJUOfmUlWXjoysDyCB9VSt9WoX7z/ACifL4x/vZ/9u/qfJNnHGLLWQEQZ08dAB/y829er/FD4heNviLrngO68deJ9X8Uz6f4OtbWzbUZzL5MfksSADxknBZvvMVXcTtGPKbFw1tqiJl5GswAqKSSftEGK9g+Lnwt+IXwy1XwBF4/8Kat4UfUvB8FxZm+jCrIvlNlQwJG9cruTO5dy5AzVwjT5vesRSlNx0bseSaDb2/2+dxFEH/s+7wQoB/49pa9T8R+PfGWv/s7/AAW8Da14l1XVPCOizXsml6VcTb4bZjcqMqD6D5VznapIXAJFeVaBJD9vmInhYDTbsHDZx/o8nJ9B717N4n+F3xA8Mfs0fBzx/wCIfCusaP4Q1ma6i07U7i3YRyubkMqnAym5cspYAMASMgUsRyKor/I0pwrcr5b2PEdPhhbXNJBjQg3MeeP9oV6zN4/8Zz/sDaP8PJvEmpyeCYfG09zFozSf6Ori1t3Hy/3Q7u4X7oZiwG45rybTbiJNU0oGSNmFxGcK4JOGBNezT/DDx9bf8E9NI+KEvhfVV8ByeMriJNX8r90c21tGrnuI2dGQSEBSykZyKipCCaUkZU4zinbQ8n8RW8DfEDXCY0JOqXPb/pq1fpZ/wT817Xrj4N/ta+DP7SvJfDcPhOO+ttLL5hiuZJbiN5UXkKzKFDEfe2rnoMfmjr08Q8da4okRmTUrkEA8k+Yx/wA5r9L/ANgHwx4jh+B/7WfjOTSb2DwpfeEP7OtNTkjIhuLmJ7mSSND/ABFFZd2Om4A06iSjG/dfmjXBu9SfozD8PeGddg0DxSsmkaqsr2kapm3PzYc57Vhf8FIvMj/bp8GRtlWT4ZaMoBU54WQHNc5oty50bxKrFFH2NAwycg+Yce9ev/8ABQP4d+P/ABL+2R4O1Pw34F8aeI7BPhxpEL3WlaDc3cQYI5KmSNCMjjIzkV9Xx22qlDX+b8keDw2k41bLqvzZ+aFo77uvf0r6W/ZsjaD9vb4GOp2qvjvTM/Qy4/rXnNt8HPiy75Hwp+Jkj/3V8K3v/wAaxXuPwK+G/wAUtN/bY+DV3f8Aw2+IWn2sHjnSnuJ7nw1eRxxItyhZmdo9qgDqScV8VGSV9eh9DUg3bTqj6l/4KiH/AI2Q6Xz08E2X/pRd1+eukRiXxtokfmeUDfwEsO2JFNfoN/wVH/5SQ6SfXwRZH/yYu6/PGw3nXrIx/wCsM8YjB7tuXA/E8V8/Jq13sfRxTbSW5/WH+z+d37Lmg85/e3H/AKOevaK8X/Z//wCTXdBPq8//AKOevaKaaFbUK+TvhEuP2zfjC4YkvespH90C6ujX1jXyh8J/l/bI+LJ6FtSkB+guLo0nuh30sfL2uatqGs+APjuniDXNWurXTvjReWVk8p+0GCFZdAMcCKzrhN0jYAPGTxX5S/t5fFTxp4x/4KV/FvRtU1m6j0bwfL/Y+hWNvKYoreETQM7fKQTI7szMTnIwOgFfp/4jWZPhV+0fJEqlo/jxdZB95PDh/lX49ftpwTQ/8FVv2jxNDJEZdf3JuQjcCbZgfoRyD3r6yjGMsJRu9nP/ANtPmcav3s1f+X9T5/0bxN4h0zU59Ssdc1q1vrSKOe2nhvnDwyLdW5WRct95eor6P/aE/an+MHxwX4eReMteFrp+neGoZPsOmFoLee8aFhLePjBaV+BgkqMHaBk18n2eFt9V3cD7B68f8fEFdV4k0+/stT8JQ3dndWklx4StriATxlPMieKXZIM9VbacN0OOKVSNPmTucd6kaPLFmdpOt6y11OsmqajKo0+6bDXL8EW8hz14Pv19K+pPiB+1d8aviN+xx8IPhf4k8Tz3WjWk8r3tyg2XOrLBcRR2y3DqPmESkgYwWwpbcRXyVooK6q+4YA0+7Bz0/wCPaWuuv9M1CP4Y/DHU5bC9j065e6S2ungYRTNHdIJAjYwxUkA4zjIz1roqxpOUW+hthpV/ZyXc5rTtY1iXW9LjfVdSKtOgOLp/7w96+rbr9qb4zX3/AAS90T4RXPia4k0AeJpbCS8Dlb2fT4reCWOwaUc+UHkJz98gKucDn4+0l1fxFpJHINzH/wChCu5k03Uf+GUtM1BrC9GnnxndW4uDA3lmVbG1do92MbgoLY645rlxCjKSkycC6sptN9GY/iHWtXHj3xBH/aeoiL+1Jx5f2lwMeY3y9Rxjiv1G/YQ+LPi/xH+y3+0p8KfEOqPeeEPD/hiTUtKLx+ZPaG5e4W4RXJBZGK+YFJ4YtjAOB+UPiKSP/hYGuNuUgapc8jkf61u9fov/AME+rac+GP2vrkQyNbjwLFEZQuUDmS7baT0Bxk49qrGJckbeX5m2Di41Jq/RmZYWvgQaH4ieHxP4oeFoFWUNoEYcgtkYH2nPU12X/BQ/4geOvC/7Y/hPTvDfjvxtoGnf8K80eVYNM1+6s0LFJBuMcUoXcQBk4/HpXmmi20p0XxHJNHJtit4xkSDCgy4zjd0/CtP/AIKX7z+3d4RAUmP/AIVlouGxxnE2RX1HG65p4f5/oeDw7Nxp1pW7fmz4/T40/F4qWb4vfFRz6nxfff0lr2T4GfFv4p3f7ZHwetbr4ofEi9tLnxzosVxbXXim8lilR76BXVlaUhgQSCDXyKowpyMcmvcvgGjD9s34NEjAHj7RP/TlbV8Z7NO/ofQU8U5NeqP0V/4Kl/L/AMFIdDC8Z8EWWf8AwJvK/P7wnib4i+Ho5Nm1tRiUlhwvzjn8OtfoJ/wVLA/4eP6J/wBiNZf+lN5X5/8Ag5Q3xZ8Mr0B1OD/0MV87UjeDR9VR/iR+R/Vl8ADn9l/RCf8Antcf+jnr2Yfdrxr4CKF/Zh0TH/PWf/0c9eyj7tVFaIifxMWvkz4VMf8Ahsb4q9OdTkH/AJGuzX1nXyV8K8j9sz4oNztfV5APTiW9/wDrUP4kSfKfiW7ax+EP7S86CF3Hx3nVVlgSVeT4cHRgR36jkV+Z/wDwUF+LR8W/8FG/Heh23hLwtpg8HQJo39ovYRy3mpsrozPNI2covmbUXqB35xX6Z+J9Nm1P4V/tK21vC8sn/C9J3CqwXoPDjZ59gTX40ftmFh/wVZ/aNLkgNrrEZPX5oP8A61fU4eMXhaSe/v8A/tp4eLS9rN/4f1PB9I8U3Vnfzam+keE737HHHMLa80aJ7efbcQHZKoXJQ4wR6V9f/tUftaJ8ej8KLaz+Gngzww2m+G455r2SyjuLpZHhIa2icjCWqmL5VxnkdMc/DlgY2tdWDFGAsgefT7RCP6/rW/qw82+8Ksg8wJ4cjyyjOMRyA/lkZ+opToRvqjgpzko2F0zxHdm/nD2Ggc2VzjbpcKnPkSYwdtfafxW/a1t/iD/wTx+B3wsg+FXgDQL60u3NxeWunIbe1+zyRohso8nyWlBZpck55HevhTQ8HW5RjJNjdY4/6d5K3bpgvgfwBnK4muQcjGD56Eg+/GTTnSi5K6Lp4mpFNXKWm+ILhdY0pTp+gbWuEBK6PBuHzDkYXrX2rqH7WNre/wDBGXSfgvH8LPAMWpr4iewa8Okp9kWOOKKf7WsJPF8zSFGk6DBbHOK+DtNKv4h09eGH2mPI9twz+GK6fkfs36dAARKfFs/7vHzH/Q7Ujj8SR+NFSnGW6ClVqJNok13X7lPHmubbHQ3UarNl20qIuV8xskkjOcdzX6tfsO/F1tc/Yo+PPwqPhfRNKu/DGjz6ump2NmkTagLoyqRcJyGdGRVVsYKEDAxz+RHiF0Pj7XjuBB1acrjnP71sYr9DP+Ce8bSH9q6FRhm8DxxgMdoBNxcjBJ4HOOtZ142UU+6/M1w11zt9mO0rxRrUmh+IgIdGZIbdfkGg2kYZSRw2IBux6Vkf8FLpQn7ffhXOxXb4Z6MSQoHVZeBjgCu9sPA3iEWmsRkWEgZMADUbZs88jPm15p/wU/k8n/goT4UiAUsvw00cNjnkCbvX1/F8oSrUUv736HzmQX9lWT8vzZ8BLN8nRX/2jXtfwFlDftjfBrGM/wDCfaJ/6cbevn9Lhgm0rg/Svaf2f5mH7Z3wcyMAePNFycdB/aNvXyjS1t2PYoK1WN9j9L/+CpYx/wAFHdD9/Atl/wClV5X59eFAT8UfDeCQf7Ug5H/XRa/QX/gqVx/wUY0DJyf+EDss/wDgVe1+fXhQMfid4eCg7v7Sgxj1MigfrXy09Ez7Ci3eLR/Vr8AiT+y5oOf+ek//AKOevZx92vG/gJj/AIZh0QD/AJ7XH/o569kH3acdiZX5mLXyX8Lzt/a++JBP/Qcm/wDQ7z/CvrSvk74Xgf8ADXHxHPf+3px/4/eUn8SKXws+Yfip4c1LRPgJ8f7i/Ng8eqfGX+0LUWt9FcYiZ9AQCTy2PlvuibKNhgMEjBFflv8A8FB/EPws1H/gop45g8N+DdUTXdMs4bfxfqa6otrDqN8Hi+7EYX5SNoQ0uf3hBG35Nx/UPxrFbP8AA/8AaeS5aaOI/HFjmJN7E7PD2OCRnnFfix+2V/ylS/aIYjaTr/ytjBwBb96+lo/waL85f+2/5ngV5WqT+X6ngmk6n4RW9ne+8K6rdackSPe28fiMI80Inh3qrC1+ViOjYOOvHf7N/a1+If7MPjCf4Rt8Gvh3qWm38XhSJby7hul06GK2EbeTavEYpPNnjZZQ0vy9erbuPhK2Hm2mqjLNix4wxyD58GMY6Gt3XQBceFgqqCdARgAP4ts5Uj354+tVOinU5rs5aVblQuk3/h06nMsXhrUwzWNyCf7eDDBgkBzi1HGPevtn4p/Ef9lvVv8Agmr8BvD3gf4aa5pfxDg1CdppG1IJNpzCVPtbXFz5R+1rNKUZFCLtwDlcc/Bej75NUw5dj9iujgnuLeSuousDwL8N1P8ADcXZ2nsfOhycevFOvSVSpGV2rG0MXbaKM/TdQ8PnWdPdfDGoLunQZ/t9eMnHa1Gfzr7cvfiJ+zA//BFLTPC9n8ONaj+KMfixwAdWRbiO+EaNLfG88kq1s0Dogg2dcLxje3wFpLu2raVGXc/6VHldx/viurmiZ/2btN3iVh/wlFwdxJyP9Dts89elFSmpWVxUq6basO1u88Of8LA1oSeHtTaZNVnV2/t5UJbzGBPFtx+Z/Gv1Z/YZ8RfCq5/Yf+PPhrwx4YvdE+KFnY3F54kvbq4FydQtJFlFt5Mqqu1IyHUxbRhjuyd2B+RHiJn/AOFheIWLOM6vP3x/y1av0L/4J9sP7S/apLSvsbwMm/Hzsw865zgEjJAz3qcQlaLv1X5msJXlJeTH2sjJFq4W3nIaIqy7SpcY7V6P+3z8AfGnxK/bK8K+JdC8Q/C/T7MfD7SLb7P4g8d6bpdyWRJCzeTczo+35hhgMHnnisaC+8LyQ6tNBqWvk+XudpNHjDAZ5x+/ry3/AIKcsj/8FBfCqpGdv/CtdGIbgZG2bAwM+tfYcZu9SjyaaP8AQ+T4YUYutdX1X6nin/DH/wAUX+YeKPgQR7fFfRD/AO3Nen/Bv9lr4i6P+1N8MdSufFPwQkt7PxfpdzKtr8UdHnlZIr2GRgkaXBZ2IUgKoJJwK+B/KQn7gJ+le2fBVR/w1L8LHZEGPG2jENsAx/xMbevjkquvNK+nY+phGh7WK5fxP0y/4KlYP/BRnQSDnPgSy/8ASq9r8/vBsqf8LY8M722f8Ta0xn/r4Sv0C/4Kl/8AKRrQf+xFs/8A0rva/PPwjHHP8ZPCKYYous2W8jqf9Kj/AK18vX/hy9D6PDtKcT+sD4CDH7Mui/8AXe4/9HPXsY+7XjHwEbP7M2i8kjzrjn/tvJXtFVHZEN3bCvk/4Yf8nY/EX/sYrj/0K7r6wr5Q+GoC/tUfEFh1PiObP/fV3TfxIpbM+XPiHA5+Cf7TKIsqkfG8NkD1j8Ot+Vflr/wUA8E+AdC/4KC+M9S0Tx/ZXes6/axaj4h0iS2eV9HuWaFdrSIMESIiOqH5kyc8EE/rh4+/0b4UftKyPFBcFvjLGQsyB1ANt4e7H6V+Fv7ZjMf+Co/7QuXf/kNhcbscYtiP1A/KvpKWuHpesv8A20+fxDSqT+X6nhej6P4dudRuLW88aabZWc0CpcXDabcSpboZ4d0rKuWIX0UZ5r7C/av+BXwM+F0fwkPw6+MdtrdzqPhaJ7jTpLd7szw+UzR6gJIQVjjm3tiNsEbBjOGr4PtCTa6oCzlfsWcFjj/XQ/4mum1X5X8IheB/wjijpnjbN/h/P1rZp825yRklHYn0rRdBTVXMPi2zlk+yXGFGn3Gf9S/sQP8AOOcV9l/FL4G/Ajwv/wAE4vgb478L/G6x1zxfqd1MBFHZTFNVDyRvMkcI/eW5tmVUJk67m3ckCvhPQjjXmx3tLjPv+4euju8n4efDVSzMDc3rHJ5J823Oc9ewpypTk00zahFOD0Kllo3h0axYsPGNrKTOhCDSrjn5hx6fnxX2ve/Az4FJ/wAEWdP+IsPxpsZvF3/CWSP5Ys5/Ke6eGOJ9KFtgTCWONEl848dW+5zXwJpjv/a+kyB2Dfao+QfVhXTOxP7OemFju/4qqY8nIOLO2A/Spq301Iw80m9C54l0nSH8d65L/wAJJZBn1G4comnXB2Zkbjj06en4V+pf7EHgXwJpf7Dvx68faJ41i8QeOtS0qfTda0WKNof7GihSZodyv8zNMxZxJgLhcDkMB+SPiRnXx9r7B3B/tScHDYz+9avv/wD4J/yeUf2qOpDeBQxBOQSJbn/6/wCZoxMbQj6r8zpp29pL0ZDo0d/HaeI1adizWibFkIzjzOfxIIrrP+CiHhl9X/bj8LXXl5A+HGioTnnIjk/xrg7DxBphuNSH2aA7LcK4HQ5PAx9a+mf205Lf/hrPwu0mFLfD7RyBjoPKevoeOqk17F+v6HzfCVCFR1ku6/U/MG28Az78rbhvfB/wr1T4Z+DLmz+Ovw8uBAqGLxhpD557ajbn0r0a3ltd/Va9L8EQWz/EnwiwALL4k01h9RewV+fxxdSOzPtllqUkz07/AIKkk/8ADxvQ89P+EFssf+BV5X56+EjIvxY8HyJxKdfsEAX0+1RE5r9Df+Cpgx/wUc0Ef9SJZf8ApVe1+e3g8kfGvwZj+LXrDP43cQrkqK8WjrjeNj+rj4Bg/wDDMuin/ptcf+j3r2gcivGPgISf2YtEJ6mSc/8AkZ69mH3acdkAtfKPw2I/4ai+IH/YzTD/AMfuq+rq+S/h4xT9p34hsMEjxVJjPvJc0NaoDxP4nWU9z8Lf2i7a2QPI/wAXrVyN4XIFr4dbqSB0Ffjz+3V8F/EGg/t9eO/FMmseDzp/jFv7U05LrxDa2k8XMMciSRSyKwAKNhsYbIxyK/aP4uwacvwa+Oj2N1PfSyfE+ze9jlgMIt5fs2hjYDuPmDasbbhj75XHy8/gP+2jdXN5/wAFR/j0bueW5eLUIooWlYsYo1S1VY19FALADpya+iov/ZqPrL/208bENKtP/t39TxTQ/h3r95qc+m2+p+BvtN/ClrAT4x09E8x54Qu5vOwq9csegzX07+0D+yF4y+C+n+AdSvPFngrV9NvtAitHeXWbexkju0WV3VUndTJEBKmJFyDg5AGDXxLa4Sz1R1ChhZgdB/z3hruvFWva34in8Dy69q2oavLa+EobK2e7naRoYIhOI41JPCgAD8K3lGTkjCFeCixmleA9aj1WRv7V8EZ+yXAXZ4usM7jC4H/LbpkjP68V9afEf9jfx34G/Ye+FPxHvfE3gWdhdTNqdiuu2scVslzLEbbyLp5PKuXKph1QkqTwCBXw9oSBfEQKkqfs0/I4IxC569uldvqfiDW7v4L/AAm0G71S9utE0vUNQbT7GaQvFbGSWEvsBzjJ/wA8mliISnUi1K1jOhUilZmfY+AtWj1uyeXVfBSxrcIW2+MLEnG4ccTZ/Kvr65/Y48cR/wDBKzT/AIot4o8C+cuvvqj2H9uWv2f7DLDFCH+2eZ5Jn3pu8nPfGcg18HaeijXtLOFbfcxggqD/ABCvRm8S6+/7Hel+Fzq+ojw4vjia9XTRcMIBObK3Uyhc8Ngk59TnrTqRk7WKp1YWehDrPgbWZ/HWtzR6n4LhSbU55I9/iuxjkQNIxXIMwKsMjg8g1+nH7E/wU13w3+yh8dPijqWr+Hbix8U6FNpGl2mn6lDdbVt/OZ5ZZY3KIcsAFJzgZOM1+SviIAfEHXJgE3HVJ+Ng2/6xu2K/Q79gTUL/AP4R79qfSmvbuTTn8GrctbmUlWlBukD4/vbCVz1xj0GHiHeEfJr8yqM4ynL0Yum/D7Xhaa/JLJoMckkKiDbrlkSCXz183tXf/t7Xs1n+2V4TjyMp8O9HDfMCCfLfuOD0rwzSdXlaTWiYWIEKsY95yxLAccH196+jv24dP+Gd5+1b4Pm8X/EHxh4Y1c/D7R1+yad4KXU4BH5TbW8430J3E7srs4x1Oa+k4yjepR5ttf0PmuFZK1Zx8vzZ8P22tStghl6etewfD3xG6fE7wfDuXDeINNXr/wBPkNcPH4d+ByruT40fEAj1/wCFVD/5Z11/gLTPgwvxV8JsPi34/SRPEFgYUm+GiIssgu4iill1NtoLYBODgHPavi50Kc4tI+shiKkJJs+nv+CpQx/wUb0L1PgWz/8ASq9r89/BwLfGbwYoHJ8Saav4m+hr9BP+CoxY/wDBRfQSf+hEsu3/AE83lfn94N4+OHggDv4o0v8A9LYa8TminY9m/c/q6+An/Jsmi/8AXe4P/kd69krxv4Cf8mzaL/12uP8A0c9eyVYBXyV8Pv8Ak5z4h8Z/4qx+P+2tzX1rXyR4AOP2m/iF/wBja3/o25oA83+KUVtH8K/2gTei4W3b4qWR/cKpbJsdBI+905Br8JP24fAPjPRP+CkHxV1e/wDDus/2T4juEv8ARr+G2eSC6h2wKdrhdu5WQhkzkHH95c/vD8akb/hSXx5CBst8T9OJKjOP9D0OvwX/AG4PG3inXv8AgpF8WNN1XWr250vw/MlhotmJWWKyhxAzBFzgMzMSzYy2fYY+gw6vh6Nu8v8A208TFP8AfVF/h/U+TtN0DxFcS3trb6DrdzdTWwSCBLCR3mkaeFVRV2ksxJGFHJOBXt/xa+APxc+FEPw/bxl4Ov7S1vfDilLqyDXEUUpErG2kdFwk6hgDGevIGcGvCtK1XULe6vLu3v7+3vILYSQXEVwySwsJ4SGRhyrDjBH+GPafi18dvit8V7LwBH468XX+q2lj4bQQWkTtDC8wEqtcyIGw87qqhn7kA8c51qKtGpZIwVGHLZnk2kaRq6a4GfSdYgHkTDe2nycZicdxXvHin9n/AOLfhT9k34UeP9e8D63Y6FeX915itZSfaLFWmgEL3UZQNCsgWQqzYBwO5GfnXRrmZvEUQae7YfZbgkNOT/ywkr37xX8e/iz4u/ZG+E/w88QeNNcv/DNhf3n7uS6cy3ixywGFLlyczLEHYID0yOuK1qUqqkrDhQikzwzTtF1k69YN/YutoqXCNuOny4XDA91r3+f9nn4w2/8AwTssviY3gXXv+EeHiiWQwCyl+2LbNbQot2YNm8W5aNh5vA5B6YJ+a9MvL4a7YJ9vvvmuY1z5x7sBX0RJ8evixJ/wTxsvha3jHWZPCf8AwlksZSS7ka4NultE62hlDA/Zw7swj6AnHQYpSp1tNBQowszxrxBoOtt4310JoetyodSnZHWwlYMPMbB3bcY9+lfpH+wp8O/F2k/B/wDaH+IGq6JqWl+EdV8Oy6Xp91dRGGS9kiFxJK0QYZZFDbd4+XccckED8xdd1PUP+E98Vob27ZE1O4RV804xvPH05xiv0t/YR+IHivVPg/8AtFfD3UtZvb3wnpXh2XUtMs55S4s5pRdCXy8/dV+CwHBYZrOqpKCv1aX4l0aahOS8mchay+CYY9UiP/CXEyW3zBjbsQNw4wRjn0P4103/AAUSkW2/bb8IxROxC/DfRgA3UgRvgntnr0rhIAG07xFN9sDtFaq2wuwzkkYxnHOK63/gpFlf28PDCA/d+HOjDP8A2zkr6fjDSpR9H+h8xkDdOnVkurX6nw8l2AuDjNdr4KuWPxc8Gc8f8JLphPP/AE/QV5V5gHV8Guy8FXGfi54NG8jHiPTT+V7Cf6V8pTWrPddVytfuj9N/+CpGW/4KO6LgdPA1kP8AyZvK/PzwjFj41+ASM7j4s0odf+n6Cv0F/wCCoh/42M6QfTwNZf8ApTdf418C+D493xr8BHP3fFGmSdOu28ibH/juPxr5V/GfUH9VvwDBH7MeiZ6+dcf+jnr2WvG/gGc/sxaIfWe4P/kZ69krpGFfJfgHA/aT+IZOP+RtPP8A22uK+tK+SPAjhf2jPiKxBIHi05Gf+m1xQJtI434wSNb/AAZ+Ocohgl3fEvT12zIrKd1lowzhu/oa/nk/bRsrqz/4Kd/Hl7uKS2iub2Ce18yMjzI2S22uuexw3I9D6V/SJ8RvDOr+J/hn8Z9L0PS7jWNQf4hWFwtrbld7KljpTMRuIHAUnr2rxH4gfC7RfiJ4ghXx38ArzxLe2xEMF7qGkWF1JDG7btgaUv8AJnqMHHtXv4SvJYeCpq7Tl268tt/RnlTj+/qN7O34XP5gbLH2bVsSBQLAk8Z4E0JP8q9A8Z+FvEPhafwHa+ItF1DRrm98Jx3lvHeQvGXhkMxV1yBkYx19a/oLsf2Xvh1ZXdrd2n7NI06783dGY/DuixOpTDLnMXc4I91rvPFXwqb4gaBFbeOfgt408W2tjmWztNa0zSLvymOBiPcpC5GehUYGMdKp4yve8o/ijnjRhJWUr/efzA6JsPiEYIz9luMf9+JK9D1Lwxr1h+z58KvEV7pGoWuh6nqeopp+oSwEQzlJbYMqtnBIKt6dD6V/QTdfss/DLS7iWVv2WLK+jglVSIvDejhZwVycERqxT+FuQeo6c16pq/hZvGHw0tvBuv8A7Pep6n4TjbbFpl7punva2uwLsZI2cohHYheo71TxmIlqo6eq/wAw9hGOjkfyraaUPiTTcEZ+1xf+hivR38M+I0/YwtPGg0jUB4TPjaezXVBBmA3H2OE7N3qcYHvkZyCK/oEh/ZY+GLlXi/ZQSMg5Df8ACNaEpU+oIj4r06b4d3afCdvBMnwf8Yt4LSCK3GgrpmlPZ7ORgQrHjCkZJxn3JJoljKv8n4r/ADLp0acXrL8D+WbXCT8QPFw3Ek6lOQCeT845r9G/2ArHUU039p7W1sZ/7KXwmLdbx4N0BnH2pxHk/Kx2qSV9OvUV9k+Evg58IT8ZfjPp+pfs53+o/wBmeMo7O12+DtPma0QaLpcxjJNvlSZHklAA581WI+avp1PDZi/Z2ufBfw/+CWt+EdLvtPuo7XTrbTrfT0jmcPFIzxFkO5s792CCGBB7CalSvUiouFldPdDqypxbt2fRn5FWHiDXLy01RTp/hksLbLr/AGLZwjPzHBG3rntmtv8A4KYM3/DwPQcEIP8AhX+j7QoAB/dydMHp9BivqS3/AGV/iXHqGrWEXgDVpL9bVZXgWeB5FVnYISvmZCsUcBuhKMO1fMX/AAU10++tv+ChOgQzWzxyxfD7SYpQ3RHQShlyO4r6LinE4etVo+zmnZPZ+h8tkmHqUqNZVE9WrXufnSSTkkkmuy8Cj/i63hE9xr+n/wDpXFXJ/Zbk4HlE57g8Cuw8ERXCfFLwmWt5VI16wyGwOBdxZNfPxaVz08L/ABVc/UT/AIKhbv8Ah49pYG3H/CE2XX/rvdV8IeAraa8+OPgO2hUPNJ4isAAW2/8ALyvf1wK+7P8Agp+4f/go7pZHT/hCbH/0fdV8S/CwZ/aZ+HA/6miw/wDSgV8m/wCJY+uWx/Ul8Av+TYND4IzNcHBPT989ey1438BP+TZNEH/TW4/9HPXsldJQV8Q6J4q0Hw38f/iO2t6gtjv8UyPHmKRiyrNcbj8qkcH3r7erw/VfgB4H1jxRqWr3k2ui6vrqS5n8u8CrudixwNvAyxoJlG55jrXiT4I6z4w1TWz4t+Jml3eoTLLdJoviDVbCCV1jWIP5UEqIDsRATjJ2gnms9NX+Csdu0Q8ffGtlfglvGutlh9D5+RXqH/DN/wAPf+e3iL/wOH/xNH/DN/w9/wCe3iL/AMDh/wDE0722BJo8sbUPggzZPxA+OGc548b64P8A24qeLV/gokF1EvxA+NAWaERtu8Y62WQBgcqTP8rZA5XBI46E16Z/wzf8Pf8Ant4i/wDA4f8AxNH/AAzf8Pf+e3iL/wADh/8AE0cz7go2PI1l+B4cEfEr48kgd/HmvH/2vSmT4Ibyf+FlfHkHOePHuvf/AB+vW/8Ahm/4e/8APbxF/wCBw/8AiaP+Gb/h7/z28Rf+Bw/+Jo5pFHkZl+B/f4lfHjGO/j3Xsf8Ao+rM918Er29luZPiT8b0eQjcsPjjXIkGABwqTBR07DnvXqf/AAzf8Pf+e3iL/wADh/8AE0f8M3/D3/nt4i/8Dh/8TS5pdx3PkX4df8Kck+M/x9+0/Ef42W1tH48t0s3t/HOtI00f/CPaIS8rLLl3EhlUM5LBVVc4VQPXDF8EWHHxV+PP/hwNd/8Aj1U/hb8AvAt/8cv2kbSaXxAE074i2ttCRejlD4Y0GY5+T+9M1e1f8M3/AA9/57eIv/A4f/E0+aXcmSufOml3XwcT4++MLB/iN8ZJLA+HtHlS4PjTWftJcT6qrIZRN5hQBlIQnbkk4zzXK+N/gR+xL8SfG48SePofH/i3XxbrbjUNS8U61LP5SklU3GbO0Fjge9e56b+z14Cf9qjxnYGXX/Ki8K6NMpF6M5e61ZTn5OeI1r0L/hm/4e/89vEX/gcP/iapVJIirSjPfU+Ik/ZR/wCCeUcDR/8ACI682ejya7q5dfoTNkfhV3Tf2Xv+Ce+k6vZ39p4J1UXNtOk0Dy6tqkm10YMpw0pzhgDz6V9of8M3/D3/AJ7eIv8AwOH/AMTTW/Zv+H+3ibxEP+30f/EU/az7kQw1OLukfjb+2R4J8Z/Gv9rCDxj4B02XxJoyaZLYvdSXcMDJJFqN9iPbK6sdsbRYIGMYGeDXzp4N+BfxW8L/ABh8I+Jtc8K/2foej61b3upXP9o20nlQROHd9qSFjtAJwATX78+Ev2dvAFx4VupHl8QgjWdRQYvR0W+nA/g9BVfx/wDs7eAbX4E+NbqKbxB5kOg3ci7rxSCVgc4I2e1c7p3lc3e56J8AH3/sx6I2cqZZyD7GZ/8APrXtFcj4G8L6d4P+Gem6FpRnNlDHuTzmBbLHcRkAcZJxXXVoAV4p47+Pvw3+HPjQ+H/Euqa1JqsVot9fQ6L4cv8AVhplozMq3N41pBItpCSj4kmKKdjEHCkj2uvzv+MXhfVrr9rX40agdW+IPwxXU/Aun6fomp+FdCl1GDxXIovTJFdKkUm6SIuIkSMwShJmZZDn5AD6e8aftE/CrwDdaNH4g8RXUqalp66lFcaRot5qkMFixwt7cSWsUiW9sfmxNKyoQrEEhWx0d38XvANiPHRu/ElrEfBukxat4kHkSn7HaSxSSxTDC/vEZYpCDHuzsYdRivlbSdRv/h/p/id/F/w813R7zxL8JdCsNJ0TQtCutQt0u7aDUEm0lGhWQRmNp02iRgCspILbHYY+ufDbxV4a8c/ArSYPD+ta9d+MPA+j+CfHeo2lu0lvZjSbi3vPOuWHCRyQtqsO5jy7xLzmgD7G074teA9W1/wFpOm+IYr7UfGeiza14biitZiL2yhW3aWfds2xqBdQY8wqSXwASrY9IQlowT1PpXxf+z54N1i1/aN8XTa74Y1TRrT4faVJ4N8JXN1aNFDcWc2oXF40ls5wJIfsyaTHuHR4HXqK+0RnbzQAtFFFABRRRQB4J8H/APk4f9qn/sqNp/6iXhuve68E+D//ACcP+1T/ANlRtP8A1EvDde90AeaaX/yeH45/7E7Qv/SvWq9LrzTS/wDk8Pxz/wBidoX/AKV61XpdABSH7tLSH7tAHKeC/wDkT7v/ALDmp/8ApfcVX+JH/Ju/j3/sXL7/ANJ5KseC/wDkT7v/ALDmp/8ApfcVX+JH/Ju/j3/sXL7/ANJ5KAOqsf8AkDWv/XFf5CrVVbH/AJA1r/1xX+Qq1QAVEYsqRvbBHtUtedeIvF99ofjjS9O/s1/7NuPLEuoyeayK8kwiEf7uN9hOQQ0mxCWA3A5wAd+YVznLD0welHkqO5z614b4X+Mn/CS/D/RdWs/DGt3l1qkmLa0gnhWQLvvgCxldFB2WLsRk8sBk9a6Xwh8SYPF2oafDa6Pq1tHeaWl7DcytF5bEw28rR7Q5dSBcoPmUAkNzgAkA9QVNrE0+vnDRP2idO1x40t/A/jW2efy1sTcSWIFzJLBp9xFGCtywUtFqVu2X2gbZASCBu3IvjRaT28E9v4S8WyW93FAdNleSzRb2SVbZvKXNxlGUXSbjJsXKOBnA3AHudFeHWHxlttV8OaXq+l+DvGOoaZqVwLfT7hJbJPNYQSzykq9yrKI1hcMSOSBtDAg1nf8AC9Yj4um0tvA/i+FLaykvLi5le0iUwKrnz0SSdXaMlCAwXncuAfn2gH0FRXz7F8creTxBpMLeG9XsLa+ji82O9cLdW0r6k2nlWjBI2h1zncMgcZrUtfjFDcDSxP4S8UWEl5cKHjlktGa3hf7LsmbbOQQftsHyqWcfPwdvzAFL4P8A/Jw/7VP/AGVG0/8AUS8N173Xgfwfyv7QX7UhbIEnxOtGQkcMP+ET8OLkfiCPqD6V75QB5ppf/J4fjn/sTtC/9K9ar0uvNNL/AOTw/HP/AGJ2hf8ApXrVel0AFIfu0tIfu0Acp4L/AORPu/8AsOan/wCl9xVf4kf8m7+Pf+xcvv8A0nkqx4L/AORPu/8AsOan/wCl9xVf4kf8m7+Pf+xcvv8A0nkoA6qx/wCQNa/9cV/kKtVVsf8AkDWv/XFf5CrVABXiPjzVodN+MHhR7jQvDFyokjVNTvLeK4u4mknWPZEokE0X3gfMSORckhggBavbq8g8X+MF0X4u+H9GudY8H+GUu1jMF1r0eW1OVpdhtLX97H+/HDfxn51whySADgfC/wAQPDPib4S6HeXfg/Rfsuo3Si2tZbe3hgiHnX/luRIxVXAtZGAGfnk4PzHHY+BPGHhvxF4gsG03w7b6Xe3WhQXCXCQwxyGPybeRYmVWLqgWeMKCSuVbBwoJ4jwd8X5fFPxd8L+HHn8F3um6npMN6jaQ1vcGRmjkfdgXhmiUFG2sbd4z/wA9gx2j27VPEukaDrAtrnSvEM0zQqWfTvD11eIV5AUvDE4yMZ2k5AIOOaAPCbX4zeANd8GWj2nguGWz1KKBESeOzkiZLiKyWIbQ583C3NsJEXOwRMDwqg9DF8SPC2ovd6Dd+Dre/ENvF51r5dsgm82TykSOORgZAGgGTwAFTrg47ex8WeDNL0Oy02w8NeM7Wxs4VhtoU8E6ltiRVCqB/o/YKBnrxVo+PfC/mI50PxsHT7rf8IXqWR/5L0AeUal8U/COgfEqz02HwMq69qE8cT3n2OKGNgt6bAq1yPkDom7CtICV4UEBtuMPiX4J1VbqfRPAehvbDV4Irl7rTISboSXFpbrcIAAcmK8kx5gB+Xj5SSfbz468Kyby2geNJN/ytnwVqRB55H/Hv654py+OvDADBNA8bAFsnHgnUuvBz/x79elAHmdp8SPB1v4d0N4PAdvaWd3bSPpjeVaQwEwznzejERKJMlc8ux4GSCfSNb1LwlpHw2tvGWpeH7+5s7OOK5gTTvC9zqt/EzhUBjtrWGWcsBtH7tCQBzwKmfx34akj2PoHjd0xja3gjUiOuen2f15qUfELQR00fx9/4Rup/wDyPQB52n7R3w4jlZh4e+Pu4nLY+Bni/k9M/wDIM9BU3/DS3w6/6F34+/8Ahi/F/wD8q69A/wCFi6GBgaR49/8ACM1P/wCR6X/hYuh/9Ajx9/4Rmp//ACPQBxXw78W2Pjj9oTxt4o0fSPG+n6K/h7SLCOXxH4Q1LQpJZorjVHkCRX9vDI4UTxZZVK/OOa9zrz//AIWJoe4H+yPH2R/1Jup//I9O/wCFjaJ/0CfH3/hGan/8j0Ad9SH7tcF/wsbRP+gT4+/8IzU//kemt8RdFKcaT4+zkf8AMman/wDGKANTwX/yJ93/ANhzU/8A0vuKr/Ej/k3fx7/2Ll9/6TyVY8FCX/hBjJNbXVoZ9SvbmOK5haKQRy3csqFkYBlJV1JBAINV/iR/ybv49/7Fy+/9J5KAOqsf+QNa/wDXFf5CrVVbH/kDWv8A1xX+Qq1QAV5R4t8V6tovxN0PTra4sF0+8MS+SixyXcjtOEb908iMYwpB3JuK4YkYHPq9RGFDnIPPXBoA+cvDXxX8R6n8M9C1rUNB0jT7vUJ1Vjql3JZQWqvLf4V2MbkNttIl6AM0gOFyAes8F/EPVvEerWdpf6FBp8cmhxX0ii5d7mN2hgcq8JiACkzFVIY58tsgYr2D7PFjhSPUg9aDBGVIwcEY60AfMPhn43+MvFEEo074f6VFLDqUFo0lxr7+W6TratHIrR2z8qboCRTgqY378V0Fp8WPFF9e6fBZ+CtPkub6KzZYZ9Zkie2M627nzwLZvLQeewRgG3mFwQuK+gPLXOfmP1NHlJggjIPagDwXwB8RfGGr6l4a0nxT4b0jT9SvrJZbtbK9ldoS8UkyskbwoTbqFSFpGIPmsq7eQx9KvvFGsWWs3FpafD3xhrMETAJe2dxpywy5UHKia7R8DOOVHINdh5a9sj6GngADv+dAHBf8Jl4h/wCiU+P/APwK0j/5Oo/4TLxD/wBEp8f/APgVpH/ydXfY+v50Y+v50AcD/wAJl4h/6JT4/wD/AAK0j/5Oo/4TLxD/ANEp8f8A/gVpH/ydXfY+v50Y+v50AcD/AMJl4h/6JT4//wDArSP/AJOo/wCEy8Q/9Ep8f/8AgVpH/wAnV32Pr+dGPr+dAHA/8Jl4h/6JT4//APArSP8A5Oo/4TLxD/0Snx//AOBWkf8AydXfY+v50Y+v50AcD/wmXiH/AKJT4/8A/ArSP/k6ua8Z6/4r1r4QeK9HsfhR48a9v9Hura3D3mkAF5IXVcn7dwMkV7Hj6/nTSoZSCMigCtZZGmQxsCrpGqsD6gCrdIFC9BiloAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAP/9k=" width="156" height="290" /></a>Il problema dei pannelli al silicio amorfo è però quello di essere di dimensioni molto maggiori dei pannelli al silicio cristallino, e quindi di far talvolta fatica a trovare posto sul tetto del camper, se la potenza richiesta non è minima.</p>
<p>Anche i pannelli CIS sono un po&#8217; più grandi dei pannelli cristallini, ma non eccessivamente: vediamo un confronto tra le differenti tecnologie nell&#8217;immagine qui a fianco, dove tutti i pannelli raffigurati hanno la stessa potenza nominale di 80W.</p>
<p>Per maggiori info: <a title="Il Portale del Sole" href="http://www.ilportaledelsole.it/" target="_blank">Il Portale del Sole</a></p>
<p>&nbsp;</p>
<p><a title="Il Portale del Sole" href="http://www.ilportaledelsole.it/" target="_blank"><img class="alignleft" title="pannello CIS" alt="perché il pannello CIS è davvero così differente" 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" width="687" height="433" /></a></p>
]]></content:encoded>
			<wfw:commentRss>http://www.newscamp.it/accessori/pannelli-cis-davvero-differenti-ecco-il-perche/feed/</wfw:commentRss>
		<slash:comments>0</slash:comments>
		</item>
		<item>
		<title>Successo firmato Viesa Holiday</title>
		<link>http://www.newscamp.it/accessori/successo-firmato-viesa-holiday/</link>
		<comments>http://www.newscamp.it/accessori/successo-firmato-viesa-holiday/#comments</comments>
		<pubDate>Mon, 15 Apr 2013 08:49:06 +0000</pubDate>
		<dc:creator>Redazione</dc:creator>
				<category><![CDATA[Accessori e altro]]></category>
		<category><![CDATA[alejandro jacquet]]></category>
		<category><![CDATA[colven]]></category>
		<category><![CDATA[holiday]]></category>
		<category><![CDATA[III]]></category>
		<category><![CDATA[viesa]]></category>
		<category><![CDATA[Vigia]]></category>

		<guid isPermaLink="false">http://www.newscamp.it/?p=19348</guid>
		<description><![CDATA[Una storia di successo quella del Viesa Holiday nel nostro settore]]></description>
				<content:encoded><![CDATA[<p><em>Da <strong>Vigia Viesa</strong> riceviamo e volentieri pubblichiamo</em></p>
<p><strong>Viesa Holiday</strong> non conosce crisi. Il <strong>successo commerciale</strong> del celebre <strong>raffrescatore</strong> per <strong>camper</strong> si deve alla <strong>qualità</strong> del prodotto e alle sue <strong>caratteristiche innovative</strong>. Valori supportati da intelligenti strategie quali la trasparenza verso il cliente e una collaborazione attiva con tutta la filiera, fornitori e clienti compresi.</p>
<p><strong>Viesa Holiday III</strong> è un <strong>condizionatore evaporativo</strong> “made in Italy” sviluppato per raffrescare l’abitacolo del camper che sfrutta il principio di evaporazione dell’acqua e crea in modo naturale una condizione di benessere direttamente sulla persona. In pratica favorisce l’evaporazione dell’umidità presente sulla pelle, asportando di conseguenza calore dal corpo. Un approccio diverso rispetto ai normali condizionatori che raffreddano l’aria circostante e abbassano la temperatura di tutto l’ambiente. La qualità del prodotto, giunto ormai alla terza generazione, insieme a politiche di vendita e strategie di marketing intelligenti, hanno creato un vero e proprio fenomeno commerciale che non conosce crisi.</p>
<p>«<em>Anche il 2012 si è chiuso per noi con un segno positivo, nonostante la crisi</em> – racconta <strong>Alejandro Jacquet,</strong> <strong>general manager</strong> di <strong>Vigia Viesa Italy</strong> e di <strong>Ital Colven</strong> – <em>Il motivo è dovuto all’unicità del nostro prodotto e alla nostra giovane storia. Il mercato dei condizionatori tradizionali, infatti, ha avuto più tempo per consolidarsi e i tanti prodotti in commercio rischiano di superare la capacità di assorbimento del mercato stesso. Ma c’è una nicchia di camperisti che cerca qualcosa di diverso. Naturalmente, gioca a nostro favore il fatto che sui camper non è previsto di serie il condizionatore per la parte abitativa</em>».</p>
<p>Negli anni qualcuno ha provato a imitare questa tecnologia, ma una delle caratteristiche esclusive dell’Holiday è lo <strong>speciale filtro brevettato</strong>, costituito da un intreccio di filamenti di tre tipi diversi di legno e disposti in modo da formare una superficie il più grande possibile (pari a quella di 127 mq). Altro particolare inimitabile è che Holiday riesce a mantenere la densità dell’umidità pari a 0,0002 micron (stato aeriforme), valori estremamente bassi se si pensa che una goccia nebulizzata va da 1 a 40 micron.</p>
<p>La storia di Holiday risale all’anno 2000 quando il gruppo argentino Colven, specializzato nella produzione di calibratori di pneumatici, protettori per il motore, sistemi per l’ottimizzazione della semina e condizionatori evaporativi, decide di iniziare a operare sul mercato italiano. Dopo due anni di studi e ricerche, fonda Vigia Viesa Italy, azienda che ha il compito di distribuire e promuovere i prodotti del Gruppo.</p>
<p>«<em>Quando partimmo non avevamo alcuna idea che ci potesse essere un mercato nel settore dei <strong>veicoli ricreazionali</strong></em> – racconta Alejandro Jacquet – <em>Il nostro obiettivo era la conquista del mercato dei veicoli industriali con i condizionatori evaporativi Viesa Intelligent e Viesa Master. È stato il settore a venirci incontro, poiché molti camionisti erano anche camperisti. A quel punto ci rendemmo contro che esisteva una domanda anche nel settore camper e nel 2005 realizzammo il primo prototipo. Dopo un anno di test realizzati anche grazie alla collaborazione di alcuni camperisti, nacque la prima versione di Holiday. Anch’io comprai un camper per poter sperimentare direttamente con la mia famiglia i vantaggi e i limiti dei prodotti che distribuivo</em>».</p>
<p>Vigia Viesa Italy partecipa subito alla fiera di riferimento: Mondo Natura a Rimini. Lì introduce la formula del “soddisfatti o rimborsati” reinterprentandola in una chiave estesa, cioè permettendo all’utente di utilizzare il raffrescatore Viesa tutta l’estate e a settembre, se non soddisfatto, di restituirlo ottenendo il rimborso del danaro speso. Su ottanta unità montate, ne tornarono indietro solo tre. Facendo affidamento sulla qualità del prodotto, nel 2007 Vigia Viesa estese la promozione a tutta la rete di installatori: su 800 Holiday montati non ne fu restituito neanche uno.</p>
<p>«<em>Non è questa l’unica strategia di marketing che mettemmo in campo</em> – continua Alejandro Jacquet &#8211; <em>Da subito, sulla scorta dell’esperienza acquisita nel settore dei veicoli pesanti, decidemmo di imporre un prezzo imposto per l’Holiday, al di sotto del quale nessun rivenditore poteva scendere, pena l’espulsione dalla rete. Il nostro rigore ci valse la stima e la fiducia delle officine, che sono i migliori alleati per il successo commerciale di un prodotto. Ma un altro valore, forse il più importante, premiò la nostra filosofia: la trasparenza. Il nostro è un prodotto particolare: adatto a molti ma non a tutti. È necessario spiegare le qualità, ma anche i limiti della tecnologia evaporativa, interrogare il cliente, capirne le esigenze. In altre parole: vendere con onestà. La chiarezza verso il cliente è un obbligo di tutti i centri di installazione Viesa perché la migliore pubblicità è quella offerta da un cliente soddisfatto</em>».</p>
<p>Nel 2008 nasce la seconda generazione di Holiday, sviluppata anche facendo tesoro dei suggerimenti degli utilizzatori stessi e degli installatori. Il successo commerciale è accompagnato da un’attenta politica promozionale che prevede la partecipazione alle fiere e la pubblicità sui media di riferimento nel settore.</p>
<p>Nel 2010 il Gruppo Colven affida al manager fiorentino una sfida importante: sviluppare la terza generazione di Holiday e produrre tutto in Italia. Nasce così Ital Colven, in uno stabilimento a pochi chilometri da Firenze, con una superficie totale di 1500 mq di cui la metà dedicati alla produzione e il resto suddiviso tra magazzino e uffici.</p>
<p>«All’origine di questa decisione – spiega Alejandro Jacquet – <em>c’era la necessità di ottimizzare l’esperienza accumulata negli anni sul mercato italiano ed europeo coinvolgendo nello sviluppo anche dei player esterni. In un mercato sempre più esigente è fondamentale avvalersi di fornitori d’eccellenza in grado di rappresentare dei veri e propri partner progettuali. L’Italia non è certamente competitiva nel contenimento dei costi. Ma noi cercavamo qualità, innovazione, competenza, non costi bassi. In Italia ci sono molte piccole e medie imprese al cui interno si trovano professionisti di grande esperienza. I materiali possiamo comprarli da qualsiasi parte ma le idee e il know how no. Il nostro successo è frutto, quindi, di una straordinaria collaborazione con i fornitori, con gli installatori, con i clienti</em>».</p>
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		<title>EFOY sbarca negli States</title>
		<link>http://www.newscamp.it/accessori/efoy-sbarca-negli-states/</link>
		<comments>http://www.newscamp.it/accessori/efoy-sbarca-negli-states/#comments</comments>
		<pubDate>Mon, 15 Apr 2013 08:34:01 +0000</pubDate>
		<dc:creator>Redazione</dc:creator>
				<category><![CDATA[Accessori e altro]]></category>
		<category><![CDATA[canada]]></category>
		<category><![CDATA[celle]]></category>
		<category><![CDATA[combustibili]]></category>
		<category><![CDATA[efoy]]></category>
		<category><![CDATA[energy]]></category>
		<category><![CDATA[generatore]]></category>
		<category><![CDATA[sfc]]></category>
		<category><![CDATA[usa]]></category>

		<guid isPermaLink="false">http://www.newscamp.it/?p=19344</guid>
		<description><![CDATA[SFC energy e i suoi famosi generatori a celle combustibili EFOY sbarca in USA e Canada]]></description>
				<content:encoded><![CDATA[<p><strong>SFC Energy</strong> con i suoi <strong>EFOY Comfort</strong>, i <strong>generatori</strong> a <strong>celle a combustibile</strong>, sbarca negli <strong>States</strong>.</p>
<p>L&#8217;occasione è giunta con il <strong>Salone Nautico</strong> di <strong>Strictly Sail Pacifico</strong> a <strong>Oakland</strong>, in <strong>California</strong>, e con il <strong>Victoria Harbour Boat</strong> <strong>Show</strong> a <strong>Victoria</strong>, in <strong>Canada</strong>, dove SFC Energy ha lanciato la famosa serie EFOY Comfort in Canada e negli<strong> Stati Uniti</strong>.</p>
<p>EFOY Comfort è disponibile in tre classi di potenza (capacità di carica: 80, 140 e 210 Ah al giorno), con un aumento delle prestazioni del 15 per cento rispetto alle generazioni precedenti.</p>
]]></content:encoded>
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		<title>Tom Tom GO Live Camper &amp; Caravan a 299 euro</title>
		<link>http://www.newscamp.it/accessori/tom-tom-go-live-camper-caravan-a-299-euro/</link>
		<comments>http://www.newscamp.it/accessori/tom-tom-go-live-camper-caravan-a-299-euro/#comments</comments>
		<pubDate>Fri, 22 Mar 2013 17:38:13 +0000</pubDate>
		<dc:creator>Redazione</dc:creator>
				<category><![CDATA[Accessori e altro]]></category>
		<category><![CDATA[camper&caravan]]></category>
		<category><![CDATA[campingsportmagenta]]></category>
		<category><![CDATA[golive]]></category>
		<category><![CDATA[gps]]></category>
		<category><![CDATA[navigatore]]></category>
		<category><![CDATA[satellitare]]></category>
		<category><![CDATA[tomtom]]></category>

		<guid isPermaLink="false">http://www.newscamp.it/?p=19068</guid>
		<description><![CDATA[Incredibile da Camping Sport Magenta, il navigatore GPS Tom Tom Go Live Camper&#038;Caravan a solamente 299 euro]]></description>
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<p>Specialissima offerta quella di <strong>Camping Sport Magenta</strong>, l&#8217;<strong>ipermercato dell&#8217;outdoor</strong>, che vuole rispondere alle esigenze di vacanze tranquille e lungo la giusta strada di <strong>camperisti</strong> e <strong>caravanisti</strong>.</p>
<p>Camping Sport Magenta propone il <strong>navigatore GPS</strong> specifico per <strong>Camper</strong> e <strong>Caravan</strong> <strong>Tom Tom Go Live</strong> all&#8217;incredibile prezzo di <strong>299 euro</strong>.</p>
<p>Guardare per credere: <a title="Camping Sport Magenta accessori camper caravan campeggio" href="http://www.campingsportmagenta.com" target="_blank">Camping Sport Magenta</a></p>
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		<item>
		<title>Conformgest a Italia Vacanze 2013</title>
		<link>http://www.newscamp.it/accessori/conformgest-a-italia-vacanze-2013/</link>
		<comments>http://www.newscamp.it/accessori/conformgest-a-italia-vacanze-2013/#comments</comments>
		<pubDate>Thu, 07 Mar 2013 10:45:03 +0000</pubDate>
		<dc:creator>Redazione</dc:creator>
				<category><![CDATA[Accessori e altro]]></category>
		<category><![CDATA[2013]]></category>
		<category><![CDATA[camper]]></category>
		<category><![CDATA[conformgest]]></category>
		<category><![CDATA[conformità]]></category>
		<category><![CDATA[italiavacanze]]></category>
		<category><![CDATA[michele mosca]]></category>
		<category><![CDATA[secondamano]]></category>
		<category><![CDATA[usati]]></category>

		<guid isPermaLink="false">http://www.newscamp.it/?p=18833</guid>
		<description><![CDATA[Poteva forse mancare Michele Mosca e la Conformgest a un appuntamento classico come Italia Vacanze 2013? Certamente no e vediamo il perché]]></description>
				<content:encoded><![CDATA[<p>Sempre sul campo, per parlare con i <strong>camperisti</strong>, con i <strong>concessionari</strong> e osservare cosa accade, in modo da rispondere sempre nel modo più efficace alle istanze del mercato. Questo il senso della presenza costante a tutti gli eventi di grande portata nel nostro settore di <strong>Michele Mosca</strong> e quindi della <strong>Conformgest</strong>, leader nella fornitura di soluzioni legate alla <strong>conformità</strong> dei <strong>camper</strong> di <strong>secondamano</strong>.</p>
<p>Non poteva mancare quindi Michele Mosca e la Conformgest anche all&#8217;edizione <strong>2013</strong> di <strong>Italia Vacanze</strong> (<em>nella foto mentre colloquia con</em> <strong>Angelo Mascolo</strong>, <strong>I.S.L.</strong> di <strong>Newscamp</strong>), segno evidente dell&#8217;attenzione costante e della sensibilità dimostrata per il nostro mercato.</p>
<p>Un segnale importante che arriva da una azienda leader nel proprio comparto con soluzioni altamente qualitative.</p>
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		</item>
		<item>
		<title>CBE gran successo a Italia Vacanze 2013</title>
		<link>http://www.newscamp.it/accessori/cbe-gran-successo-a-italia-vacanze-2013/</link>
		<comments>http://www.newscamp.it/accessori/cbe-gran-successo-a-italia-vacanze-2013/#comments</comments>
		<pubDate>Thu, 07 Mar 2013 10:33:13 +0000</pubDate>
		<dc:creator>Redazione</dc:creator>
				<category><![CDATA[Accessori e altro]]></category>
		<category><![CDATA[2013]]></category>
		<category><![CDATA[area vivavoce]]></category>
		<category><![CDATA[camper]]></category>
		<category><![CDATA[caravan]]></category>
		<category><![CDATA[cbe]]></category>
		<category><![CDATA[dorian sosi]]></category>
		<category><![CDATA[elettrici]]></category>
		<category><![CDATA[impianti]]></category>
		<category><![CDATA[italiavacanze]]></category>

		<guid isPermaLink="false">http://www.newscamp.it/?p=18828</guid>
		<description><![CDATA[Dorian Sosi, CBE, ha tenuto nell'area Viva Voce a Italia Vacanze 2013 un seminario sul corretto utilizzo degli impianti elettrici di camper e caravan di grande successo]]></description>
				<content:encoded><![CDATA[<p>Per quanti domenica fossero passati dall&#8217;<strong>area Viva Voce</strong> durante <strong>Italia Vacanze 2013</strong> mentre parlava <strong>Dorian Sosi</strong> di <strong>CBE</strong> la vista che si parava dinnanzi era quella di una folla muta, impegnata ad ascoltare. E il pubblico era così numeroso che da lontano pareva fosse successo qualcosa, come quando durante un fatto di cronaca i curiosi si accalcano per vedere l&#8217;accaduto.</p>
<p>Un bel successo per la CBE che ha voluto contribuire alla sicurezza attiva e passiva dei <strong>camperisti</strong> e <strong>caravanisti</strong> travasando tutto il bagaglio di conoscenze accumulato in tanti decenni di esperienza fornendo impianti elettrici a tutti i più bei nomi di <strong>costruttori</strong> di <strong>camper</strong> e <strong>caravan</strong> in tutti e cinque i continenti, visto che la CBE è detentrice del top della tecnologia e della qualità nel comparto di riferimento.</p>
<p>CBE è un vero gioiello e vanto del &#8220;made in Italy&#8221; e chi se non CBE poteva suggerire i modi corretti di utilizzo degli impianti elettrici e delle varie componenti connesse all&#8217;uso?</p>
<p>Merito di Dorian Sosi è stato quello di non utilizzare un linguaggio squisitamente tecnico ma mantenendo alto il contenuto del seminario ha parlato in modo chiaro e didascalico, così da poter essere compreso da tutti i presenti.</p>
<p>Se da oggi ci saranno camperisti e caravanisti più consapevoli nell&#8217;utilizzo degli impianti elettrici, senza manomissioni pericolose e senza gravi conseguenze, di certo lo dovremo anche alla CBE e a questo seminario, davvero da manuale.</p>
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		<title>Truma in area Viva Voce a Italia Vacanze 2013</title>
		<link>http://www.newscamp.it/accessori/truma-in-area-viva-voce-a-italia-vacanze-2013/</link>
		<comments>http://www.newscamp.it/accessori/truma-in-area-viva-voce-a-italia-vacanze-2013/#comments</comments>
		<pubDate>Wed, 06 Mar 2013 15:28:24 +0000</pubDate>
		<dc:creator>Redazione</dc:creator>
				<category><![CDATA[Accessori e altro]]></category>
		<category><![CDATA[2013]]></category>
		<category><![CDATA[area]]></category>
		<category><![CDATA[italiavacanze]]></category>
		<category><![CDATA[marco zani]]></category>
		<category><![CDATA[truma]]></category>
		<category><![CDATA[vivavoce]]></category>

		<guid isPermaLink="false">http://www.newscamp.it/?p=18820</guid>
		<description><![CDATA[Grande successo per il seminario tenuto da Truma nell'area Viva Voce]]></description>
				<content:encoded><![CDATA[<p>Come preannunciato la <strong>Truma</strong> è stata al centro dell&#8217;attenzione di un numeroso gruppo di visitatori di <strong>Italia Vacanze 2013</strong> nell&#8217;<strong>area Viva Voce</strong>.</p>
<p><strong>Marco Zani</strong> di Truma ha intrattenuto i convenuti illustrando modi corretti d&#8217;utilizzo delle soluzioni per i <strong>camper</strong> prodotti dalla multinazionale tedesca.</p>
<p>Grande il livello partecipativo anche in questo secondo anno di presenza di Truma nell&#8217;area Viva Voce a significare il grande interesse dei <strong>camperisti</strong> per i prodotti di questa importante e storica realtà di settore.</p>
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		</item>
		<item>
		<title>Goldschmitt Italia a Italia Vacanze 2013</title>
		<link>http://www.newscamp.it/accessori/goldschmitt-italia-a-italia-vacanze-2013/</link>
		<comments>http://www.newscamp.it/accessori/goldschmitt-italia-a-italia-vacanze-2013/#comments</comments>
		<pubDate>Mon, 04 Mar 2013 11:04:30 +0000</pubDate>
		<dc:creator>Redazione</dc:creator>
				<category><![CDATA[Accessori e altro]]></category>
		<category><![CDATA[2013]]></category>
		<category><![CDATA[bucintoro]]></category>
		<category><![CDATA[camper]]></category>
		<category><![CDATA[doge]]></category>
		<category><![CDATA[goldschmitt]]></category>
		<category><![CDATA[italia]]></category>
		<category><![CDATA[italiavacanze]]></category>
		<category><![CDATA[portamoto]]></category>

		<guid isPermaLink="false">http://www.newscamp.it/?p=18791</guid>
		<description><![CDATA[Costante la presenza del mastodontico showroom mobile di Goldschmitt Italia anche a Italia Vacanze 2013 con il debutto dei portamoto per camper Doge e Bucintoro]]></description>
				<content:encoded><![CDATA[<p>Gran debutto presso lo stand di <strong>Goldschmitt Italia</strong> a <strong>Italia Vacanze 2013</strong> dei nuovi <strong>porta moto</strong> e non solo per <strong>camper</strong> <strong>Doge</strong> e <strong>Bucintoro</strong>.</p>
<p>Una autentica anteprima che permette di ampliare e completare il catalogo Goldschmitt Italia con prodotti assolutamente di alta qualità e <strong>made in Italy</strong>.</p>
<p>Il mastodontico <strong>showroom mobile</strong>, una classica nota caratteristica di Goldschmitt Italia, era l&#8217;imponenete presenza presso lo stand.</p>
<p>Goldschmitt Italia nel video di <strong>NewscampTV</strong>, buona visione.</p>
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